libgctp-2.0/0000755000175000017500000000000012335175610013164 5ustar alastairalastairlibgctp-2.0/test/0000755000175000017500000000000012335175401014141 5ustar alastairalastairlibgctp-2.0/test/test_proj/0000755000175000017500000000000012335175401016152 5ustar alastairalastairlibgctp-2.0/test/test_proj/testproj.c0000644000175000017500000002617112335175401020177 0ustar alastairalastair/******************************************************************************* NAME: TESTPROJ PURPOSE: Makes a grid of GCTPc converted map projection points. The User enters the Min and Max Lat and Long and the increment value. A grid of points will be converted from Long/Lat to X/Y and back to Long/Lat. The results will be entered into a file specified by the user. The user optionally may compare the transformed data to the data in an existing file of the same format. VERSION DATE PROGRAMMER REASON ------- ---- ---------- ------ 1.0 05/93 T. Mittan/S. Nelson Initial development 1.1 12/93 S. Nelson Converted TEST to not only make a new projection table but also to optionally compare with an existing file. c.1.1 1/95 S. Nelson Added OUTDATUM to the GCTP subroutine call. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Proffessional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include #include #include #include "cproj.h" #include "proj.h" #define CMLEN 256 main() { long k; char file27[CMLEN]; char file83[CMLEN]; char *ptr; char libgctp[CMLEN]; float i; float j; double incoor[2]; double incoorc[2]; double outcoor[2]; double incoorx[2]; double incoorcx[2]; double outcoorx[2]; long insys = 0; long inzone; double inparm[15]; long inunit; long indatum; long ipr = 2; long jpr = 2; long jprinv = 3; long outsys; long outzone; double outparm[15]; long outunit; long outdatum; long proj; long zonec; float min_lon; float max_lon; float min_lat; float max_lat; long count; long count2; float lon_inc; float lat_inc; float tol; /* tolerance value for acceptable comparisons */ double proj_parm[15]; /* projection parameter array */ long fflg; /* error flag for forward conversion of C version */ long iflg; /* error flag for inverse conversion of C version */ char buf2[82]; /* buffer for file2 information */ char temp2[82]; /* temporary buffer for header strings */ char fflag[2]; /* flag for saving converted values to a file */ char file1[CMLEN]; /* name of new data file */ char file2[CMLEN]; /* name of existing file */ char file3[CMLEN]; /* name of Comparison file */ char efile[CMLEN]; /* name of error file */ FILE *fptr1, *fptr2, *fptr3; /* Assign file names -----------------*/ strcpy (efile,"error_file.txt"); strcpy (file27,""); strcpy (file83,""); strcpy (libgctp,""); /* Get needed information -----------------------*/ printf(" 0 GEOGRAPHIC "); printf(" 1 UTM \n"); printf(" 2 STATE PLANE "); printf(" 3 ALBERS CONICAL EQ AR \n"); printf(" 4 LAMBERT CONFORMAL "); printf(" 5 MERCATOR \n"); printf(" 6 POLAR STEREOGRAPHIC "); printf(" 7 POLYCONIC \n"); printf(" 8 EQUIDISTANT CONIC "); printf(" 9 TRANSVERSE MERCATOR \n"); printf("10 STEREOGRAPHIC "); printf("11 LAMBERT AZIMUTHAL \n"); printf("12 AZIMUTHAL EQUDISTANT "); printf("13 GNOMONIC \n"); printf("14 ORHTOGRAPHIC "); printf("15 GVNSP \n"); printf("16 SINUSIODAL "); printf("17 EQUIRECTANGULAR \n"); printf("18 MILLER "); printf("19 VAN DER GRINTEN \n"); printf("20 OBLIQUE MERCATOR "); printf("21 ROBINSON \n"); printf("22 SOM "); printf("23 ALASKA CONFORMAL \n"); printf("24 GOODE "); printf("25 MOLLWEIDE \n"); printf("26 INTERRUPTED MOLLEIDE "); printf("27 HAMMER \n"); printf("28 WAGNER IV "); printf("29 WAGNER VII \n"); printf("30 OBLATED EQ AR "); printf("\n Please enter the projection number \n"); scanf("%d",&proj); if ((proj == 1) || (proj == 2)) { printf("\n Please enter the zone number \n"); scanf("%d",&zonec); } else { zonec = 62; } for (k = 0; k < 15; k++) { printf("\n Please enter projection parameter %d \n",k); scanf("%lf",&proj_parm[k]); inparm[k] = 0.0; outparm[k] = 0.0; } printf ("\nPlease enter the minimum longitude in degrees (negative for west of zero)\n"); scanf("%f",&min_lon); printf ("\nPlease enter the maximum longitude in degrees (negative for west of zero)\n"); scanf("%f",&max_lon); printf("\n Please enter the minimum latitude in degrees\n"); scanf("%f",&min_lat); printf("\n Please enter the maximum latitude in degrees\n"); scanf("%f",&max_lat); printf("\n Please enter the longitude increment in degrees\n"); scanf("%f",&lon_inc); printf("\n Please enter the latitude increment in degrees\n"); scanf("%f",&lat_inc); /* Get name of new data file -------------------------*/ printf("\n Please enter name of the new data file\n"); scanf("%s",file1); /* If files are to be saved with converted values get file names -------------------------------------------------------------*/ printf("\n Are the values to be compared? (Y or N)\n"); scanf("%s",fflag); *fflag = toupper(*fflag); if (!strcmp(fflag,"Y")) { printf("\n Please enter name of the existing data file\n"); scanf("%s",file2); } if (!strcmp(fflag,"Y")) { printf("\n Please enter the tolerance value\n"); scanf("%f",&tol); printf("\n Please enter name of the Comparison file\n"); scanf("%s",file3); fptr3 = fopen(file3,"w"); /* open existing data file ----------------------*/ fptr2 = fopen(file2,"r"); if (fptr2 == '\0') { printf("\nError opening comparison file--discontinue comparison\n"); fprintf(fptr3,"\nError opening comp file--discontinue comparison\n"); strcpy(fflag,"N"); fclose(fptr3); } count2 = 0; /* Get past the heading, will stop after the line beginning with "-" ----------------------------------------------------------------*/ if (!strcmp(fflag,"Y")) { for(;;) { count2++; if (fgets(buf2,81,fptr2) == NULL) { printf("\nError reading comparison file--discontinue comparison\n"); fprintf(fptr3,"\nError reading comp file--discontinue comparison\n"); strcpy(fflag,"N"); fclose(fptr2); fclose(fptr3); break; } /* Break at "-", test to avoid invalid data file (count2) ------------------------------------------------------*/ sscanf(buf2,"%s",temp2); if (temp2[1] == '-') break; else if (count2 > 50) { printf("\nError reading comparison file--discontinue comparison\n"); fprintf(fptr3,"\nError reading comp file--discontinue comparison\n"); strcpy(fflag,"N"); fclose(fptr2); fclose(fptr3); break; } } } } /* Empty contents of new data file if it exists ---------------------------------------------*/ if((fptr1 = fopen(file1,"w")) == NULL) fclose(fptr1); /* Test projection ----------------*/ /* set variables not entered with prompt ------------------------------------*/ inzone = 62; outzone = 62; insys = 0; outsys = 0; count = 0; /* for State Plane projection, get data files ------------------------------------------*/ if (proj == SPCS) { ptr = (char *)getenv("LIBGCTP"); strcpy(libgctp,ptr); sprintf(file27,"%s/nad27sp", libgctp); sprintf(file83,"%s/nad83sp", libgctp); } /* Set values to change the datum and radius ----------------------------------------*/ indatum = 0; if ((proj_parm[0] != 0) && (proj_parm[0] != 6370997)) if ((proj != 1) && (proj != 2)) indatum = -1; outdatum = indatum; /* Begin convertion of grid points -------------------------------*/ for(j = min_lon; j <= max_lon; j += fabs(lon_inc)) { for(i = min_lat; i <= max_lat; i += fabs(lat_inc)) { incoor[1] = i; incoor[0] = j; inunit = 4; outunit = 2; /* Call "C" version forward--lat/long to meters --------------------------------------------*/ gctp(incoor,&insys,&inzone,inparm,&inunit,&indatum,&ipr,efile,&jpr,file1, outcoor,&proj,&zonec,proj_parm,&outunit,&outdatum, file27, file83,&fflg); /* Print Headings -------------*/ if ((i == min_lat) && (j == min_lon)) { if((fptr1 = fopen(file1,"a")) == NULL) { printf("\nError opening output data file"); } fprintf(fptr1,"\n INPUT LONG LAT X Y "); fprintf(fptr1," OUTPUT LON OUTPUT LAT"); fprintf(fptr1,"\n--------------- --------------- --------------- "); fprintf(fptr1,"--------------- ---------------\n"); fclose(fptr1); } incoorc[0] = outcoor[0]; incoorc[1] = outcoor[1]; inunit = 2; outunit = 4; /* Call "C" version inverse--meters to lat/long --------------------------------------------*/ gctp(incoorc,&proj,&zonec,proj_parm,&inunit,&indatum,&ipr,efile,&jprinv, file1,outcoor,&outsys,&outzone,outparm, &outunit,&outdatum,file27,file83,&iflg); /* Print points to file -------------------*/ if((fptr1 = fopen(file1,"a")) == NULL) { printf("\nError opening output data file"); } fprintf(fptr1,"%7.2lf %6.2lf %15.5lf %15.5lf %15.5lf %15.5lf\n", incoor[0],incoor[1],incoorc[0],incoorc[1],outcoor[0],outcoor[1]); fclose(fptr1); count++; /* Compare values to data file -----------------------------*/ if (!strcmp(fflag,"Y")) { if (fscanf(fptr2,"%lf %lf %lf %lf %lf %lf",&incoorx[0],&incoorx[1], &incoorcx[0],&incoorcx[1],&outcoorx[0],&outcoorx[1]) != 6) { printf("\nError reading comparison file--discontinue comparison\n"); fprintf(fptr3,"\nError reading comp file--discontinue comparison\n"); strcpy(fflag,"N"); fclose(fptr3); fclose(fptr2); } /* Check if original lat/long are the same--if not, error in comp file -------------------------------------------------------------------*/ if (!strcmp(fflag,"Y")) { if(fabs(incoor[0]-incoorx[0])>tol || (fabs(incoor[1]-incoorx[1])>tol)) { printf("\nInconsistant input Long/Lat--discontinue comparison\n"); fprintf(fptr3, "\nInconsistant input Long/Lat--discontinue comparison\n"); strcpy(fflag,"N"); fclose(fptr3); fclose(fptr2); } } if (!strcmp(fflag,"Y")) { if((fabs(incoorc[0] - incoorcx[0]) > tol) || (fabs(incoorc[1] - incoorcx[1]) > tol)) { fprintf(fptr3,"Differences exist at long %lf lat %lf\n",incoor[0], incoor[1]); printf("\nDifferences exist at long %lf lat %lf",incoor[0], incoor[1]); fprintf(fptr3,"X n %lf X o %lf Y n %lf Y o %lf\n", incoorc[0], incoorcx[0], incoorc[1], incoorcx[1]); } else if ((fabs(outcoor[0] - outcoorx[0]) > tol) || (fabs(outcoor[1] - outcoorx[1]) > tol)) { fprintf(fptr3,"Differences exist at long %lf lat %lf\n",incoor[0], incoor[1]); printf("\nDifferences exist at long %lf lat %lf",incoor[0], incoor[1]); fprintf(fptr3,"lon new %lf lon old %lf lat new %lf lat old %lf\n", outcoor[0], outcoorx[0], outcoor[1], outcoorx[1]); } } } /* end if comparison checks */ } /* end of for i */ } /* end of for j */ if (!strcmp(fflag,"Y")) { fclose(fptr3); fclose(fptr2); } printf("\nNumber of points transformed %d \n",count); } libgctp-2.0/test/test_proj/Makefile0000755000175000017500000000202412335175401017613 0ustar alastairalastair# # File to make is the testproj executable # exe: testproj saber: #load $(SOURCE) \ $(OPTS) \ $(OBJLIB) \ $(TRLIB) -lm \ #link # # Set up build options--the debug switch (debug or optimize), # and directories to search for include files # OPTS = $(CFLAGS) \ -I$(SRCGCTP) # # Include files needed for testproj. The source code depends on # these files. Therefore, if one of the include files are # modified, the module will be recompiled. # CINCFIL = \ $(SRCGCTP)/cproj.h \ $(SRCGCTP)/proj.h OBJLIB = \ $(LIBGCTP)/geolib.a # # Object libraries required to load the program # # # directives for the release procedure. This identifies # which files are to be treated as source files, executable # files, and misc. files which are in both the # release directory and source directory # SOURCE = testproj.c Makefile EXECS = testproj # qz # Make the executable file for program "testproj". testproj: testproj.c $(OBJLIB) $(CINCFIL) cc $(OPTS) \ -o testproj testproj.c \ $(OBJLIB) \ $(TRLIB) -lm # # # qz libgctp-2.0/test/proj/0000755000175000017500000000000012335175401015113 5ustar alastairalastairlibgctp-2.0/test/proj/good/0000755000175000017500000000000012335175401016043 5ustar alastairalastairlibgctp-2.0/test/proj/good/data24c0000644000175000017500000014436612335175401017226 0ustar alastairalastair GOODE'S HOMOLOSINE EQUAL-AREA PROJECTION PARAMETERS: Radius of Sphere: 1.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -179.99 -89.99 -2.79356 -1.36140 -179.99001 -89.99000 -179.99 -79.99 -2.89497 -1.28408 -179.99001 -79.99000 -179.99 -69.99 -2.95185 -1.16599 -179.99001 -69.99000 -179.99 -59.99 -2.99584 -1.02522 -179.99001 -59.99000 -179.99 -49.99 -3.03095 -0.86791 -179.99001 -49.99000 -179.99 -39.99 -3.05983 -0.69796 -179.99001 -39.99000 -179.99 -29.99 -3.09471 -0.52342 -179.99001 -29.99000 -179.99 -19.99 -3.12040 -0.34889 -179.99001 -19.99000 -179.99 -9.99 -3.13613 -0.17436 -179.99001 -9.99000 -179.99 0.01 -3.14142 0.00017 -179.99001 0.01000 -179.99 10.01 -3.12017 0.17471 -179.99001 10.01000 -179.99 20.01 -3.05714 0.34924 -179.99001 20.01000 -179.99 30.01 -2.95426 0.52377 -179.99001 30.01000 -179.99 40.01 -2.81464 0.69831 -179.99001 40.01000 -179.99 50.01 -2.69914 0.86824 -179.99001 50.01000 -179.99 60.01 -2.55855 1.02552 -179.99001 60.01000 -179.99 70.01 -2.38247 1.16625 -179.99001 70.01000 -179.99 80.01 -2.15474 1.28429 -179.99001 80.01000 -169.99 -89.99 -2.79304 -1.36140 -169.99001 -89.99000 -169.99 -79.99 -2.84372 -1.28408 -169.99001 -79.99000 -169.99 -69.99 -2.87215 -1.16599 -169.99001 -69.99000 -169.99 -59.99 -2.89413 -1.02522 -169.99001 -59.99000 -169.99 -49.99 -2.91168 -0.86791 -169.99001 -49.99000 -169.99 -39.99 -2.92611 -0.69796 -169.99001 -39.99000 -169.99 -29.99 -2.94354 -0.52342 -169.99001 -29.99000 -169.99 -19.99 -2.95638 -0.34889 -169.99001 -19.99000 -169.99 -9.99 -2.96424 -0.17436 -169.99001 -9.99000 -169.99 0.01 -2.96689 0.00017 -169.99001 0.01000 -169.99 10.01 -2.94829 0.17471 -169.99001 10.01000 -169.99 20.01 -2.89314 0.34924 -169.99001 20.01000 -169.99 30.01 -2.80312 0.52377 -169.99001 30.01000 -169.99 40.01 -2.68096 0.69831 -169.99001 40.01000 -169.99 50.01 -2.57989 0.86824 -169.99001 50.01000 -169.99 60.01 -2.45689 1.02552 -169.99001 60.01000 -169.99 70.01 -2.30282 1.16625 -169.99001 70.01000 -169.99 80.01 -2.10355 1.28429 -169.99001 80.01000 -159.99 -89.99 -2.79253 -1.36140 -159.99001 -89.99000 -159.99 -79.99 -2.79248 -1.28408 -159.99001 -79.99000 -159.99 -69.99 -2.79245 -1.16599 -159.99001 -69.99000 -159.99 -59.99 -2.79243 -1.02522 -159.99001 -59.99000 -159.99 -49.99 -2.79241 -0.86791 -159.99001 -49.99000 -159.99 -39.99 -2.79239 -0.69796 -159.99001 -39.99000 -159.99 -29.99 -2.79238 -0.52342 -159.99001 -29.99000 -159.99 -19.99 -2.79236 -0.34889 -159.99001 -19.99000 -159.99 -9.99 -2.79236 -0.17436 -159.99001 -9.99000 -159.99 0.01 -2.79235 0.00017 -159.99001 0.01000 -159.99 10.01 -2.77641 0.17471 -159.99001 10.01000 -159.99 20.01 -2.72915 0.34924 -159.99001 20.01000 -159.99 30.01 -2.65199 0.52377 -159.99001 30.01000 -159.99 40.01 -2.54728 0.69831 -159.99001 40.01000 -159.99 50.01 -2.46065 0.86824 -159.99001 50.01000 -159.99 60.01 -2.35522 1.02552 -159.99001 60.01000 -159.99 70.01 -2.22316 1.16625 -159.99001 70.01000 -159.99 80.01 -2.05237 1.28429 -159.99001 80.01000 -149.99 -89.99 -2.79201 -1.36140 -149.99001 -89.99000 -149.99 -79.99 -2.74123 -1.28408 -149.99001 -79.99000 -149.99 -69.99 -2.71275 -1.16599 -149.99001 -69.99000 -149.99 -59.99 -2.69072 -1.02522 -149.99001 -59.99000 -149.99 -49.99 -2.67314 -0.86791 -149.99001 -49.99000 -149.99 -39.99 -2.65867 -0.69796 -149.99001 -39.99000 -149.99 -29.99 -2.64121 -0.52342 -149.99001 -29.99000 -149.99 -19.99 -2.62835 -0.34889 -149.99001 -19.99000 -149.99 -9.99 -2.62047 -0.17436 -149.99001 -9.99000 -149.99 0.01 -2.61782 0.00017 -149.99001 0.01000 -149.99 10.01 -2.60454 0.17471 -149.99001 10.01000 -149.99 20.01 -2.56515 0.34924 -149.99001 20.01000 -149.99 30.01 -2.50085 0.52377 -149.99001 30.01000 -149.99 40.01 -2.41360 0.69831 -149.99001 40.01000 -149.99 50.01 -2.34141 0.86824 -149.99001 50.01000 -149.99 60.01 -2.25356 1.02552 -149.99001 60.01000 -149.99 70.01 -2.14351 1.16625 -149.99001 70.01000 -149.99 80.01 -2.00119 1.28429 -149.99001 80.01000 -139.99 -89.99 -2.79149 -1.36140 -139.99001 -89.99000 -139.99 -79.99 -2.68998 -1.28408 -139.99001 -79.99000 -139.99 -69.99 -2.63304 -1.16599 -139.99001 -69.99000 -139.99 -59.99 -2.58901 -1.02522 -139.99001 -59.99000 -139.99 -49.99 -2.55386 -0.86791 -139.99001 -49.99000 -139.99 -39.99 -2.52495 -0.69796 -139.99001 -39.99000 -139.99 -29.99 -2.49005 -0.52342 -139.99001 -29.99000 -139.99 -19.99 -2.46433 -0.34889 -139.99001 -19.99000 -139.99 -9.99 -2.44858 -0.17436 -139.99001 -9.99000 -139.99 0.01 -2.44329 0.00017 -139.99001 0.01000 -139.99 10.01 -2.43266 0.17471 -139.99001 10.01000 -139.99 20.01 -2.40115 0.34924 -139.99001 20.01000 -139.99 30.01 -2.34972 0.52377 -139.99001 30.01000 -139.99 40.01 -2.27992 0.69831 -139.99001 40.01000 -139.99 50.01 -2.22217 0.86824 -139.99001 50.01000 -139.99 60.01 -2.15189 1.02552 -139.99001 60.01000 -139.99 70.01 -2.06386 1.16625 -139.99001 70.01000 -139.99 80.01 -1.95001 1.28429 -139.99001 80.01000 -129.99 -89.99 -2.79097 -1.36140 -129.99001 -89.99000 -129.99 -79.99 -2.63873 -1.28408 -129.99001 -79.99000 -129.99 -69.99 -2.55334 -1.16599 -129.99001 -69.99000 -129.99 -59.99 -2.48731 -1.02522 -129.99001 -59.99000 -129.99 -49.99 -2.43459 -0.86791 -129.99001 -49.99000 -129.99 -39.99 -2.39123 -0.69796 -129.99001 -39.99000 -129.99 -29.99 -2.33888 -0.52342 -129.99001 -29.99000 -129.99 -19.99 -2.30031 -0.34889 -129.99001 -19.99000 -129.99 -9.99 -2.27670 -0.17436 -129.99001 -9.99000 -129.99 0.01 -2.26875 0.00017 -129.99001 0.01000 -129.99 10.01 -2.26079 0.17471 -129.99001 10.01000 -129.99 20.01 -2.23716 0.34924 -129.99001 20.01000 -129.99 30.01 -2.19858 0.52377 -129.99001 30.01000 -129.99 40.01 -2.14624 0.69831 -129.99001 40.01000 -129.99 50.01 -2.10293 0.86824 -129.99001 50.01000 -129.99 60.01 -2.05023 1.02552 -129.99001 60.01000 -129.99 70.01 -1.98421 1.16625 -129.99001 70.01000 -129.99 80.01 -1.89882 1.28429 -129.99001 80.01000 -119.99 -89.99 -2.79045 -1.36140 -119.99001 -89.99000 -119.99 -79.99 -2.58748 -1.28408 -119.99001 -79.99000 -119.99 -69.99 -2.47364 -1.16599 -119.99001 -69.99000 -119.99 -59.99 -2.38560 -1.02522 -119.99001 -59.99000 -119.99 -49.99 -2.31532 -0.86791 -119.99001 -49.99000 -119.99 -39.99 -2.25751 -0.69796 -119.99001 -39.99000 -119.99 -29.99 -2.18772 -0.52342 -119.99001 -29.99000 -119.99 -19.99 -2.13629 -0.34889 -119.99001 -19.99000 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70.01 1.63881 1.16625 170.00999 70.01000 170.01 80.01 1.24020 1.28429 170.00999 80.01000 libgctp-2.0/test/proj/good/data24a0000644000175000017500000216327712335175401017230 0ustar alastairalastair GOODE'S HOMOLOSINE EQUAL-AREA PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -90.00 -17791179.88554 -8673539.24819 -160.00000 -90.00000 -180.00 -87.00 -18086470.93146 -8575012.47001 -180.00000 -87.00000 -180.00 -84.00 -18258243.36367 -8424964.49747 -180.00000 -84.00000 -180.00 -81.00 -18400499.79409 -8246185.97687 -180.00000 -81.00000 -180.00 -78.00 -18525540.52941 -8045633.56718 -180.00000 -78.00000 -180.00 -75.00 -18638433.90668 -7827102.72264 -180.00000 -75.00000 -180.00 -72.00 -18741876.55669 -7593076.02461 -180.00000 -72.00000 -180.00 -69.00 -18837507.94630 -7345350.18895 -180.00000 -69.00000 -180.00 -66.00 -18926411.10712 -7085315.06817 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15449015.50510 4780841.50140 177.00999 43.01000 177.01 46.51 14996540.52072 5160674.51804 177.00999 46.51000 177.01 50.01 14503930.05531 5531532.01115 177.00999 50.01000 177.01 53.51 13969468.74337 5892545.93976 177.00999 53.51000 177.01 57.01 13390955.44582 6242775.12406 177.00999 57.01000 177.01 60.51 12765521.25522 6581181.38406 177.00999 60.51000 177.01 64.01 12089350.72515 6906595.02049 177.00999 64.01000 177.01 67.51 11357234.30749 7217662.89642 177.00999 67.51000 177.01 71.01 10561805.71748 7512766.41352 177.00999 71.01000 177.01 74.51 9692137.26961 7789883.33716 177.00999 74.51000 177.01 78.01 8730862.13960 8046333.73181 177.00999 78.01000 177.01 81.51 7647283.00434 8278249.26817 177.00999 81.51000 177.01 85.01 6376005.34292 8479208.96323 177.00999 85.01000 177.01 88.51 4699007.24345 8634807.44745 177.00999 88.51000 libgctp-2.0/test/proj/utm/0000755000175000017500000000000012335175401015720 5ustar alastairalastairlibgctp-2.0/test/proj/utm/parm1p130000644000175000017500000000013312335175401017204 0ustar alastairalastair1 13 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -180 -25 0 90 1.5 1.5 temp1p13 y data1p13 .005 cmp1p13 libgctp-2.0/test/proj/utm/parm1n310000644000175000017500000000012712335175401017205 0ustar alastairalastair1 -31 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -77 83 -90 0 3 3 temp1n31 y data1n31 .005 cmp1n31 libgctp-2.0/test/proj/utm/README0000644000175000017500000000216212335175401016601 0ustar alastairalastairThe GCTP FORTRAN version and GCTPc have differences with the UTM projection as the zones are not handled the same. GCTPc will use the entered zone first, positive or negative. If zone is zero, the first two values in the parameter array (See Projection Parameters documentation) will be used to calculate the zone. The original tests comparing C and Fortran were done in several steps. Three zones (negative CM, positive CM, and CM around zero) were tested with both positive and negative zones on all systems against the FORTRAN version. Then a file was made setting zone to zero and the parameter array lat and long were used. This file was compared to GCTPc's file with the appropriate zone entered. Also, files were made with each zone and transported to the other systems and compared. Note: Since the UTM projection is intended to be used for relatively small regions, the test grids are set to cover smaller areas than for global maps. As projected points get further from the central meridian, the projected values are less reliable. Any points more than 90 degrees either side of the central meridian were not tested. libgctp-2.0/test/proj/utm/data1n130000644000175000017500000172360312335175401017173 0ustar alastairalastair UNIVERSAL TRANSVERSE MERCATOR (UTM) PROJECTION PARAMETERS: Zone: -13 Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999600 Longitude of Central Meridian: -105.000000 degrees INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -90.00 500000.00000 2112.71201 -105.00000 -90.00000 -180.00 -88.50 338017.60275 45445.57413 -125.41085 -30.19246 -180.00 -87.00 176073.04769 88900.00735 -66.35955 28.68335 -180.00 -85.50 14197.48776 132591.86251 28.67359 85.77808 -180.00 -84.00 -147591.13860 176625.80888 154.91346 140.39718 -180.00 -82.50 -309294.30811 221090.38290 -53.76554 192.05551 -180.00 -81.00 -470938.63347 266053.78330 115.62032 240.50951 -180.00 -79.50 -632580.95837 311560.62672 -64.36265 285.76638 -180.00 -78.00 -794312.69211 357629.84944 118.86745 328.07300 -180.00 -76.50 -956263.26314 404253.90636 -61.73823 367.89004 -180.00 -75.00 -1118602.58736 451399.37910 107.39444 405.85764 -180.00 -73.50 -1281542.46528 499009.06199 -99.38644 442.75853 -180.00 -72.00 -1445336.84224 547005.54833 33.10132 479.48355 -180.00 -70.50 -1610280.88742 595296.29167 140.86496 517.00226 -180.00 -69.00 -1776708.86988 643780.06886 -139.31506 556.33989 -180.00 -67.50 -1944990.83289 692354.72379 -89.95196 598.55926 -180.00 -66.00 -2115528.09157 740926.02597 -72.90866 644.74544 -180.00 -64.50 -2288747.60183 789417.43573 -89.41897 695.98874 -180.00 -63.00 -2465095.27157 837780.53070 -140.05384 753.36089 -180.00 -61.50 -2645028.30685 886005.81630 135.38451 817.87771 -180.00 -60.00 -2829006.70629 934133.61752 18.05244 890.44105 -180.00 -58.50 -3017484.03566 982264.73159 -129.65683 971.75250 -180.00 -57.00 -3210897.63141 1030570.51111 56.24564 1062.19241 -180.00 -55.50 -3409658.39647 1079302.04593 -138.24361 1161.66143 -180.00 -54.00 -3614140.36304 1128798.11923 15.28989 1269.38823 -180.00 -52.50 -3824670.20619 1179491.62975 167.99822 1383.71852 -180.00 -51.00 -4041516.89787 1231914.19661 -26.12389 1501.91570 -180.00 -49.50 -4264881.69337 1286698.69654 169.50345 1620.02101 -180.00 -48.00 -4494888.64148 1344579.52389 53.28260 1732.83600 -180.00 -46.50 -4731575.80560 1406390.41125 4.08224 1834.09413 -180.00 -45.00 -4974887.37534 1473059.70233 39.31453 1916.87211 -180.00 -43.50 -5224666.83768 1545603.02614 172.63947 1974.24882 -180.00 -42.00 -5480651.36252 1625113.38344 51.67011 2000.15338 -180.00 -40.50 -5742467.54101 1712748.71934 36.17613 1990.26900 -180.00 -39.00 -6009628.59523 1809717.11950 117.27994 1942.80494 -180.00 -37.50 -6281533.15601 1917259.82995 -82.03116 1858.94323 -180.00 -36.00 -6557465.68168 2036632.35998 134.93734 1742.82585 -180.00 -34.50 -6836598.56492 2169083.98270 21.42479 1601.05935 -180.00 -33.00 -7117995.94797 2315835.99747 -89.54619 1441.84009 -180.00 -31.50 -7400619.23864 2478059.16057 137.80320 1273.89687 -180.00 -30.00 -7683334.29179 2656850.72413 -35.81944 1105.47631 -180.00 -28.50 -7964920.19278 2853211.54810 96.32703 943.55524 -180.00 -27.00 -8244079.55218 3068023.76394 167.07764 793.37945 -180.00 -25.50 -8519450.19504 3302029.47218 174.61862 658.33451 -180.00 -24.00 -8789618.10313 3555810.94826 121.28077 540.08386 -180.00 -22.50 -9053131.44620 3829772.81200 12.19464 438.87558 -180.00 -21.00 -9308515.51808 4124126.58630 -145.94991 353.91897 -180.00 -19.50 -9554288.37602 4438878.03014 14.09755 283.75432 -180.00 -18.00 -9788976.96772 4773817.58105 139.43587 226.56815 -180.00 -16.50 -10011133.51916 5128514.18354 -123.43180 180.43405 -180.00 -15.00 -10219351.94989 5502312.71383 -48.82533 143.47810 -180.00 -13.50 -10412284.07845 5894335.13945 8.04070 113.97968 -180.00 -12.00 -10588655.38132 6303485.47571 51.08532 90.42270 -180.00 -10.50 -10747280.07334 6728458.52259 83.44479 71.51201 -180.00 -9.00 -10887075.28554 7167752.28575 107.57992 56.16777 -180.00 -7.50 -11007074.12845 7619683.90723 125.38672 43.50700 -180.00 -6.00 -11106437.44459 8082408.85591 138.29825 32.81858 -180.00 -4.50 -11184464.07247 8553943.05758 147.37193 23.53535 -180.00 -3.00 -11240599.46668 9032187.58011 153.35998 15.20536 -180.00 -1.50 -11274442.54266 9514955.43377 156.76279 7.46296 -180.00 0.00 -11285750.64207 10000000.00000 157.86611 0.00000 -178.50 -90.00 500000.00000 2112.71201 -105.00000 -90.00000 -178.50 -88.50 339233.60079 49669.83632 60.27142 -54.36482 -178.50 -87.00 178492.27989 97343.38153 90.45087 -19.19875 -178.50 -85.50 17795.19224 145244.87589 139.16393 15.06731 -178.50 -84.00 -142850.20667 193476.28904 -155.83885 48.07482 -178.50 -82.50 -303453.64485 242125.81274 -77.46577 79.56393 -178.50 -81.00 -464047.08672 291264.29512 10.91808 109.39023 -178.50 -79.50 -624689.22340 340942.51548 105.70391 137.53113 -178.50 -78.00 -785469.27963 391189.46205 -156.75906 164.08279 -178.50 -76.50 -946510.02889 442011.74413 -59.99061 189.24965 -178.50 -75.00 -1107969.92334 493394.23594 32.75448 213.32898 -178.50 -73.50 -1270044.26154 545302.01107 118.57790 236.69315 -178.50 -72.00 -1432965.33510 597683.58586 -165.00999 259.77152 -178.50 -70.50 -1597001.51493 650475.44797 -100.06976 283.03360 -178.50 -69.00 -1762455.25779 703607.80406 -48.23407 306.97392 -178.50 -67.50 -1929660.03500 757011.43851 -10.71885 332.09847 -178.50 -66.00 -2098976.20612 810625.53551 11.66643 358.91176 -178.50 -64.50 -2270785.88166 864406.28008 18.51942 387.90285 -178.50 -63.00 -2445486.83895 918336.02027 9.86446 419.52837 -178.50 -61.50 -2623485.57565 972432.74544 -13.80302 454.19014 -178.50 -60.00 -2805189.60306 1026759.61295 -51.44501 492.20496 -178.50 -58.50 -2990999.09907 1081434.24019 -101.38386 533.76456 -178.50 -57.00 -3181298.05502 1136637.47050 -161.18732 578.88466 -178.50 -55.50 -3376445.06423 1192621.32037 132.44913 627.34353 -178.50 -54.00 -3576763.91010 1249715.82218 63.79851 678.61393 -178.50 -52.50 -3782534.11990 1308334.49137 -1.85665 731.79541 -178.50 -51.00 -3993981.65531 1368978.16907 -58.27978 785.55943 -178.50 -49.50 -4211269.91319 1432237.02078 -98.47469 838.12364 -178.50 -48.00 -4434491.20923 1498790.50784 -115.05292 887.27487 -178.50 -46.50 -4663658.91318 1569405.19092 -100.78424 930.45896 -178.50 -45.00 -4898700.39783 1644930.27185 -49.30287 964.94852 -178.50 -43.50 -5139450.95380 1726290.83200 44.10688 988.08541 -178.50 -42.00 -5385648.80993 1814478.77948 -178.23287 997.57587 -178.50 -40.50 -5636931.38350 1910541.57362 3.05393 991.79557 -178.50 -39.00 -5892832.86705 2015568.85164 -135.82461 970.04848 -178.50 -37.50 -6152783.23854 2130677.13731 118.36868 932.72283 -178.50 -36.00 -6416108.76011 2256992.86452 36.51834 881.30300 -178.50 -34.50 -6682034.00717 2395633.99701 -31.89798 818.22659 -178.50 -33.00 -6949685.44553 2547690.56975 -97.70540 746.61054 -178.50 -31.50 -7218096.54903 2714204.51410 -170.96791 669.89959 -178.50 -30.00 -7486214.42469 2896149.15910 99.86077 591.50349 -178.50 -28.50 -7752907.88750 3094408.82259 -11.53691 514.48492 -178.50 -27.00 -8016976.90181 3309758.91793 -149.16629 441.34025 -178.50 -25.50 -8277163.28315 3542847.00516 45.15177 373.88905 -178.50 -24.00 -8532162.53162 3794175.20803 -148.56003 313.26454 -178.50 -22.50 -8780636.64785 4064084.40133 -8.88565 259.98083 -178.50 -21.00 -9021227.76427 4352740.54623 106.51642 214.04666 -178.50 -19.50 -9252572.40868 4660123.51503 -159.50726 175.09703 -178.50 -18.00 -9473316.20440 4986018.70243 -83.94248 142.52083 -178.50 -16.50 -9682128.80145 5330011.66778 -23.85093 115.57087 -178.50 -15.00 -9877718.82675 5691485.99424 23.47357 93.45007 -178.50 -13.50 -10058848.63846 6069624.48644 60.42063 75.37345 -178.50 -12.00 -10224348.66976 6463413.76058 89.03195 60.60843 -178.50 -10.50 -10373131.15183 6871652.21060 111.00560 48.49784 -178.50 -9.00 -10504203.01279 7292961.26345 127.72147 38.47008 -178.50 -7.50 -10616677.76076 7725799.76683 140.27685 30.04008 -178.50 -6.00 -10709786.17286 8168481.28556 149.52475 22.80422 -178.50 -4.50 -10782885.62948 8619194.02044 156.11011 16.43118 -178.50 -3.00 -10835467.95258 9076023.00634 160.50114 10.65014 -178.50 -1.50 -10867165.62949 9536974.19665 163.01423 5.23711 -178.50 0.00 -10877756.32731 10000000.00000 163.83204 0.00000 -177.00 -90.00 500000.00000 2112.71201 -105.00000 -90.00000 -177.00 -88.50 340556.79670 53860.96634 -24.92665 -67.77413 -177.00 -87.00 181127.92738 105721.42518 -8.71733 -45.79605 -177.00 -85.50 21722.50060 157802.13053 17.51698 -24.29491 -177.00 -84.00 -137660.69377 210202.99735 52.66323 -3.46442 -177.00 -82.50 -297038.01600 263012.23879 95.27316 16.55050 -177.00 -81.00 -456445.42132 316303.36160 143.65719 35.66254 -177.00 -79.50 -615942.40025 370132.89502 -164.01449 53.84603 -177.00 -78.00 -775615.30630 424538.99395 -109.61347 71.13633 -177.00 -76.50 -935579.97385 479541.03100 -54.96533 87.62545 -177.00 -75.00 -1095983.54275 535140.26124 -1.77772 103.45476 -177.00 -73.50 -1257005.42067 591321.61007 48.41335 118.80616 -177.00 -72.00 -1418857.33087 648056.59893 94.27940 133.89239 -177.00 -70.50 -1581782.41032 705307.38655 134.72027 148.94747 -177.00 -69.00 -1746053.34135 763031.86629 168.87374 164.21746 -177.00 -67.50 -1911969.51906 821189.72322 -163.88129 179.95164 -177.00 -66.00 -2079853.27541 879749.32009 -143.92339 196.39376 -177.00 -64.50 -2250045.19998 938695.24860 -131.38466 213.77277 -177.00 -63.00 -2422898.61595 998036.35390 -126.14110 232.29238 -177.00 -61.50 -2598773.28731 1057814.01571 -127.79529 252.11842 -177.00 -60.00 -2778028.45000 1118110.45010 -135.65098 273.36347 -177.00 -58.50 -2961015.27504 1179056.78286 -148.68150 296.06812 -177.00 -57.00 -3148068.88499 1240840.63758 -165.49613 320.17892 -177.00 -55.50 -3339500.05688 1303712.98144 175.68817 345.52389 -177.00 -54.00 -3535586.75418 1367993.97770 157.05968 371.78754 -177.00 -52.50 -3736565.63745 1434077.60713 141.19661 398.48873 -177.00 -51.00 -3942623.70786 1502434.84027 131.00964 424.96623 -177.00 -49.50 -4153890.23988 1573615.16890 129.62992 450.37810 -177.00 -48.00 -4370429.15849 1648246.33705 140.23479 473.72095 -177.00 -46.50 -4592232.01290 1727032.14968 165.81347 493.87462 -177.00 -45.00 -4819211.69255 1810748.27887 -151.11231 509.67440 -177.00 -43.50 -5051197.02228 1900236.03308 -88.78226 520.00812 -177.00 -42.00 -5287928.36205 1996394.10338 -6.46290 523.92926 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5185517.99130 3.76779 89.35943 -177.00 -16.50 -9362007.05575 5519322.88344 41.81926 73.46635 -177.00 -15.00 -9545690.93585 5869112.62413 72.43616 60.16235 -177.00 -13.50 -9715698.14358 6234127.14792 96.84077 49.08326 -177.00 -12.00 -9870956.79668 6613430.07407 116.11854 39.86913 -177.00 -10.50 -10010470.32943 7005915.96137 131.20424 32.18158 -177.00 -9.00 -10133329.20804 7410320.49330 142.88184 25.71441 -177.00 -7.50 -10238721.72135 7825233.45315 151.79269 20.19884 -177.00 -6.00 -10325943.68586 8249114.28926 158.44807 15.40458 -177.00 -4.50 -10394406.91959 8680310.01479 163.24305 11.13768 -177.00 -3.00 -10443646.35731 9117075.13643 166.46964 7.23608 -177.00 -1.50 -10473325.69958 9557593.26192 168.32796 3.56315 -177.00 0.00 -10483241.51015 10000000.00000 168.93463 0.00000 -175.50 -90.00 500000.00000 2112.71201 -105.00000 -90.00000 -175.50 -88.50 341986.57905 58016.14892 -103.08853 -75.53603 -175.50 -87.00 183978.59425 114028.35872 -94.00876 -61.20835 -175.50 -85.50 25976.89081 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1050324.96511 9900245.75303 160.69994 -1566.62422 83.00 90.00 500000.00000 9997887.28799 3.00000 90.00000 libgctp-2.0/test/proj/utm/data1p130000644000175000017500000172360212335175401017174 0ustar alastairalastair UNIVERSAL TRANSVERSE MERCATOR (UTM) PROJECTION PARAMETERS: Zone: 13 Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. 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parm1n31 >> testfile libgctp-2.0/test/proj/utm/parm1p310000644000175000017500000000012512335175401017205 0ustar alastairalastair1 31 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -77 83 0 90 5 5 temp1p31 y data1p31 .005 cmp1p31 libgctp-2.0/test/proj/gvnsp/0000755000175000017500000000000012335175401016250 5ustar alastairalastairlibgctp-2.0/test/proj/gvnsp/gvnsp_test0000755000175000017500000000032112335175401020366 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm15 > testfile $CMPGCTP/testproj < parm15a >> testfile $CMPGCTP/testproj < parm15b >> testfile $CMPGCTP/testproj < parm15c >> testfile $CMPGCTP/testproj < parm15d >> testfile libgctp-2.0/test/proj/gvnsp/data15b0000644000175000017500000003103312335175401017414 0ustar alastairalastair GENERAL VERTICAL NEAR-SIDE PERSPECTIVE PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters Height of Point Above Surface of Sphere: 27250000.000000 Longitude of Center: 35.000000 degrees Latitude of Center: 40.000000 degrees False Easting: 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cd ../tm tm_test cd ../wagvii wagvii_test cd ../eqrect eqrect_test cd ../gvnsp gvnsp_test cd ../lamaz lamaz_test cd ../moll moll_test cd ../som som_test cd ../utm utm_test cd .. libgctp-2.0/test/proj/hammer/0000755000175000017500000000000012335175401016364 5ustar alastairalastairlibgctp-2.0/test/proj/hammer/data27a0000644000175000017500000211620712335175401017543 0ustar alastairalastair HAMMER PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters Longitude of Center: 100.000000 degrees False Easting: 30000000.000000 meters False Northing: 20000000.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -87.00 30594407.45221 11177513.63516 180.00000 -87.00000 -180.00 -84.00 31165005.05932 11377958.63022 180.00000 -84.00000 -180.00 -81.00 31712281.51234 11590597.08903 180.00000 -81.00000 -180.00 -78.00 32236694.02804 11814700.60139 180.00000 -78.00000 -180.00 -75.00 32738667.71070 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$CMPGCTP/testproj < parm27b >> testfile libgctp-2.0/test/proj/hammer/parm27a0000644000175000017500000000016012335175401017555 0ustar alastairalastair27 6370997 0 0 0 100000000 0 30000000 20000000 0 0 0 0 0 0 0 -180 180 -87 87 3 3 temp27a y data27a .0055 cmp27a libgctp-2.0/test/proj/hammer/parm27b0000644000175000017500000000014312335175401017557 0ustar alastairalastair27 6378206.4 0 0 0 17000000 0 0 0 0 0 0 0 0 0 0 -180 180 -87 87 3 3 temp27b y data27b .005 cmp27b libgctp-2.0/test/proj/hammer/data27b0000644000175000017500000211617012335175401017543 0ustar alastairalastair HAMMER PROJECTION PARAMETERS: Radius of Sphere: 6378206.400000 meters Longitude of Center: 17.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -87.00 930194.25177 -8973144.07267 180.00000 -87.00000 -180.00 -84.00 1850768.29636 -8902225.30507 180.00000 -84.00000 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libgctp-2.0/test/proj/equidc/equidc_test0000755000175000017500000000024512335175401020625 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm8 > testfile $CMPGCTP/testproj < parm8b >> testfile $CMPGCTP/testproj < parm8c >> testfile $CMPGCTP/testproj < parm8d >> testfile libgctp-2.0/test/proj/equidc/parm8b0000644000175000017500000000020312335175401017474 0ustar alastairalastair8 6370997 0 -35000000 -28000000 -82000000 -52000000 3200000 -4500000 1 0 0 0 0 0 0 -180 180 -90 90 3 3 temp8b y data8b .005 cmp8b libgctp-2.0/test/proj/equidc/data80000644000175000017500000145345512335175401017332 0ustar alastairalastair EQUIDISTANT CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Standard Parallel: 40.000000 degrees Longitude of Central Meridian: -35.000000 degrees Latitude of Origin: 90.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT 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59.50000 177.00 63.00 -5032774.41662 2491379.25814 177.00000 63.00000 177.00 66.50 -4644118.08869 2456469.92648 177.00000 66.50000 177.00 70.00 -4255284.64195 2421544.68591 177.00000 70.00000 177.00 73.50 -3866295.41436 2386605.45301 177.00000 73.50000 177.00 77.00 -3477174.11108 2351654.35701 177.00000 77.00000 177.00 80.50 -3087946.44802 2316693.70770 177.00000 80.50000 177.00 84.00 -2698639.76267 2281725.96057 177.00000 84.00000 177.00 87.50 -2309282.59878 2246753.67943 177.00000 87.50000 libgctp-2.0/test/proj/ortho/0000755000175000017500000000000012335175401016246 5ustar alastairalastairlibgctp-2.0/test/proj/ortho/parm14b0000644000175000017500000000014512335175401017437 0ustar alastairalastair14 6370997 0 0 0 90000000 90000000 0 0 0 0 0 0 0 0 0 0 180 0 88.5 3 3 temp14b y data14b .005 cmp14b libgctp-2.0/test/proj/ortho/README0000644000175000017500000000030712335175401017126 0ustar alastairalastairNote: Differences between Fortran GCTP and GCTPc may exist when inversing a point from Orthographic to Geographic when latitude is 90 (-90) degrees. GCTPc seems to handle this situation correctly. libgctp-2.0/test/proj/ortho/data14b0000644000175000017500000043314312335175401017421 0ustar alastairalastair ORTHOGRAPHIC PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters Longitude of Central Meridian: 90.000000 degrees Latitude of Origin: 90.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- 0.00 0.00 -6370997.00000 0.00000 0.00000 0.00000 0.00 3.00 -6362265.77003 0.00000 0.00000 3.00000 0.00 6.00 -6336096.01183 0.00000 0.00000 6.00000 0.00 9.00 -6292559.45487 0.00000 0.00000 9.00000 0.00 12.00 -6231775.42983 0.00000 0.00000 12.00000 0.00 15.00 -6153910.54151 0.00000 0.00000 15.00000 0.00 18.00 -6059178.21215 0.00000 0.00000 18.00000 0.00 21.00 -5947838.09647 0.00000 0.00000 21.00000 0.00 24.00 -5820195.37000 0.00000 0.00000 24.00000 0.00 27.00 -5676599.89258 0.00000 0.00000 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libgctp-2.0/test/proj/gnomon/0000755000175000017500000000000012335175401016410 5ustar alastairalastairlibgctp-2.0/test/proj/gnomon/gnomon_test0000755000175000017500000000032112335175401020666 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm13 > testfile $CMPGCTP/testproj < parm13a >> testfile $CMPGCTP/testproj < parm13b >> testfile $CMPGCTP/testproj < parm13c >> testfile $CMPGCTP/testproj < parm13d >> testfile libgctp-2.0/test/proj/gnomon/data130000644000175000017500000106077312335175401017426 0ustar alastairalastair GNOMONIC PROJECTION PARAMETERS: Radius of Sphere: 6378166.000000 meters Longitude of Center: -35.000000 degrees Latitude of Center: 90.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 3.00 -69805776.44738 99692980.49241 180.00000 3.00000 -180.00 6.00 -34807024.81197 49709583.10584 180.00000 6.00000 -180.00 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8938920.26893 170.10001 80.10000 libgctp-2.0/test/proj/wagvii/wagvii_test0000755000175000017500000000025112335175401020652 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm29 > testfile $CMPGCTP/testproj < parm29a >> testfile $CMPGCTP/testproj < parm29b >> testfile $CMPGCTP/testproj < parm29c >> testfile libgctp-2.0/test/proj/wagvii/parm290000644000175000017500000000013112335175401017431 0ustar alastairalastair 29 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -179.9 180 -89.9 90 10 10 temp29 y data29 .055 cmp29 libgctp-2.0/test/proj/wagvii/parm29c0000644000175000017500000000014612335175401017602 0ustar alastairalastair 29 0 0 0 0 35045000 0 0 302010 0 0 0 0 0 0 0 -176 180 -88 90 5.5 5.5 temp29c y data29c .055 cmp29c libgctp-2.0/test/proj/tm/0000755000175000017500000000000012335175401015533 5ustar alastairalastairlibgctp-2.0/test/proj/tm/data9b0000644000175000017500000112203212335175401016623 0ustar alastairalastair TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. 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Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. 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libgctp-2.0/test/proj/tm/tm_test0000755000175000017500000000036412335175401017143 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm9 > testfile $CMPGCTP/testproj < parm9a >> testfile $CMPGCTP/testproj < parm9b >> testfile $CMPGCTP/testproj < parm9c >> testfile $CMPGCTP/testproj < parm9d >> testfile $CMPGCTP/testproj < parm9e >> testfile libgctp-2.0/test/proj/tm/data9c0000644000175000017500000107716612335175401016645 0ustar alastairalastair TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. 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0 0 0 -16 15 -90 90 .5 3 temp9b y data9b .0055 cmp9b libgctp-2.0/test/proj/tm/parm9e0000644000175000017500000000014612335175401016654 0ustar alastairalastair 9 0 0 .9996 0 145000000 0 -2000000 0 0 0 0 0 0 0 0 130 160 -90 90 .5 3 temp9e y data9e .0055 cmp9e libgctp-2.0/test/proj/polyc/0000755000175000017500000000000012335175401016241 5ustar alastairalastairlibgctp-2.0/test/proj/polyc/data7b0000644000175000017500000076471512335175401017352 0ustar alastairalastair POLYCONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Longitude of Central Meridian: -100.000000 degrees Latitude of Origin: -25.000000 degrees False Easting: 300000.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -89.50 244997.93029 -7226291.82621 180.00000 -89.50000 -180.00 -86.50 -85304.81421 -7167504.01301 -180.00000 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34.00 599099.42688 343199.74573 -103.00000 34.00000 -103.00 34.50 596456.71229 398729.76788 -103.00000 34.50000 -103.00 35.00 593780.16347 454261.15096 -103.00000 35.00000 -103.00 35.50 591069.98217 509793.90453 -103.00000 35.50000 -103.00 36.00 588326.37269 565328.03777 -103.00000 36.00000 -103.00 36.50 585549.54191 620863.55945 -103.00000 36.50000 -103.00 37.00 582739.69925 676400.47793 -103.00000 37.00000 libgctp-2.0/test/proj/spcs/data22010000644000175000017500000004734712335175401017243 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 2201 Datum: NAD 27 LAMBERT CONFORMAL CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters 1st Standard Parallel: 47.033333 degrees 2nd Standard Parallel: 48.633333 degrees Longitude of Central Meridian: -93.100000 degrees Latitude of Origin: 46.500000 degrees False Easting: 609601.219202 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON 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40.50000 -102.00 41.00 904452.13228 486731.63660 -102.00000 41.00000 libgctp-2.0/test/proj/spcs/data29000000644000175000017500000001013712335175401017234 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 2900 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999975 Longitude of Central Meridian: -74.666667 degrees Latitude of Origin: 38.833333 degrees False Easting: 609601.219202 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -76.00 38.00 492488.68764 -91660.39000 -76.00000 38.00000 -76.00 38.50 493288.44049 -36158.79513 -76.00000 38.50000 -76.00 39.00 494097.08202 19347.34722 -76.00000 39.00000 -76.00 39.50 494914.55236 74858.05537 -76.00000 39.50000 -76.00 40.00 495740.79093 130373.34622 -76.00000 40.00000 -76.00 40.50 496575.73649 185893.23530 -76.00000 40.50000 -76.00 41.00 497419.32708 241417.73675 -76.00000 41.00000 -76.00 41.50 498271.50009 296946.86330 -76.00000 41.50000 -76.00 42.00 499132.19219 352480.62629 -76.00000 42.00000 -75.50 38.00 536406.87112 -92171.69665 -75.50000 38.00000 -75.50 38.50 536906.64178 -36672.26192 -75.50000 38.50000 -75.50 39.00 537411.96847 18831.87655 -75.50000 39.00000 -75.50 39.50 537922.81382 74340.73768 -75.50000 39.50000 -75.50 40.00 538439.13999 129854.33895 -75.50000 40.00000 -75.50 40.50 538960.90876 185372.69643 -75.50000 40.50000 -75.50 41.00 539488.08145 240895.82472 -75.50000 41.00000 -75.50 41.50 540020.61896 296423.73699 -75.50000 41.50000 -75.50 42.00 540558.48175 351956.44495 -75.50000 42.00000 -75.00 38.00 580323.69199 -92446.98360 -75.00000 38.00000 -75.00 38.50 580523.58413 -36948.71248 -75.00000 38.50000 -75.00 39.00 580725.69881 18554.34649 -75.00000 39.00000 -75.00 39.50 580930.02109 74062.21257 -75.00000 39.50000 -75.00 40.00 581136.53586 129574.90356 -75.00000 40.00000 -75.00 40.50 581345.22781 185092.43579 -75.00000 40.50000 -75.00 41.00 581556.08151 240614.82414 -75.00000 41.00000 -75.00 41.50 581769.08130 296142.08201 -75.00000 41.50000 -75.00 42.00 581984.21139 351674.22131 -75.00000 42.00000 -74.50 38.00 624239.96766 -92486.30847 -74.50000 38.00000 -74.50 38.50 624140.02275 -36988.20361 -74.50000 38.50000 -74.50 39.00 624038.96655 18514.70112 -74.50000 39.00000 -74.50 39.50 623936.80654 74022.42502 -74.50000 39.50000 -74.50 40.00 623833.55028 129534.98593 -74.50000 40.00000 -74.50 40.50 623729.20541 185052.40024 -74.50000 40.50000 -74.50 41.00 623623.77966 240574.68286 -74.50000 41.00000 -74.50 41.50 623517.28085 296101.84720 -74.50000 41.50000 -74.50 42.00 623409.71688 351633.90523 -74.50000 42.00000 -74.00 38.00 668156.51595 -92289.67952 -74.00000 38.00000 -74.00 38.50 667756.71324 -36790.74343 -74.00000 38.50000 -74.00 39.00 667352.46559 18712.93244 -74.00000 39.00000 -74.00 39.50 666943.80291 74221.36716 -74.00000 39.50000 -74.00 40.00 666530.75543 129734.57835 -74.00000 40.00000 -74.00 40.50 666113.35375 185252.58220 -74.00000 40.50000 -74.00 41.00 665691.62878 240775.39342 -74.00000 41.00000 -74.00 41.50 665265.61181 296303.02527 -74.00000 41.50000 -74.00 42.00 664835.33446 351835.48957 -74.00000 42.00000 libgctp-2.0/test/proj/spcs/parm236010000644000175000017500000000014212335175401017336 0ustar alastairalastair 2 3601 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -125 -117 42 47 .5 .5 temp3601 y data3601 .00055 cmp3601 libgctp-2.0/test/proj/spcs/parm217030000644000175000017500000000013212335175401017336 0ustar alastairalastair2 1703 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -95 -88 31 34 .5 .5 temp1703 y data1703 .005 cmp1703 libgctp-2.0/test/proj/spcs/README0000644000175000017500000000071512335175401016746 0ustar alastairalastairNote: State Plane was tested mostly with NAD27 zone code. However, a few spot checks were done for NAD83 by hard coating the datam into test.c. To use NAD27 zone code set datum = 0; to use NAD83 zone code, set datum = 8. To run State Plane with the test program, the global variable $LIBNAD must represent the directory containing the files NAD27SP or NAD83SP. The parameter files used for State Plane include several zones which were chosen at random. libgctp-2.0/test/proj/spcs/data54000000644000175000017500000010513212335175401017232 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 5400 Datum: NAD 27 POLYCONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Longitude of Central Meridian: 144.748751 degrees Latitude of Origin: 13.472466 degrees False Easting: 50000.000000 meters False Northing: 50000.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- 140.00 10.00 -470638.28163 -330356.72536 140.00000 10.00000 140.00 10.50 -469820.89762 -274876.22509 140.00000 10.50000 140.00 11.00 -468964.08118 -219395.15962 140.00000 11.00000 140.00 11.50 -468067.89503 -163913.50329 140.00000 11.50000 140.00 12.00 -467132.40484 -108431.23060 140.00000 12.00000 140.00 12.50 -466157.67914 -52948.31624 140.00000 12.50000 140.00 13.00 -465143.78934 2535.26490 140.00000 13.00000 140.00 13.50 -464090.80977 58019.53777 140.00000 13.50000 140.00 14.00 -462998.81760 113504.52709 140.00000 14.00000 140.00 14.50 -461867.89290 168990.25737 140.00000 14.50000 140.00 15.00 -460698.11862 224476.75292 140.00000 15.00000 140.00 15.50 -459489.58056 279964.03781 140.00000 15.50000 140.00 16.00 -458242.36740 335452.13589 140.00000 16.00000 140.00 16.50 -456956.57066 390941.07076 140.00000 16.50000 140.00 17.00 -455632.28475 446430.86578 140.00000 17.00000 140.00 17.50 -454269.60689 501921.54406 140.00000 17.50000 140.00 18.00 -452868.63718 557413.12846 140.00000 18.00000 140.00 18.50 -451429.47854 612905.64155 140.00000 18.50000 140.00 19.00 -449952.23673 668399.10564 140.00000 19.00000 140.00 19.50 -448437.02034 723893.54276 140.00000 19.50000 140.00 20.00 -446883.94079 779388.97466 140.00000 20.00000 140.50 10.00 -415823.04241 -331104.15059 140.50000 10.00000 140.50 10.50 -415092.04108 -275659.38122 140.50000 10.50000 140.50 11.00 -414325.77294 -220213.80889 140.50000 11.00000 140.50 11.50 -413524.29389 -164767.39714 140.50000 11.50000 140.50 12.00 -412687.66240 -109320.10978 140.50000 12.00000 140.50 12.50 -411815.93951 -53871.91087 140.50000 12.50000 140.50 13.00 -410909.18883 1577.23528 140.50000 13.00000 140.50 13.50 -409967.47656 57027.36404 140.50000 13.50000 140.50 14.00 -408990.87146 112478.51052 140.50000 14.00000 140.50 14.50 -407979.44484 167930.70953 140.50000 14.50000 140.50 15.00 -406933.27059 223383.99556 140.50000 15.00000 140.50 15.50 -405852.42515 278838.40277 140.50000 15.50000 140.50 16.00 -404736.98751 334293.96502 140.50000 16.00000 140.50 16.50 -403587.03923 389750.71578 140.50000 16.50000 140.50 17.00 -402402.66439 445208.68822 140.50000 17.00000 140.50 17.50 -401183.94963 500667.91512 140.50000 17.50000 140.50 18.00 -399930.98412 556128.42889 140.50000 18.00000 140.50 18.50 -398643.85957 611590.26156 140.50000 18.50000 140.50 19.00 -397322.67021 667053.44478 140.50000 19.00000 140.50 19.50 -395967.51281 722518.00979 140.50000 19.50000 140.50 20.00 -394578.48665 777983.98743 140.50000 20.00000 141.00 10.00 -361006.73351 -331768.50983 141.00000 10.00000 141.00 10.50 -360362.00828 -276355.50083 141.00000 10.50000 141.00 11.00 -359686.17730 -220941.47759 141.00000 11.00000 141.00 11.50 -358979.28968 -165526.39406 141.00000 11.50000 141.00 12.00 -358241.39681 -110110.20455 141.00000 12.00000 141.00 12.50 -357472.55233 -54692.86366 141.00000 12.50000 141.00 13.00 -356672.81214 725.67365 141.00000 13.00000 141.00 13.50 -355842.23442 56145.45208 141.00000 13.50000 141.00 14.00 -354980.87958 111566.51594 141.00000 14.00000 141.00 14.50 -354088.81032 166988.90919 141.00000 14.50000 141.00 15.00 -353166.09157 222412.67537 141.00000 15.00000 141.00 15.50 -352212.79051 277837.85762 141.00000 15.50000 141.00 16.00 -351228.97657 333264.49866 141.00000 16.00000 141.00 16.50 -350214.72143 388692.64079 141.00000 16.50000 141.00 17.00 -349170.09900 444122.32585 141.00000 17.00000 141.00 17.50 -348095.18543 499553.59522 141.00000 17.50000 141.00 18.00 -346990.05912 554986.48983 141.00000 18.00000 141.00 18.50 -345854.80067 610421.05010 141.00000 18.50000 141.00 19.00 -344689.49293 665857.31597 141.00000 19.00000 141.00 19.50 -343494.22096 721295.32688 141.00000 19.50000 141.00 20.00 -342269.07204 776735.12173 141.00000 20.00000 141.50 10.00 -306189.48080 -332349.80155 141.50000 10.00000 141.50 10.50 -305630.93765 -276964.58215 141.50000 10.50000 141.50 11.00 -305045.44575 -221578.16369 141.50000 11.00000 141.50 11.50 -304433.04752 -166190.49175 141.50000 11.50000 141.50 12.00 -303793.78732 -110801.51231 141.50000 12.00000 141.50 12.50 -303127.71148 -55411.17170 141.50000 12.50000 141.50 13.00 -302434.86828 -19.41669 141.50000 13.00000 141.50 13.50 -301715.30796 55373.80555 141.50000 13.50000 141.50 14.00 -300969.08270 110768.54741 141.50000 14.00000 141.50 14.50 -300196.24664 166164.86084 141.50000 14.50000 141.50 15.00 -299396.85585 221562.79730 141.50000 15.00000 141.50 15.50 -298570.96836 276962.40778 141.50000 15.50000 141.50 16.00 -297718.64415 332363.74278 141.50000 16.00000 141.50 16.50 -296839.94512 387766.85228 141.50000 16.50000 141.50 17.00 -295934.93510 443171.78574 141.50000 17.00000 141.50 17.50 -295003.67989 498578.59205 141.50000 17.50000 141.50 18.00 -294046.24718 553987.31959 141.50000 18.00000 141.50 18.50 -293062.70661 609398.01613 141.50000 18.50000 141.50 19.00 -292053.12974 664810.72886 141.50000 19.00000 141.50 19.50 -291017.59006 720225.50439 141.50000 19.50000 141.50 20.00 -289956.16296 775642.38869 141.50000 20.00000 142.00 10.00 -251371.41016 -332848.02443 142.00000 10.00000 142.00 10.50 -250898.96760 -277486.62365 142.00000 10.50000 142.00 11.00 -250403.72979 -222123.86543 142.00000 11.00000 142.00 11.50 -249885.73250 -166759.68820 142.00000 11.50000 142.00 12.00 -249345.01316 -111394.03077 142.00000 12.00000 142.00 12.50 -248781.61084 -56026.83242 142.00000 12.50000 142.00 13.00 -248195.56627 -658.03288 142.00000 13.00000 142.00 13.50 -247586.92183 54712.42766 142.00000 13.50000 142.00 14.00 -246955.72154 110084.60849 142.00000 14.00000 142.00 14.50 -246302.01107 165458.56841 142.00000 14.50000 142.00 15.00 -245625.83773 220834.36568 142.00000 15.00000 142.00 15.50 -244927.25046 276212.05802 142.00000 15.50000 142.00 16.00 -244206.29987 331591.70259 142.00000 16.00000 142.00 16.50 -243463.03818 386973.35594 142.00000 16.50000 142.00 17.00 -242697.51925 442357.07407 142.00000 17.00000 142.00 17.50 -241909.79858 497742.91232 142.00000 17.50000 142.00 18.00 -241099.93330 553130.92544 142.00000 18.00000 142.00 18.50 -240267.98215 608521.16749 142.00000 18.50000 142.00 19.00 -239414.00551 663913.69190 142.00000 19.00000 142.00 19.50 -238538.06540 719308.55140 142.00000 19.50000 142.00 20.00 -237640.22542 774705.79804 142.00000 20.00000 142.50 10.00 -196552.64748 -333263.17731 142.50000 10.00000 142.50 10.50 -196166.23656 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150.00 16.00 612012.15994 336745.75844 150.00000 16.00000 150.00 16.50 610589.66098 392270.63994 150.00000 16.50000 150.00 17.00 609124.58614 447795.97766 150.00000 17.00000 150.00 17.50 607617.04345 503321.78392 150.00000 17.50000 150.00 18.00 606067.14409 558848.07087 150.00000 18.00000 150.00 18.50 604475.00243 614374.85054 150.00000 18.50000 150.00 19.00 602840.73594 669902.13480 150.00000 19.00000 150.00 19.50 601164.46526 725429.93541 150.00000 19.50000 150.00 20.00 599446.31414 780958.26395 150.00000 20.00000 libgctp-2.0/test/proj/spcs/data44000000644000175000017500000001275512335175401017241 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 4400 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999964 Longitude of Central Meridian: -72.500000 degrees Latitude of Origin: 42.500000 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -73.00 42.00 110975.20580 -55415.39641 -73.00000 42.00000 -73.00 42.50 111301.07423 121.15468 -73.00000 42.50000 -73.00 43.00 111630.08983 55662.58605 -73.00000 43.00000 -73.00 43.50 111962.22814 111208.90512 -73.00000 43.50000 -73.00 44.00 112297.46444 166760.11785 -73.00000 44.00000 -73.00 44.50 112635.77376 222316.22868 -73.00000 44.50000 -73.00 45.00 112977.13090 277877.24059 -73.00000 45.00000 -73.00 45.50 113321.51041 333443.15505 -73.00000 45.50000 -73.00 46.00 113668.88657 389013.97204 -73.00000 46.00000 -72.50 42.00 152400.30480 -55536.34412 -72.50000 42.00000 -72.50 42.50 152400.30480 0.00000 -72.50000 42.50000 -72.50 43.00 152400.30480 55541.26129 -72.50000 43.00000 -72.50 43.50 152400.30480 111087.44722 -72.50000 43.50000 -72.50 44.00 152400.30480 166638.56380 -72.50000 44.00000 -72.50 44.50 152400.30480 222194.61550 -72.50000 44.50000 -72.50 45.00 152400.30480 277755.60532 -72.50000 45.00000 -72.50 45.50 152400.30480 333321.53475 -72.50000 45.50000 -72.50 46.00 152400.30480 388892.40375 -72.50000 46.00000 -72.00 42.00 193825.40380 -55415.39641 -72.00000 42.00000 -72.00 42.50 193499.53537 121.15468 -72.00000 42.50000 -72.00 43.00 193170.51977 55662.58605 -72.00000 43.00000 -72.00 43.50 192838.38146 111208.90512 -72.00000 43.50000 -72.00 44.00 192503.14516 166760.11785 -72.00000 44.00000 -72.00 44.50 192164.83584 222316.22868 -72.00000 44.50000 -72.00 45.00 191823.47870 277877.24059 -72.00000 45.00000 -72.00 45.50 191479.09920 333443.15505 -72.00000 45.50000 -72.00 46.00 191131.72304 389013.97204 -72.00000 46.00000 -71.50 42.00 235250.83895 -55052.53178 -71.50000 42.00000 -71.50 42.50 234599.04487 484.63976 -71.50000 42.50000 -71.50 43.00 233940.95721 56026.58091 -71.50000 43.00000 -71.50 43.50 233276.62494 111573.29893 -71.50000 43.50000 -71.50 44.00 232606.09751 167124.79963 -71.50000 44.00000 -71.50 44.50 231929.42489 222681.08737 -71.50000 44.50000 -71.50 45.00 231246.65753 278242.16506 -71.50000 45.00000 -71.50 45.50 230557.84637 333808.03414 -71.50000 45.50000 -71.50 46.00 229863.04284 389378.69459 -71.50000 46.00000 -71.00 42.00 276676.94573 -54447.68579 -71.00000 42.00000 -71.00 42.50 275699.11153 1090.51835 -71.00000 42.50000 -71.00 43.00 274711.83890 56633.30760 -71.00000 43.00000 -71.00 43.50 273715.20134 112180.68897 -71.00000 43.50000 -71.00 44.00 272709.27314 167732.66804 -71.00000 44.00000 -71.00 44.50 271694.12929 223289.24903 -71.00000 44.50000 -71.00 45.00 270669.84556 278850.43473 -71.00000 45.00000 -71.00 45.50 269636.49842 334416.22653 -71.00000 45.50000 -71.00 46.00 268594.16508 389986.62444 -71.00000 46.00000 -70.50 42.00 318104.05830 -53600.75101 -70.50000 42.00000 -70.50 42.50 316800.01228 1938.89561 -70.50000 42.50000 -70.50 43.00 315483.38527 57482.86900 -70.50000 43.00000 -70.50 43.50 314154.27544 113031.17579 -70.50000 43.50000 -70.50 44.00 312812.78196 168583.82128 -70.50000 44.00000 -70.50 44.50 311459.00498 224140.80945 -70.50000 44.50000 -70.50 45.00 310093.04563 279702.14295 -70.50000 45.00000 -70.50 45.50 308715.00603 335267.82313 -70.50000 45.50000 -70.50 46.00 307324.98924 390837.84998 -70.50000 46.00000 -70.00 42.00 359532.50881 -52511.57702 -70.00000 42.00000 -70.00 42.50 357902.02199 3029.91881 -70.00000 42.50000 -70.00 43.00 356255.81472 58575.40917 -70.00000 43.00000 -70.00 43.50 354594.00994 114124.90020 -70.00000 43.50000 -70.00 44.00 352916.73183 169678.39681 -70.00000 44.00000 -70.00 44.50 351224.10582 225235.90272 -70.00000 44.50000 -70.00 45.00 349516.25852 280797.42041 -70.00000 45.00000 -70.00 45.50 347793.31781 336362.95115 -70.00000 45.50000 -70.00 46.00 346055.41272 391932.49497 -70.00000 46.00000 libgctp-2.0/test/proj/spcs/data38000000644000175000017500000000651112335175401017235 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 3800 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999994 Longitude of Central Meridian: -71.500000 degrees Latitude of Origin: 41.083333 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -72.00 40.00 109702.42621 -120176.30452 -72.00000 40.00000 -72.00 40.50 110015.47557 -64657.53478 -72.00000 40.50000 -72.00 41.00 110331.76753 -9133.92914 -72.00000 41.00000 -72.00 41.50 110651.27864 46394.52573 -72.00000 41.50000 -72.00 42.00 110973.98519 101927.84172 -72.00000 42.00000 -72.00 42.50 111299.86323 157466.02921 -72.00000 42.50000 -72.00 43.00 111628.88852 213009.09712 -72.00000 43.00000 -71.50 40.00 152400.30480 -120296.06050 -71.50000 40.00000 -71.50 40.50 152400.30480 -64777.64452 -71.50000 40.50000 -71.50 41.00 152400.30480 -9254.35608 -71.50000 41.00000 -71.50 41.50 152400.30480 46273.81825 -71.50000 41.50000 -71.50 42.00 152400.30480 101806.89044 -71.50000 42.00000 -71.50 42.50 152400.30480 157344.87096 -71.50000 42.50000 -71.50 43.00 152400.30480 212887.76879 -71.50000 43.00000 -71.00 40.00 195098.18339 -120176.30452 -71.00000 40.00000 -71.00 40.50 194785.13403 -64657.53478 -71.00000 40.50000 -71.00 41.00 194468.84207 -9133.92914 -71.00000 41.00000 -71.00 41.50 194149.33096 46394.52573 -71.00000 41.50000 -71.00 42.00 193826.62441 101927.84172 -71.00000 42.00000 -71.00 42.50 193500.74638 157466.02921 -71.00000 42.50000 -71.00 43.00 193171.72108 213009.09712 -71.00000 43.00000 -70.50 40.00 237796.63410 -119817.01339 -70.50000 40.00000 -70.50 40.50 237170.47540 -64297.18279 -70.50000 40.50000 -70.50 41.00 236537.83213 -8772.62598 -70.50000 41.00000 -70.50 41.50 235898.75124 46756.67010 -70.50000 41.50000 -70.50 42.00 235253.28017 102290.71704 -70.50000 42.00000 -70.50 42.50 234601.46688 157829.52500 -70.50000 42.50000 -70.50 43.00 233943.35983 213373.10271 -70.50000 43.00000 -70.00 40.00 280496.22841 -119218.11757 -70.00000 40.00000 -70.00 40.50 279556.84039 -63696.52023 -70.00000 40.50000 -70.00 41.00 278607.72713 -8170.37951 -70.00000 41.00000 -70.00 41.50 277648.95911 47360.31713 -70.00000 41.50000 -70.00 42.00 276680.60759 102895.58085 -70.00000 42.00000 -70.00 42.50 275702.74457 158435.42144 -70.00000 42.50000 -70.00 43.00 274715.44285 213979.84728 -70.00000 43.00000 libgctp-2.0/test/proj/spcs/spcs_test0000755000175000017500000000132412335175401020020 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm20101 > testfile $CMPGCTP/testproj < parm20503 >> testfile $CMPGCTP/testproj < parm21301 >> testfile $CMPGCTP/testproj < parm21703 >> testfile $CMPGCTP/testproj < parm22201 >> testfile $CMPGCTP/testproj < parm22701 >> testfile $CMPGCTP/testproj < parm22900 >> testfile $CMPGCTP/testproj < parm23003 >> testfile $CMPGCTP/testproj < parm23601 >> testfile $CMPGCTP/testproj < parm23800 >> testfile $CMPGCTP/testproj < parm24002 >> testfile $CMPGCTP/testproj < parm24400 >> testfile $CMPGCTP/testproj < parm24803 >> testfile $CMPGCTP/testproj < parm25001 >> testfile $CMPGCTP/testproj < parm25009 >> testfile $CMPGCTP/testproj < parm25104 >> testfile $CMPGCTP/testproj < parm25400 >> testfile libgctp-2.0/test/proj/spcs/parm227010000644000175000017500000000014212335175401017336 0ustar alastairalastair 2 2701 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -125 -114 35 42 .5 .5 temp2701 y data2701 .00055 cmp2701 libgctp-2.0/test/proj/spcs/data36010000644000175000017500000003614412335175401017241 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 3601 Datum: NAD 27 LAMBERT CONFORMAL CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters 1st Standard Parallel: 44.333333 degrees 2nd Standard Parallel: 46.000000 degrees Longitude of Central Meridian: -120.500000 degrees Latitude of Origin: 43.666667 degrees False Easting: 609601.219202 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -125.00 42.00 236436.20548 -174889.74693 -125.00000 42.00000 -125.00 42.50 239531.67304 -119372.64816 -125.00000 42.50000 -125.00 43.00 242626.18856 -63872.62408 -125.00000 43.00000 -125.00 43.50 245719.97843 -8385.61447 -125.00000 43.50000 -125.00 44.00 248813.27053 47092.46756 -125.00000 44.00000 -125.00 44.50 251906.29434 102565.73782 -125.00000 44.50000 -125.00 45.00 254999.28109 158038.34339 -125.00000 45.00000 -125.00 45.50 258092.46388 213514.46507 -125.00000 45.50000 -125.00 46.00 261186.07785 268998.31987 -125.00000 46.00000 -125.00 46.50 264280.36029 324494.16365 -125.00000 46.50000 -125.00 47.00 267375.55081 380006.29381 -125.00000 47.00000 -124.50 42.00 277862.97959 -177071.01200 -124.50000 42.00000 -124.50 42.50 280614.80498 -121535.81926 -124.50000 42.50000 -124.50 43.00 283365.78402 -66017.70678 -124.50000 43.00000 -124.50 43.50 286116.11797 -10512.61301 -124.50000 43.50000 -124.50 44.00 288866.00941 44983.55028 -124.50000 44.00000 -124.50 44.50 291615.66234 100474.90022 -124.50000 44.50000 -124.50 45.00 294365.28232 155965.58525 -124.50000 45.00000 -124.50 45.50 297115.07658 211459.78754 -124.50000 45.50000 -124.50 46.00 299865.25416 266961.72548 -124.50000 46.00000 -124.50 46.50 302616.02600 322475.65630 -124.50000 46.50000 -124.50 47.00 305367.60510 378005.87880 -124.50000 47.00000 -124.00 42.00 319302.45972 -178995.85426 -124.00000 42.00000 -124.00 42.50 321710.53753 -123444.69463 -124.00000 42.50000 -124.00 43.00 324117.87473 -67910.62016 -124.00000 43.00000 -124.00 43.50 326524.64741 -12389.56815 -124.00000 43.50000 -124.00 44.00 328931.03286 43122.55081 -124.00000 44.00000 -124.00 44.50 331337.20960 98629.85504 -124.00000 44.50000 -124.00 45.00 333743.35750 154136.49418 -124.00000 45.00000 -124.00 45.50 336149.65792 209646.65157 -124.00000 45.50000 -124.00 46.00 338556.29376 265164.54684 -124.00000 46.00000 -124.00 46.50 340963.44963 320694.43844 -124.00000 46.50000 -124.00 47.00 343371.31193 376240.62641 -124.00000 47.00000 -123.50 42.00 360753.05866 -180664.20000 -123.50000 42.00000 -123.50 42.50 362817.29668 -125099.20116 -123.50000 42.50000 -123.50 43.00 364880.89982 -69551.29174 -123.50000 43.00000 -123.50 43.50 366944.01906 -14016.40801 -123.50000 43.50000 -123.50 44.00 369006.80635 41509.54044 -123.50000 44.00000 -123.50 44.50 371069.41473 97030.67295 -123.50000 44.50000 -123.50 45.00 373131.99840 152551.14021 -123.50000 45.00000 -123.50 45.50 375194.71281 208075.12661 -123.50000 45.50000 -123.50 46.00 377257.71474 263606.85280 -123.50000 46.00000 -123.50 46.50 379321.16245 319150.57832 -123.50000 46.50000 -123.50 47.00 381385.21572 374710.60426 -123.50000 47.00000 -123.00 42.00 402213.18882 -182075.98532 -123.00000 42.00000 -123.00 42.50 403933.50797 -126499.27548 -123.00000 42.50000 -123.00 43.00 405653.29802 -70939.65866 -123.00000 43.00000 -123.00 43.50 407372.68479 -15393.07028 -123.00000 43.50000 -123.00 44.00 409091.79493 40144.58094 -123.00000 44.00000 -123.00 44.50 410810.75595 95677.41521 -123.00000 44.50000 -123.00 45.00 412529.69638 151209.58409 -123.00000 45.00000 -123.00 45.50 414248.74577 206745.27284 -123.00000 45.50000 -123.00 46.00 415968.03478 262288.70302 -123.00000 46.00000 -123.00 46.50 417687.69530 317844.13505 -123.00000 46.50000 -123.00 47.00 419407.86049 373415.87095 -123.00000 47.00000 -122.50 42.00 443681.26221 -183231.15614 -122.50000 42.00000 -122.50 42.50 445057.59661 -127644.86396 -122.50000 42.50000 -122.50 43.00 446433.50770 -72075.66775 -122.50000 43.00000 -122.50 43.50 447809.09615 -16519.50222 -122.50000 43.50000 -122.50 44.00 449184.46328 39027.72460 -122.50000 44.00000 -122.50 44.50 450559.71111 94570.13365 -122.50000 44.50000 -122.50 45.00 451934.94247 150111.87718 -122.50000 45.00000 -122.50 45.50 453310.26099 205657.14120 -122.50000 45.50000 -122.50 46.00 454685.77123 261210.14798 -122.50000 46.00000 -122.50 46.50 456061.57869 316775.15869 -122.50000 46.50000 -122.50 47.00 457437.78991 372356.47606 -122.50000 47.00000 -122.00 42.00 485155.69056 -184129.66823 -122.00000 42.00000 -122.00 42.50 486187.98748 -128535.92273 -122.00000 42.50000 -122.00 43.00 487219.96692 -72959.27550 -122.00000 43.00000 -122.00 43.50 488251.70436 -17395.66070 -122.00000 43.50000 -122.00 44.00 489283.27580 38159.01419 -122.00000 44.00000 -122.00 44.50 490314.75777 93708.87067 -122.00000 44.50000 -122.00 45.00 491346.22737 149258.06154 -122.00000 45.00000 -122.00 45.50 492377.76236 204810.77337 -122.00000 45.50000 -122.00 46.00 493409.44114 260371.22900 -122.00000 46.00000 -122.00 46.50 494441.34285 315943.69016 -122.00000 46.50000 -122.00 47.00 495473.54739 371532.46018 -122.00000 47.00000 -121.50 42.00 526634.88533 -184771.48715 -121.50000 42.00000 -121.50 42.50 527323.10524 -129172.41766 -121.50000 42.50000 -121.50 43.00 528011.11349 -73590.44807 -121.50000 43.00000 -121.50 43.50 528698.96041 -18021.51216 -121.50000 43.50000 -121.50 44.00 529386.69665 37538.48299 -121.50000 44.00000 -121.50 44.50 530074.37325 93093.65926 -121.50000 44.50000 -121.50 45.00 530762.04160 148648.16986 -121.50000 45.00000 -121.50 45.50 531449.75355 204206.20176 -121.50000 45.50000 -121.50 46.00 532137.56135 259771.97820 -121.50000 46.00000 -121.50 46.50 532825.51778 315349.76132 -121.50000 46.50000 -121.50 47.00 533513.67610 370943.85486 -121.50000 47.00000 -121.00 42.00 568117.25782 -185156.58834 -121.00000 42.00000 -121.00 42.50 568461.37437 -129554.32437 -121.00000 42.50000 -121.00 43.00 568805.38508 -73969.16128 -121.00000 43.00000 -121.00 43.50 569149.31513 -18397.03262 -121.00000 43.50000 -121.00 44.00 569493.18983 37166.15476 -121.00000 44.00000 -121.00 44.50 569837.03472 92724.52299 -121.00000 44.50000 -121.00 45.00 570180.87548 148282.22551 -121.00000 45.00000 -121.00 45.50 570524.73803 203843.44953 -121.00000 45.50000 -121.00 46.00 570868.64852 259412.41854 -121.00000 46.00000 -121.00 46.50 571212.63333 314993.39492 -121.00000 46.50000 -121.00 47.00 571556.71908 370590.68266 -121.00000 47.00000 -120.50 42.00 609601.21920 -185284.95704 -120.50000 42.00000 -120.50 42.50 609601.21920 -129681.62823 -120.50000 42.50000 -120.50 43.00 609601.21920 -74095.40063 -120.50000 43.00000 -120.50 43.50 609601.21920 -18522.20771 -120.50000 43.50000 -120.50 44.00 609601.21920 37042.04377 -120.50000 44.00000 -120.50 44.50 609601.21920 92601.47600 -120.50000 44.50000 -120.50 45.00 609601.21920 148160.24251 -120.50000 45.00000 -120.50 45.50 609601.21920 203722.53058 -120.50000 45.50000 -120.50 46.00 609601.21920 259292.56379 -120.50000 46.00000 -120.50 46.50 609601.21920 314874.60460 -120.50000 46.50000 -120.50 47.00 609601.21920 370472.95708 -120.50000 47.00000 -120.00 42.00 651085.18058 -185156.58834 -120.00000 42.00000 -120.00 42.50 650741.06404 -129554.32437 -120.00000 42.50000 -120.00 43.00 650397.05332 -73969.16128 -120.00000 43.00000 -120.00 43.50 650053.12328 -18397.03262 -120.00000 43.50000 -120.00 44.00 649709.24857 37166.15476 -120.00000 44.00000 -120.00 44.50 649365.40369 92724.52299 -120.00000 44.50000 -120.00 45.00 649021.56293 148282.22551 -120.00000 45.00000 -120.00 45.50 648677.70037 203843.44953 -120.00000 45.50000 -120.00 46.00 648333.78988 259412.41854 -120.00000 46.00000 -120.00 46.50 647989.80508 314993.39492 -120.00000 46.50000 -120.00 47.00 647645.71933 370590.68266 -120.00000 47.00000 -119.50 42.00 692567.55308 -184771.48715 -119.50000 42.00000 -119.50 42.50 691879.33316 -129172.41766 -119.50000 42.50000 -119.50 43.00 691191.32491 -73590.44807 -119.50000 43.00000 -119.50 43.50 690503.47799 -18021.51216 -119.50000 43.50000 -119.50 44.00 689815.74175 37538.48299 -119.50000 44.00000 -119.50 44.50 689128.06516 93093.65926 -119.50000 44.50000 -119.50 45.00 688440.39680 148648.16986 -119.50000 45.00000 -119.50 45.50 687752.68486 204206.20176 -119.50000 45.50000 -119.50 46.00 687064.87705 259771.97820 -119.50000 46.00000 -119.50 46.50 686376.92062 315349.76132 -119.50000 46.50000 -119.50 47.00 685688.76230 370943.85486 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33.00000 -88.00 33.50 921314.75828 873868.84917 -88.00000 33.50000 -88.00 34.00 919839.89783 929694.19189 -88.00000 34.00000 libgctp-2.0/test/proj/spcs/parm230030000644000175000017500000000014312335175401017333 0ustar alastairalastair 2 3003 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -109 -103 31 37 .5 .5 temp3003 y data3003 .00055 cmp3003 libgctp-2.0/test/proj/spcs/parm250090000644000175000017500000000013312335175401017342 0ustar alastairalastair2 5009 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -180 -130 54 70 .5 .5 temp5009 y data5009 .05 cmp5009 libgctp-2.0/test/proj/spcs/parm238000000644000175000017500000000013712335175401017343 0ustar alastairalastair 2 3800 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -72 -70 40 43 .5 .5 temp3800 y data3800 .00055 cmp3800 libgctp-2.0/test/proj/spcs/parm213010000644000175000017500000000013212335175401017330 0ustar alastairalastair2 1301 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -89 -84 37 43 .5 .5 temp1301 y data1301 .005 cmp1301 libgctp-2.0/test/proj/spcs/parm244000000644000175000017500000000013512335175401017336 0ustar alastairalastair 2 4400 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -73 -70 42 46 .5 .5 temp4400 y data4400 .00055 cmp4400 libgctp-2.0/test/proj/spcs/data27010000644000175000017500000006636412335175401017250 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 2701 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999900 Longitude of Central Meridian: -115.583333 degrees Latitude of Origin: 34.750000 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -125.00 35.00 -708490.66926 68525.60698 -125.00001 35.00000 -125.00 35.50 -703157.30596 124240.56440 -125.00001 35.50000 -125.00 36.00 -697759.06764 179947.61520 -125.00001 36.00000 -125.00 36.50 -692296.38820 235646.71812 -125.00001 36.50000 -125.00 37.00 -686769.70624 291337.83441 -125.00001 37.00000 -125.00 37.50 -681179.46498 347020.92780 -125.00001 37.50000 -125.00 38.00 -675526.11221 402695.96457 -125.00001 38.00000 -125.00 38.50 -669810.10026 458362.91350 -125.00001 38.50000 -125.00 39.00 -664031.88593 514021.74590 -125.00001 39.00000 -125.00 39.50 -658191.93046 569672.43562 -125.00001 39.50000 -125.00 40.00 -652290.69947 625314.95903 -125.00001 40.00000 -125.00 40.50 -646328.66291 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Meridian: 0.999960 Longitude of Central Meridian: -85.833333 degrees Latitude of Origin: 30.500000 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -89.00 30.00 -153211.88564 -51198.72615 -89.00000 30.00000 -89.00 30.50 -151665.95642 4267.41193 -89.00000 30.50000 -89.00 31.00 -150096.86874 59736.55440 -89.00000 31.00000 -89.00 31.50 -148504.73875 115208.73035 -89.00000 31.50000 -89.00 32.00 -146889.68440 170683.96796 -89.00000 32.00000 -89.00 32.50 -145251.82537 226162.29451 -89.00000 32.50000 -89.00 33.00 -143591.28308 281643.73634 -89.00000 33.00000 -89.00 33.50 -141908.18071 337128.31886 -89.00000 33.50000 -89.00 34.00 -140202.64314 392616.06651 -89.00000 34.00000 -89.00 34.50 -138474.79699 448107.00282 -89.00000 34.50000 -89.00 35.00 -136724.77061 503601.15033 -89.00000 35.00000 -88.50 30.00 -104938.13872 -52428.51079 -88.50000 30.00000 -88.50 30.50 -103636.98048 3025.41615 -88.50000 30.50000 -88.50 31.00 -102316.32139 58482.72559 -88.50000 31.00000 -88.50 31.50 -100976.25888 113943.45023 -88.50000 31.50000 -88.50 32.00 -99616.89186 169407.62176 -88.50000 32.00000 -88.50 32.50 -98238.32071 224875.27081 -88.50000 32.50000 -88.50 33.00 -96840.64729 280346.42699 -88.50000 33.00000 -88.50 33.50 -95423.97492 335821.11884 -88.50000 33.50000 -88.50 34.00 -93988.40836 391299.37385 -88.50000 34.00000 -88.50 34.50 -92534.05385 446781.21840 -88.50000 34.50000 -88.50 35.00 -91061.01906 502266.67784 -88.50000 35.00000 -88.00 30.00 -56674.26015 -53446.98761 -88.00000 30.00000 -88.00 30.50 -55617.52451 1996.81991 -88.00000 30.50000 -88.00 31.00 -54544.94514 57444.32289 -88.00000 31.00000 -88.00 31.50 -53456.60091 112895.55703 -88.00000 31.50000 -88.00 32.00 -52352.57193 168350.55690 -88.00000 32.00000 -88.00 32.50 -51232.93947 223809.35596 -88.00000 32.50000 -88.00 33.00 -50097.78603 279271.98651 -88.00000 33.00000 -88.00 33.50 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31.00000 -87.00 31.50 41562.86002 111450.90308 -87.00000 31.50000 -87.00 32.00 42156.99815 166893.24855 -87.00000 32.00000 -87.00 32.50 42759.53822 222339.83639 -87.00000 32.50000 -87.00 33.00 43370.43603 277790.70265 -87.00000 33.00000 -87.00 33.50 43989.64672 333245.88208 -87.00000 33.50000 -87.00 34.00 44617.12479 388705.40813 -87.00000 34.00000 -87.00 34.50 45252.82412 444169.31295 -87.00000 34.50000 -87.00 35.00 45896.69793 499637.62737 -87.00000 35.00000 -86.50 30.00 88076.66157 -55237.03088 -86.50000 30.00000 -86.50 30.50 88401.56472 188.97690 -86.50000 30.50000 -86.50 31.00 88731.34249 55619.22977 -86.50000 31.00000 -86.50 31.50 89065.97074 111053.76872 -86.50000 31.50000 -86.50 32.00 89405.42499 166492.63344 -86.50000 32.00000 -86.50 32.50 89749.68036 221935.86232 -86.50000 32.50000 -86.50 33.00 90098.71162 277383.49242 -86.50000 33.00000 -86.50 33.50 90452.49318 332835.55950 -86.50000 33.50000 -86.50 34.00 90810.99906 388292.09797 -86.50000 34.00000 -86.50 34.50 91174.20294 443753.14087 -86.50000 34.50000 -86.50 35.00 91542.07812 499218.71993 -86.50000 35.00000 -86.00 30.00 136319.56538 -55412.45184 -86.00000 30.00000 -86.00 30.50 136400.78514 11.81062 -86.00000 30.50000 -86.00 31.00 136483.22353 55440.37202 -86.00000 31.00000 -86.00 31.50 136566.87455 110873.27384 -86.00000 31.50000 -86.00 32.00 136651.73206 166310.55630 -86.00000 32.00000 -86.00 32.50 136737.78985 221752.25824 -86.00000 32.50000 -86.00 33.00 136825.04162 277198.41723 -86.00000 33.00000 -86.00 33.50 136913.48098 332649.06945 -86.00000 33.50000 -86.00 34.00 137003.10142 388104.24976 -86.00000 34.00000 -86.00 34.50 137093.89639 443563.99162 -86.00000 34.50000 -86.00 35.00 137185.85919 499028.32714 -86.00000 35.00000 libgctp-2.0/test/proj/spcs/data51040000644000175000017500000001510012335175401017226 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 5104 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999990 Longitude of Central Meridian: -159.500000 degrees Latitude of Origin: 21.833333 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -160.00 20.00 100075.97579 -202889.16429 -160.00000 20.00000 -160.00 20.50 100243.16698 -147537.18664 -160.00000 20.50000 -160.00 21.00 100414.31647 -92182.01309 -160.00000 21.00000 -160.00 21.50 100589.41190 -36823.57965 -160.00000 21.50000 -160.00 22.00 100768.44059 18538.17671 -160.00000 22.00000 -160.00 22.50 100951.38958 73903.31801 -160.00000 22.50000 -160.00 23.00 101138.24562 129271.90527 -160.00000 23.00000 -159.50 20.00 152400.30480 -202967.25160 -159.50000 20.00000 -159.50 20.50 152400.30480 -147616.88770 -159.50000 20.50000 -159.50 21.00 152400.30480 -92263.30372 -159.50000 21.00000 -159.50 21.50 152400.30480 -36906.43518 -159.50000 21.50000 -159.50 22.00 152400.30480 18453.78142 -159.50000 22.00000 -159.50 22.50 152400.30480 73817.40858 -159.50000 22.50000 -159.50 23.00 152400.30480 129184.50778 -159.50000 23.00000 -159.00 20.00 204724.63381 -202889.16429 -159.00000 20.00000 -159.00 20.50 204557.44262 -147537.18664 -159.00000 20.50000 -159.00 21.00 204386.29313 -92182.01309 -159.00000 21.00000 -159.00 21.50 204211.19770 -36823.57965 -159.00000 21.50000 -159.00 22.00 204032.16902 18538.17671 -159.00000 22.00000 -159.00 22.50 203849.22002 73903.31801 -159.00000 22.50000 -159.00 23.00 203662.36398 129271.90527 -159.00000 23.00000 -158.50 20.00 257052.03661 -202654.87652 -158.50000 20.00000 -158.50 20.50 256717.59910 -147298.05728 -158.50000 20.50000 -158.50 21.00 256375.24414 -91938.11472 -158.50000 21.00000 -158.50 21.50 256024.99650 -36574.98630 -158.50000 21.50000 -158.50 22.00 255666.88156 18791.38958 -158.50000 22.00000 -158.50 22.50 255300.92527 74161.07354 -158.50000 22.50000 -158.50 23.00 254927.15416 129534.12521 -158.50000 23.00000 -158.00 20.00 309385.58759 -202264.31072 -158.00000 20.00000 -158.00 20.50 308883.79349 -146899.42109 -158.00000 20.50000 -158.00 21.00 308370.12107 -91531.52916 -158.00000 21.00000 -158.00 21.50 307844.60761 -36160.57483 -158.00000 21.50000 -158.00 22.00 307307.29124 19213.50113 -158.00000 22.00000 -158.00 22.50 306758.21098 74590.75698 -158.00000 22.50000 -158.00 23.00 306197.40672 129971.25007 -158.00000 23.00000 -157.50 20.00 361728.36243 -201717.33756 -157.50000 20.00000 -157.50 20.50 361059.04620 -146341.14711 -157.50000 20.50000 -157.50 21.00 360373.88826 -90962.12396 -157.50000 21.00000 -157.50 21.50 359672.93844 -35580.21137 -157.50000 21.50000 -157.50 22.00 358956.24778 19804.64652 -157.50000 22.00000 -157.50 22.50 358223.86846 75192.50472 -157.50000 22.50000 -157.50 23.00 357475.85383 130583.41732 -157.50000 23.00000 -157.00 20.00 414083.43871 -201013.77584 -157.00000 20.00000 -157.00 20.50 413246.37945 -145623.05188 -157.00000 20.50000 -157.00 21.00 412389.51168 -90229.71350 -157.00000 21.00000 -157.00 21.50 411512.89796 -34833.70835 -157.00000 21.50000 -157.00 22.00 410616.60233 20565.01517 -157.00000 22.00000 -157.00 22.50 409700.69030 75966.50783 -157.00000 22.50000 -157.00 23.00 408765.22881 131370.81957 -157.00000 23.00000 -156.50 20.00 466453.89651 -200153.39236 -156.50000 20.00000 -156.50 20.50 465448.81780 -144744.89927 -156.50000 20.50000 -156.50 21.00 464419.95952 -89334.05896 -156.50000 21.00000 -156.50 21.50 463367.39715 -33920.82438 -156.50000 21.50000 -156.50 22.00 462291.20790 21494.85081 -156.50000 22.00000 -156.50 22.50 461191.47077 76913.01221 -156.50000 22.50000 -156.50 23.00 460068.26651 132333.70469 -156.50000 23.00000 -156.00 20.00 518842.81911 -199135.90172 -156.00000 20.00000 -156.00 20.50 517669.38877 -143706.40034 -156.00000 20.50000 -156.00 21.00 516468.20272 -88274.86804 -156.00000 21.00000 -156.00 21.50 515239.34954 -32841.26408 -156.00000 21.50000 -156.00 22.00 513982.91984 22594.45168 -156.00000 22.00000 -156.00 22.50 512699.00632 78032.31875 -156.00000 22.50000 -156.00 23.00 511387.70374 133472.37598 -156.00000 23.00000 -155.50 20.00 571253.29355 -197960.96616 -155.50000 20.00000 -155.50 20.50 569911.12343 -142507.21311 -155.50000 20.50000 -155.50 21.00 568537.21552 -87051.79483 -155.50000 21.00000 -155.50 21.50 567131.67172 -31594.67786 -155.50000 21.50000 -155.50 22.00 565694.59631 23864.17078 -155.50000 22.00000 -155.50 22.50 564226.09594 79324.78354 -155.50000 22.50000 -155.50 23.00 562726.27960 134787.19236 -155.50000 23.00000 -155.00 20.00 623688.41130 -196628.19527 -155.00000 20.00000 -155.00 20.50 622177.05699 -141146.94231 -155.00000 20.50000 -155.00 21.00 620629.97599 -85664.43951 -155.00000 21.00000 -155.00 21.50 619047.28384 -30180.66167 -155.00000 21.50000 -155.00 22.00 617429.09874 25304.41605 -155.00000 22.00000 -155.00 22.50 615775.54158 80790.81813 -155.00000 22.50000 -155.00 23.00 614086.73591 136278.56865 -155.00000 23.00000 libgctp-2.0/test/proj/spcs/parm250010000644000175000017500000000013312335175401017332 0ustar alastairalastair2 5001 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -180 -130 54 70 .5 .5 temp5001 y data5001 .05 cmp5001 libgctp-2.0/test/proj/spcs/parm240020000644000175000017500000000014012335175401017330 0ustar alastairalastair 2 4002 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -104 -96 42 46 .5 .5 temp4002 y data4002 .00055 cmp4002 libgctp-2.0/test/proj/spcs/data48030000644000175000017500000002731712335175401017250 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 4803 Datum: NAD 27 LAMBERT CONFORMAL CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters 1st Standard Parallel: 42.733333 degrees 2nd Standard Parallel: 44.066667 degrees Longitude of Central Meridian: -90.000000 degrees Latitude of Origin: 42.000000 degrees False Easting: 609601.219202 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -93.00 42.00 361038.96769 4471.69982 -93.00000 42.00000 -93.00 42.50 363036.88995 59981.61190 -93.00000 42.50000 -93.00 43.00 365034.71794 115488.90482 -93.00000 43.00000 -93.00 43.50 367032.60191 170997.75324 -93.00000 43.50000 -93.00 44.00 369030.69331 226512.36472 -93.00000 44.00000 -93.00 44.50 371029.14485 282036.98223 -93.00000 44.50000 -93.00 45.00 373028.11061 337575.88666 -93.00000 45.00000 -93.00 45.50 375027.74612 393133.39947 -93.00000 45.50000 -93.00 46.00 377028.20849 448713.88543 -93.00000 46.00000 -93.00 46.50 379029.65647 504321.75542 -93.00000 46.50000 -93.00 47.00 381032.25058 559961.46943 -93.00000 47.00000 -92.50 42.00 402452.35497 3105.44945 -92.50000 42.00000 -92.50 42.50 404117.39994 58626.34332 -92.50000 42.50000 -92.50 43.00 405782.36635 114144.61754 -92.50000 43.00000 -92.50 43.50 407447.37942 169664.44754 -92.50000 43.50000 -92.50 44.00 409112.56535 225190.04176 -92.50000 44.00000 -92.50 44.50 410778.05141 280725.64398 -92.50000 44.50000 -92.50 45.00 412443.96602 336275.53595 -92.50000 45.00000 -92.50 45.50 414110.43880 391844.03999 -92.50000 45.50000 -92.50 46.00 415777.60066 447435.52171 -92.50000 46.00000 -92.50 46.50 417445.58393 503054.39289 -92.50000 46.50000 -92.50 47.00 419114.52237 558705.11438 -92.50000 47.00000 -92.00 42.00 443873.18992 1987.54124 -92.00000 42.00000 -92.00 42.50 445205.29773 57517.42077 -92.00000 42.50000 -92.00 43.00 446537.34270 113044.68021 -92.00000 43.00000 -92.00 43.50 447869.42499 168573.49570 -92.00000 43.50000 -92.00 44.00 449201.64559 224108.07632 -92.00000 44.00000 -92.00 44.50 450534.10630 279652.66658 -92.00000 44.50000 -92.00 45.00 451866.90987 335211.54889 -92.00000 45.00000 -92.00 45.50 453200.15999 390789.04628 -92.00000 45.50000 -92.00 46.00 454533.96142 446389.52508 -92.00000 46.00000 -92.00 46.50 455868.42000 502017.39777 -92.00000 46.50000 -92.00 47.00 457203.64276 557677.12592 -92.00000 47.00000 -91.50 42.00 485299.98331 1118.01540 -91.50000 42.00000 -91.50 42.50 486299.10608 56654.88410 -91.50000 42.50000 -91.50 43.00 487298.18171 112189.13238 -91.50000 43.00000 -91.50 43.50 488297.28534 167724.93691 -91.50000 43.50000 -91.50 44.00 489296.49270 223266.50730 -91.50000 44.00000 -91.50 44.50 490295.88016 278818.08858 -91.50000 44.50000 -91.50 45.00 491295.52476 334383.96372 -91.50000 45.00000 -91.50 45.50 492295.50430 389968.45628 -91.50000 45.50000 -91.50 46.00 493295.89733 445575.93314 -91.50000 46.00000 -91.50 46.50 494296.78325 501210.80734 -91.50000 46.50000 -91.50 47.00 495298.24233 556877.54101 -91.50000 47.00000 -91.00 42.00 526731.24573 496.90318 -91.00000 42.00000 -91.00 42.50 527397.34754 56038.76433 -91.00000 42.50000 -91.00 43.00 528063.41792 111578.00482 -91.00000 43.00000 -91.00 43.50 528729.50696 167118.80170 -91.00000 43.50000 -91.00 44.00 529395.66515 222665.36497 -91.00000 44.00000 -91.00 44.50 530061.94342 278221.94001 -91.00000 44.50000 -91.00 45.00 530728.39313 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42.50000 -90.00 43.00 609601.21920 111089.08959 -90.00000 43.00000 -90.00 43.50 609601.21920 166633.88046 -90.00000 43.50000 -90.00 44.00 609601.21920 222184.43813 -90.00000 44.00000 -90.00 44.50 609601.21920 277745.00830 -90.00000 44.50000 -90.00 45.00 609601.21920 333319.87464 -90.00000 45.00000 -90.00 45.50 609601.21920 388913.36142 -90.00000 45.50000 -90.00 46.00 609601.21920 444529.83622 -90.00000 46.00000 -90.00 46.50 609601.21920 500173.71279 -90.00000 46.50000 -90.00 47.00 609601.21920 555849.45399 -90.00000 47.00000 -89.50 42.00 651036.95081 124.22691 -89.50000 42.00000 -89.50 42.50 650703.89392 55669.08360 -89.50000 42.50000 -89.50 43.00 650370.85275 111211.31950 -89.50000 43.00000 -89.50 43.50 650037.80224 166755.11186 -89.50000 43.50000 -89.50 44.00 649704.71715 222304.67092 -89.50000 44.00000 -89.50 44.50 649371.57203 277864.24230 -89.50000 44.50000 -89.50 45.00 649038.34119 333438.10960 -89.50000 45.00000 -89.50 45.50 648704.99869 389030.59700 -89.50000 45.50000 -89.50 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libgctp-2.0/test/proj/spcs/data40020000644000175000017500000003074612335175401017237 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 4002 Datum: NAD 27 LAMBERT CONFORMAL CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters 1st Standard Parallel: 42.833333 degrees 2nd Standard Parallel: 44.400000 degrees Longitude of Central Meridian: -100.333333 degrees Latitude of Origin: 42.333333 degrees False Easting: 609601.219202 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -104.00 42.00 305814.00344 -30326.56752 -104.00000 42.00000 -104.00 42.50 308265.54813 25168.30229 -104.00000 42.50000 -104.00 43.00 310716.89768 80658.75488 -104.00000 43.00000 -104.00 43.50 313168.23582 136148.94904 -104.00000 43.50000 -104.00 44.00 315619.74769 191643.07569 -104.00000 44.00000 -104.00 44.50 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-96.50000 44.50000 -96.50 45.00 911809.14083 303253.33102 -96.50000 45.00000 -96.50 45.50 909244.55135 358779.72444 -96.50000 45.50000 -96.50 46.00 906678.98892 414327.18340 -96.50000 46.00000 -96.00 42.00 968576.20693 -27666.62602 -96.00000 42.00000 -96.00 42.50 965679.30022 27806.77822 -96.00000 42.50000 -96.00 43.00 962782.62409 83275.76695 -96.00000 43.00000 -96.00 43.50 959885.96145 138744.49734 -96.00000 43.50000 -96.00 44.00 956989.09352 194217.15872 -96.00000 44.00000 -96.00 44.50 954091.79974 249697.97491 -96.00000 44.50000 -96.00 45.00 951193.85760 305191.20684 -96.00000 45.00000 -96.00 45.50 948295.04250 360701.15511 -96.00000 45.50000 -96.00 46.00 945395.12765 416232.16267 -96.00000 46.00000 libgctp-2.0/test/proj/spcs/parm229000000644000175000017500000000014112335175401017336 0ustar alastairalastair 2 2900 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -76 -74 38 42 .5 .5 temp2900 y data2900 .00055 cmp2900 libgctp-2.0/test/proj/spcs/data50090000644000175000017500000100341012335175401017234 0ustar alastairalastair STATE PLANE PROJECTION PARAMETERS: Zone: 5009 Datum: NAD 27 TRANSVERSE MERCATOR (TM) PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Scale Factor at C. Meridian: 0.999900 Longitude of Central Meridian: -170.000000 degrees Latitude of Origin: 54.000000 degrees False Easting: 182880.365761 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 54.00 -471793.34194 46419.82624 179.99997 54.00000 -180.00 54.50 -463868.88447 101794.76865 179.99997 54.50000 -180.00 55.00 -455896.29264 157160.42273 179.99997 55.00000 -180.00 55.50 -447876.18077 212516.85176 179.99997 55.50000 -180.00 56.00 -439809.16600 267864.12172 179.99997 56.00000 -180.00 56.50 -431695.86829 323202.30124 179.99997 56.50000 -180.00 57.00 -423536.91035 378531.46161 179.99997 57.00000 -180.00 57.50 -415332.91757 433851.67672 179.99997 57.50000 -180.00 58.00 -407084.51803 489163.02304 179.99997 58.00000 -180.00 58.50 -398792.34238 544465.57960 179.99997 58.50000 -180.00 59.00 -390457.02384 599759.42798 179.99997 59.00000 -180.00 59.50 -382079.19814 655044.65224 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Meridian: 0.999967 Longitude of Central Meridian: -85.666667 degrees Latitude of Origin: 37.500000 degrees False Easting: 152400.304801 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -89.00 37.00 -144349.14704 -50289.75534 -89.00000 37.00000 -89.00 37.50 -142392.04770 5223.58394 -89.00000 37.50000 -89.00 38.00 -140412.45067 60740.09396 -89.00000 38.00000 -89.00 38.50 -138410.50364 116259.78966 -89.00000 38.50000 -89.00 39.00 -136386.35601 171782.68502 -89.00000 39.00000 -89.00 39.50 -134340.15892 227308.79304 -89.00000 39.50000 -89.00 40.00 -132272.06522 282838.12576 -89.00000 40.00000 -89.00 40.50 -130182.22948 338370.69425 -89.00000 40.50000 -89.00 41.00 -128070.80796 393906.50859 -89.00000 41.00000 -89.00 41.50 -125937.95860 449445.57788 -89.00000 41.50000 -89.00 42.00 -123783.84102 504987.91022 -89.00000 42.00000 -89.00 42.50 -121608.61653 560533.51275 -89.00000 42.50000 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-85.50 41.00 166422.74840 388564.12772 -85.50000 41.00000 -85.50 41.50 166316.25048 444090.82933 -85.50000 41.50000 -85.50 42.00 166208.68741 499622.42458 -85.50000 42.00000 -85.50 42.50 166100.06716 555158.92394 -85.50000 42.50000 -85.50 43.00 165990.39782 610700.33637 -85.50000 43.00000 -85.00 37.00 211741.25982 -55280.27207 -85.00000 37.00000 -85.00 37.50 211350.43851 208.78495 -85.00000 37.50000 -85.00 38.00 210955.11357 55702.53929 -85.00000 38.00000 -85.00 38.50 210555.31419 111201.01287 -85.00000 38.50000 -85.00 39.00 210151.06992 166704.22620 -85.00000 39.00000 -85.00 39.50 209742.41064 222212.19833 -85.00000 39.50000 -85.00 40.00 209329.36661 277724.94691 -85.00000 40.00000 -85.00 40.50 208911.96840 333242.48809 -85.00000 40.50000 -85.00 41.00 208490.24695 388764.83661 -85.00000 41.00000 -85.00 41.50 208064.23353 444292.00573 -85.00000 41.50000 -85.00 42.00 207633.95976 499824.00724 -85.00000 42.00000 -85.00 42.50 207199.45760 555360.85149 -85.00000 42.50000 -85.00 43.00 206760.75933 610902.54733 -85.00000 43.00000 -84.50 37.00 256248.32133 -54851.70217 -84.50000 37.00000 -84.50 37.50 255564.29408 639.44559 -84.50000 37.50000 -84.50 38.00 254872.38608 56135.15964 -84.50000 38.00000 -84.50 38.50 254172.64848 111635.46131 -84.50000 38.50000 -84.50 39.00 253465.13303 167140.37052 -84.50000 39.00000 -84.50 39.50 252749.89209 222649.90582 -84.50000 39.50000 -84.50 40.00 252026.97863 278164.08435 -84.50000 40.00000 -84.50 40.50 251296.44624 333682.92183 -84.50000 40.50000 -84.50 41.00 250558.34908 389206.43259 -84.50000 41.00000 -84.50 41.50 249812.74195 444734.62952 -84.50000 41.50000 -84.50 42.00 249059.68020 500267.52409 -84.50000 42.00000 -84.50 42.50 248299.21981 555805.12637 -84.50000 42.50000 -84.50 43.00 247531.41733 611347.44497 -84.50000 43.00000 -84.00 37.00 300757.58338 -54189.25497 -84.00000 37.00000 -84.00 37.50 299780.20295 1305.12245 -84.00000 37.50000 -84.00 38.00 298791.56565 56803.86362 -84.00000 38.00000 -84.00 38.50 297791.74468 112306.98892 -84.00000 38.50000 -84.00 39.00 296780.81407 167814.51740 -84.00000 39.00000 -84.00 39.50 295758.84875 223326.46680 -84.00000 39.50000 -84.00 40.00 294725.92448 278842.85350 -84.00000 40.00000 -84.00 40.50 293682.11793 334363.69255 -84.00000 40.50000 -84.00 41.00 292627.50659 389888.99763 -84.00000 41.00000 -84.00 41.50 291562.16882 445418.78110 -84.00000 41.50000 -84.00 42.00 290486.18384 500953.05392 -84.00000 42.00000 -84.00 42.50 289399.63168 556491.82572 -84.00000 42.50000 -84.00 43.00 288302.59326 612035.10474 -84.00000 43.00000 libgctp-2.0/test/proj/spcs/parm201010000644000175000017500000000013112335175401017324 0ustar alastairalastair2 0101 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -89 -86 30 35 .5 .5 temp0101 y data0101 .05 cmp0101 libgctp-2.0/test/proj/spcs/parm248030000644000175000017500000000013512335175401017345 0ustar alastairalastair 2 4803 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -93 -87 42 47 .5 .5 temp4803 y data4803 .00055 cmp4803 libgctp-2.0/test/proj/som/0000755000175000017500000000000012335175401015711 5ustar alastairalastairlibgctp-2.0/test/proj/som/parm220000644000175000017500000000013312335175401016734 0ustar alastairalastair 22 0 0 3 150 0 0 0 0 0 0 0 0 1 0 0 -179.5 179.5 -80.5 80 5 5 temp22 y data22 .055 cmp22 libgctp-2.0/test/proj/som/parm22d0000644000175000017500000000013612335175401017103 0ustar alastairalastair 22 0 0 5 190 0 0 0 0 0 0 0 0 1 0 0 -179.5 179.5 -89.5 89 5 5 temp22d y data22d .055 cmp22d libgctp-2.0/test/proj/som/parm22c0000644000175000017500000000013212335175401017076 0ustar alastairalastair 22 0 0 5 10 0 0 0 0 0 0 0 0 1 0 0 -179.5 179.5 -90 90 5 5 temp22c y data22c .055 cmp22c libgctp-2.0/test/proj/som/som_test0000755000175000017500000000032112335175401017470 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm22 > testfile $CMPGCTP/testproj < parm22a >> testfile $CMPGCTP/testproj < parm22c >> testfile $CMPGCTP/testproj < parm22d >> testfile $CMPGCTP/testproj < parm22e >> testfile libgctp-2.0/test/proj/som/data22c0000644000175000017500000063412412335175401017066 0ustar alastairalastair SPACE OBLIQUE MERCATOR PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Path Number: 10 Satellite Number: 5 Inclination of Orbit: 98.200000 Longitude of Ascending Orbit: 113.849356 False Easting: 0.000000 meters False Northing: 0.000000 meters Landsat Ratio: 0.520161 INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -179.50 -90.00 30193657.22320 35408.59338 -162.40601 -89.99998 -179.50 -85.00 30240485.39955 -524010.88135 -179.50000 -85.00000 -179.50 -80.00 30286858.39333 -1080689.52669 -179.50000 -80.00000 -179.50 -75.00 30333480.40601 -1638797.75619 -179.50000 -75.00000 -179.50 -70.00 30381062.58903 -2202566.32806 -179.50000 -70.00000 -179.50 -65.00 30430366.86372 -2776447.62619 -179.50000 -65.00000 -179.50 -60.00 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-7908314.46005 175.50000 25.00000 175.50 30.00 5503500.48081 -7307681.55147 175.50000 30.00000 175.50 35.00 6249766.46012 -6645773.67163 175.50000 35.00000 175.50 40.00 6873341.57070 -5963045.12297 175.50000 40.00000 175.50 45.00 50664603.09237 -6141490.35964 175.50000 45.00000 175.50 50.00 50600440.88552 -5264025.30629 175.50000 50.00000 175.50 55.00 50548460.20547 -4467344.82274 175.50000 55.00000 175.50 60.00 50504803.07391 -3732801.53874 175.50000 60.00000 175.50 65.00 50467025.37832 -3046619.16515 175.50000 65.00000 175.50 70.00 50433491.05095 -2398239.69754 175.50000 70.00000 175.50 75.00 50403050.83845 -1779292.43474 175.50000 75.00000 175.50 80.00 50374860.49438 -1182920.32116 175.50000 80.00000 175.50 85.00 50348271.46391 -603319.66721 175.50000 85.00000 175.50 90.00 50322761.83755 -35412.80937 158.55883 89.99998 libgctp-2.0/test/proj/som/README0000644000175000017500000000035112335175401016570 0ustar alastairalastairNote: Fortran GCTP only supports SOM format B; the GCTPc results of format B were compared to the Fortran version with the same parameters. To test format A, the transformed values from format A were compared to those of format B. libgctp-2.0/test/proj/som/parm22e0000644000175000017500000000020412335175401017100 0ustar alastairalastair 22 0 0 0 99005031.20 -85050021.98 0 0 0 103.266932299 .5201613 0 0 0 0 0 -179.9 179.5 -89.5 89 5 5 temp22e y data22e .055 cmp22e libgctp-2.0/test/proj/som/data220000644000175000017500000055756512335175401016740 0ustar alastairalastair SPACE OBLIQUE MERCATOR PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Path Number: 150 Satellite Number: 3 Inclination of Orbit: 99.092000 Longitude of Ascending Orbit: -86.269442 False Easting: 0.000000 meters False Northing: 0.000000 meters Landsat Ratio: 0.520161 INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -179.50 -80.50 30540014.89307 1146585.88510 -179.50000 -80.50000 -179.50 -75.50 30715259.68981 1716831.39852 -179.50000 -75.50000 -179.50 -70.50 30903657.65619 2305210.52394 -179.50000 -70.50000 -179.50 -65.50 31109777.71659 2916363.38764 -179.50000 -65.50000 -179.50 -60.50 31339592.22608 3555385.27485 -179.50000 -60.50000 -179.50 -55.50 31601148.02100 4227784.98218 -179.50000 -55.50000 -179.50 -50.50 31905583.46525 4939224.68593 -179.50000 -50.50000 -179.50 -45.50 32268667.32449 5694749.04467 -179.50000 -45.50000 -179.50 -40.50 32713040.49030 6496859.96409 -179.50000 -40.50000 -179.50 -35.50 33271060.69948 7341113.55424 -179.50000 -35.50000 -179.50 -30.50 33986792.63467 8207014.43193 -179.50000 -30.50000 -179.50 -25.50 34911477.83624 9042804.57984 -179.50000 -25.50000 -179.50 -20.50 36080183.80830 9752489.99722 -179.50000 -20.50000 -179.50 -15.50 37466071.76007 10215343.07521 -179.50000 -15.50000 -179.50 -10.50 38957554.72355 10354663.92870 -179.50000 -10.50000 -179.50 -5.50 40411429.89770 10187693.06851 -179.50000 -5.50000 -179.50 -0.50 41727532.99114 9795560.83836 -179.50000 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5123859.45033 175.50000 -50.50000 175.50 -45.50 31681993.19991 5944198.20487 175.50000 -45.50000 175.50 -40.50 32019130.33185 6839525.59219 175.50000 -40.50000 175.50 -35.50 32461296.68913 7821331.76345 175.50000 -35.50000 175.50 -30.50 33067659.00676 8891423.55920 175.50000 -30.50000 175.50 -25.50 33933330.65914 10016595.98510 175.50000 -25.50000 175.50 -20.50 35180837.20302 11072758.57590 175.50000 -20.50000 175.50 -15.50 36857310.51800 11808067.45189 175.50000 -15.50000 175.50 -10.50 38772618.01809 12004182.21132 175.50000 -10.50000 175.50 -5.50 40607986.51430 11699450.39340 175.50000 -5.50000 175.50 -0.50 42177310.23181 11087444.77493 175.50000 -0.50000 175.50 4.50 10822908.53701 14457323.32254 175.50000 4.50000 175.50 9.50 10647470.41654 12451977.42144 175.50000 9.50000 175.50 14.50 10534935.25414 10907395.61833 175.50000 14.50000 175.50 19.50 45984579.27615 7999889.90671 175.50000 19.50000 175.50 24.50 46551098.21610 7278294.91284 175.50000 24.50000 175.50 29.50 47032637.93149 6592828.25426 175.50000 29.50000 175.50 34.50 47449387.49237 5941037.71468 175.50000 34.50000 175.50 39.50 47816336.61579 5319276.92298 175.50000 39.50000 175.50 44.50 48144761.85218 4723555.99597 175.50000 44.50000 175.50 49.50 48443295.40843 4149928.65978 175.50000 49.50000 175.50 54.50 48718682.34279 3594650.20937 175.50000 54.50000 175.50 59.50 48976319.14937 3054223.67152 175.50000 59.50000 175.50 64.50 49220641.70190 2525392.27358 175.50000 64.50000 175.50 69.50 49455411.67769 2005107.80041 175.50000 69.50000 175.50 74.50 49683935.17138 1490489.37287 175.50000 74.50000 175.50 79.50 49909237.51645 978780.01459 175.50000 79.50000 libgctp-2.0/test/proj/som/parm22a0000644000175000017500000000014112335175401017074 0ustar alastairalastair 22 0 0 3 10 0 0 0 0 0 0 0 0 1 0 0 -178.5 179.5 -87.5 89 3.5 3.5 temp22a y data22a .055 cmp22a libgctp-2.0/test/proj/som/data22e0000644000175000017500000062075212335175401017072 0ustar alastairalastair SPACE OBLIQUE MERCATOR PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Inclination of Orbit: 99.092000 Longitude of Ascending Orbit: -85.839439 False Easting: 0.000000 meters False Northing: 0.000000 meters Landsat Ratio: 0.520161 INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -179.90 -89.50 30245808.15624 152764.36476 -179.89999 -89.50000 -179.90 -84.50 30398019.39678 703123.20947 -179.89999 -84.50000 -179.90 -79.50 30557036.96479 1264464.40723 -179.89999 -79.50000 -179.90 -74.50 30725819.94449 1840875.20714 -179.89999 -74.50000 -179.90 -69.50 30908007.51707 2436828.38080 -179.89999 -69.50000 -179.90 -64.50 31108248.39231 3057281.64245 -179.89999 -64.50000 -179.90 -59.50 31332686.83984 3707749.30828 -179.89999 -59.50000 -179.90 -54.50 31589700.91493 4394287.85857 -179.89999 -54.50000 -179.90 -49.50 31891044.11627 5123254.74693 -179.89999 -49.50000 -179.90 -44.50 32253615.08343 5900509.13341 -179.89999 -44.50000 -179.90 -39.50 32702113.99776 6729293.08509 -179.89999 -39.50000 -179.90 -34.50 33272546.74057 7605153.45996 -179.89999 -34.50000 -179.90 -29.50 34014854.42592 8505008.61905 -179.89999 -29.50000 -179.90 -24.50 34987326.12040 9368443.35923 -179.89999 -24.50000 -179.90 -19.50 36226484.20968 10082860.32695 -179.89999 -19.50000 -179.90 -14.50 37690501.79217 10513227.67232 -179.89999 -14.50000 -179.90 -9.50 39241618.35397 10589173.28921 -179.89999 -9.50000 -179.90 -4.50 40722811.30949 10350226.76361 -179.89999 -4.50000 -179.90 0.50 42038770.40864 9894764.85296 -179.89999 0.50000 -179.90 5.50 43163635.61302 9316675.02965 -179.89999 5.50000 -179.90 10.50 44111134.02192 8681744.76175 -179.89999 10.50000 -179.90 15.50 44908974.95288 8029586.44865 -179.89999 15.50000 -179.90 20.50 45585881.20961 7381847.21887 -179.89999 20.50000 -179.90 25.50 46166843.87145 6749252.82465 -179.89999 25.50000 -179.90 30.50 46672162.97580 6136271.20457 -179.89999 30.50000 -179.90 35.50 47117883.42779 5543913.36160 -179.89999 35.50000 -179.90 40.50 47516593.16382 4971343.21525 -179.89999 40.50000 -179.90 45.50 47878203.17159 4416782.15363 -179.89999 45.50000 -179.90 50.50 48210598.24602 3878008.20952 -179.89999 50.50000 -179.90 55.50 48520148.51044 3352625.47003 -179.89999 55.50000 -179.90 60.50 48812103.23666 2838204.05824 -179.89999 60.50000 -179.90 65.50 49090893.46175 2332347.29864 -179.89999 65.50000 -179.90 70.50 49360368.10024 1832718.76736 -179.89999 70.50000 -179.90 75.50 49623983.18877 1337047.93709 -179.89999 75.50000 -179.90 80.50 49884959.92213 843125.74603 -179.89999 80.50000 -179.90 85.50 50146424.21641 348797.68537 -179.89999 85.50000 -174.90 -89.50 30250511.58409 151251.97567 -174.89999 -89.50000 -174.90 -84.50 30450500.11382 685913.64437 -174.89999 -84.50000 -174.90 -79.50 30659060.53406 1230046.74163 -174.89999 -79.50000 -174.90 -74.50 30879789.31845 1786933.11254 -174.89999 -74.50000 -174.90 -69.50 31117028.28457 2359986.12753 -174.89999 -69.50000 -174.90 -64.50 31376189.35342 2952715.97909 -174.89999 -64.50000 -174.90 -59.50 31664200.34677 3568600.35139 -174.89999 -59.50000 -174.90 -54.50 31990119.12616 4210769.43414 -174.89999 -54.50000 -174.90 -49.50 32365959.17200 4881332.28815 -174.89999 -49.50000 -174.90 -44.50 32807716.23095 5580028.71900 -174.89999 -44.50000 -174.90 -39.50 33336379.85501 6301684.96111 -174.89999 -39.50000 -174.90 -34.50 33978122.22091 7031824.63957 -174.89999 -34.50000 -174.90 -29.50 34761575.87215 7740380.89878 -174.89999 -29.50000 -174.90 -24.50 35708595.34840 8376329.99539 -174.89999 -24.50000 -174.90 -19.50 36816844.32026 8871762.50034 -174.89999 -19.50000 -174.90 -14.50 38043834.73809 9164151.41080 -174.89999 -14.50000 -174.90 -9.50 39312788.95575 9226682.68914 -174.89999 -9.50000 -174.90 -4.50 40542972.37744 9078477.10021 -174.89999 -4.50000 -174.90 0.50 41677940.91692 8767270.31621 -174.89999 0.50000 -174.90 5.50 42692569.71282 8345641.32609 -174.89999 5.50000 -174.90 10.50 43584961.47032 7857231.56001 -174.89999 10.50000 -174.90 15.50 44365629.90269 7333289.62816 -174.89999 15.50000 -174.90 20.50 45049749.82275 6794270.44733 -174.89999 20.50000 -174.90 25.50 45652939.44093 6252706.80845 -174.89999 25.50000 -174.90 30.50 46189409.65309 5715781.60589 -174.89999 30.50000 -174.90 35.50 46671385.98220 5187225.05924 -174.89999 35.50000 -174.90 40.50 47109119.88362 4668599.41545 -174.89999 40.50000 -174.90 45.50 47511129.78469 4160132.21080 -174.89999 45.50000 -174.90 50.50 47884502.20328 3661244.07464 -174.89999 50.50000 -174.90 55.50 48235182.26667 3170878.72440 -174.89999 55.50000 -174.90 60.50 48568228.43063 2687706.90318 -174.89999 60.50000 -174.90 65.50 48888028.38612 2210251.88934 -174.89999 65.50000 -174.90 70.50 49198480.41858 1736966.63694 -174.89999 70.50000 -174.90 75.50 49503147.56718 1266282.31800 -174.89999 75.50000 -174.90 80.50 49805392.09139 796641.50776 -174.89999 80.50000 -174.90 85.50 50108497.40028 326525.80838 -174.89999 85.50000 -169.90 -89.50 30255064.85540 149335.01137 -169.89999 -89.50000 -169.90 -84.50 30501207.20626 664131.84526 -169.89999 -84.50000 -169.90 -79.50 30757334.94964 1186596.82029 -169.89999 -79.50000 -169.90 -74.50 31027446.91641 1719103.34220 -169.89999 -74.50000 -169.90 -69.50 31316259.09012 2263909.11875 -169.89999 -69.50000 -169.90 -64.50 31629472.15400 2823013.89414 -169.89999 -64.50000 -169.90 -59.50 31974100.20723 3397891.28071 -169.89999 -59.50000 -169.90 -54.50 32358855.84178 3989010.52605 -169.89999 -54.50000 -169.90 -49.50 32794544.33331 4595020.19352 -169.89999 -49.50000 -169.90 -44.50 33294319.18972 5211424.88440 -169.89999 -44.50000 -169.90 -39.50 33873443.20162 5828611.80897 -169.89999 -39.50000 -169.90 -34.50 34547856.91449 6429348.60646 -169.89999 -34.50000 -169.90 -29.50 35330556.20096 6986668.24032 -169.89999 -29.50000 -169.90 -24.50 36225238.24621 7464431.10916 -169.89999 -24.50000 -169.90 -19.50 37219016.30400 7823491.42685 -169.89999 -19.50000 -169.90 -14.50 38279487.21068 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340000.00000 20015077.37124 -55.00000 90.00000 libgctp-2.0/test/proj/vgrint/parm19c0000644000175000017500000000014412335175401017622 0ustar alastairalastair 19 0 0 0 0 -135000000 10000000 0 0 0 0 0 0 0 0 0 -180 180 -90 90 5 5 temp19c y data19c .055 cmp19c libgctp-2.0/test/proj/vgrint/vgrint_test0000755000175000017500000000032112335175401020716 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm19 > testfile $CMPGCTP/testproj < parm19a >> testfile $CMPGCTP/testproj < parm19b >> testfile $CMPGCTP/testproj < parm19c >> testfile $CMPGCTP/testproj < parm19d >> testfile libgctp-2.0/test/proj/alaska/0000755000175000017500000000000012335175401016347 5ustar alastairalastairlibgctp-2.0/test/proj/alaska/parm230000644000175000017500000000013512335175401017375 0ustar alastairalastair 23 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -179.5 -160 30 89.5 1.5 1.5 temp23 y data23 .055 cmp23 libgctp-2.0/test/proj/alaska/data230000644000175000017500000012727312335175401017364 0ustar alastairalastair ALASKA CONFORMAL PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters Longitude of Center: -152.000000 degrees Latitude of Center: 64.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -179.50 30.00 -2797930.61658 -3365102.33221 -179.50000 30.00000 -179.50 31.50 -2745395.01518 -3170511.01118 -179.50000 31.50000 -179.50 33.00 -2687233.21097 -2984152.08159 -179.50000 33.00000 -179.50 34.50 -2625062.67492 -2804776.27672 -179.50000 34.50000 -179.50 36.00 -2560164.03127 -2631260.08579 -179.50000 36.00000 -179.50 37.50 -2493533.19877 -2462600.48158 -179.50000 37.50000 -179.50 39.00 -2425926.71606 -2297908.98146 -179.50000 39.00000 -179.50 40.50 -2357901.12955 -2136405.25658 -179.50000 40.50000 -179.50 42.00 -2289847.20633 -1977410.45907 -179.50000 42.00000 -179.50 43.50 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alastairalastairlibgctp-2.0/test/proj/lamcc/parm4c0000644000175000017500000000016112335175401017301 0ustar alastairalastair 4 0 0 -10000000 50000000 125000000 -30000000 0 0 0 0 0 0 0 0 0 -180 180 -87 90 5 3 temp4c y data4c .00055 cmp4c libgctp-2.0/test/proj/lamcc/parm4a0000644000175000017500000000015612335175401017303 0ustar alastairalastair 4 0 0 10000000 50000000 25000000 30000000 0 0 0 0 0 0 0 0 0 -180 180 -87 90 3 3 temp4a y data4a .00055 cmp4a libgctp-2.0/test/proj/lamcc/data4c0000644000175000017500000124500212335175401017261 0ustar alastairalastair LAMBERT CONFORMAL CONIC PROJECTION PARAMETERS: Semi-Major Axis of Ellipsoid: 6378206.400000 meters Semi-Minor Axis of Ellipsoid: 6356583.800000 meters 1st Standard Parallel: -10.000000 degrees 2nd Standard Parallel: 50.000000 degrees Longitude of Central Meridian: 125.000000 degrees Latitude of Origin: -30.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT 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Azimuthal Equal-Area(LamAz) when inversing points from LamAz to lat/long. The forward transformation of a point 90 (-90) degrees Latitude with any Longitude to LamAz will be a point. When inversing this point from LamAz back to lat/long, GCTPc Latitude will be 90 (-90), however, the values returned for the Longitude are inconsistent. FORTRAN GCTP inverse Latitude and Longitude values were both inconsistent. libgctp-2.0/test/proj/lamaz/data11a0000644000175000017500000167100512335175401017370 0ustar alastairalastair LAMBERT AZIMUTHAL EQUAL-AREA PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters Longitude of Center: -145.000000 degrees Latitude of Center: 90.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- --------------- --------------- --------------- -180.00 -87.50 -7306768.28365 -10435146.56003 -180.00000 -87.50000 -180.00 -84.00 -7298491.45499 -10423326.02366 -180.00000 -84.00000 -180.00 -80.50 -7283406.45974 -10401782.41777 -180.00000 -80.50000 -180.00 -77.00 -7261527.36946 -10370535.83860 180.00000 -77.00000 -180.00 -73.50 -7232874.59337 -10329615.43354 180.00000 -73.50000 -180.00 -70.00 -7197474.85931 -10279059.37391 180.00000 -70.00000 -180.00 -66.50 -7155361.18880 -10218914.81931 180.00000 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-180 180 -85 89.5 5 5 temp17d y data17d .055 cmp17d libgctp-2.0/test/proj/eqrect/parm170000644000175000017500000000014612335175401017431 0ustar alastairalastair 17 0 0 0 0 -35000000 40000000 0 0 0 0 0 0 0 0 0 -180 180 -89.5 89.5 5 5 temp17 y data17 .055 cmp17 libgctp-2.0/test/proj/eqrect/eqrect_test0000755000175000017500000000032112335175401020642 0ustar alastairalastair#!/bin/csh $CMPGCTP/testproj < parm17 > testfile $CMPGCTP/testproj < parm17a >> testfile $CMPGCTP/testproj < parm17b >> testfile $CMPGCTP/testproj < parm17c >> testfile $CMPGCTP/testproj < parm17d >> testfile libgctp-2.0/test/proj/eqrect/data17c0000644000175000017500000061304212335175401017553 0ustar alastairalastair EQUIRECTANGULAR PROJECTION PARAMETERS: Radius of Sphere: 6370997.000000 meters Longitude of Central Meridian: 65.000000 degrees Latitude of Origin: -89.000000 degrees False Easting: 0.000000 meters False Northing: 0.000000 meters INPUT LONG LAT X Y OUTPUT LON OUTPUT LAT --------------- --------------- 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30.00 3500802.07179 3335846.22854 -180.00000 30.00000 180.00 35.00 3500802.07179 3891820.59996 -180.00000 35.00000 180.00 40.00 3500802.07179 4447794.97139 -180.00000 40.00000 180.00 45.00 3500802.07179 5003769.34281 -180.00000 45.00000 180.00 50.00 3500802.07179 5559743.71423 -180.00000 50.00000 180.00 55.00 3500802.07179 6115718.08566 -180.00000 55.00000 180.00 60.00 3500802.07179 6671692.45708 -180.00000 60.00000 180.00 65.00 3500802.07179 7227666.82850 -180.00000 65.00000 180.00 70.00 3500802.07179 7783641.19993 -180.00000 70.00000 180.00 75.00 3500802.07179 8339615.57135 -180.00000 75.00000 180.00 80.00 3500802.07179 8895589.94277 -180.00000 80.00000 180.00 85.00 3500802.07179 9451564.31420 -180.00000 85.00000 libgctp-2.0/test/README0000644000175000017500000001213412335175401015022 0ustar alastairalastairTest GCTPC: The test directory structure and contents for GCTPC are as follows: gctpc/test/test_proj files included: testproj.c -- "C" code to make files of projected values Makefile -- file used to compile code gctpc/test/proj files include: Proj.name -- shell script to run a test on each projection -- 30 directories, one for each projection gctpc/test/proj/ files include: data* -- files containing projection data parm* -- parameter files to be used with "testproj" _test -- shell script to run tests on README -- comments pertaining to testing--not included with all projections Throughout the test procedures, global variables are required. They are listed below along with their contents: LIBGCTP -- directory containing geolib.a SRCGCTP -- directory containing proj.h and cproj.h CMPGCTP -- directory containing the TESTPROJ executable The user has several options to test the projection values. They are listed below from most manual to most automated. The information provided in each option may apply to any option following it. Option 1--Use data file to compare individual points The data files (in the form--data) in the individual projection directories contain a table of projected values that may be used to compare individual points. The beginning of this file contains projection information. The first two columns of the table are the Longitude and Latitude entered as input. The third and fourth columns contain the x and y projected values using columns one and two as input. The fifth and sixth columns contain the Longitude and Latitude results using columns three and four as input. Option 2--Run "testproj" to make a grid for individual projections To compile testproj.c the global variable LIBGCTP must be set to the directory containing geolib.a and the global variable SRCGCTP must be set to the directory containing cproj.h and proj.h. Type "make" in the directory gctpc/test/test_proj. To run "testproj" without a parameter file. You will be prompted for the input. Input includes: - Projection number - Zone code (for UTM and State Plane only) - Projection parameters (See Appendix A) - Range of Longitude - Range of Latitude - Increment of Longitude - Increment of Latitude - Name of data file containing new projected points - 'Yes' or 'No' if values are to be compared - If 'Yes': * Name of existing data file for comparison * Tolerance value representing the exceptable difference between the new and existing data. * Name of comparison file which includes the long/lat of any points whose difference is more than the tolerance value and if an error occurs reading the input data. Option 3--Run "testproj" with a parameter file Parameter files are located in each separate projection directory (in the form--parm). These files may be redirected as input for "testproj". All projection files are set up to compare the results with a data file called data. The new data file will be called temp and the comparison file will be called cmp. Example: testproj < parm10a Option 4--Run all parameters for a projection Each separate projection directory has a file called _test that is a UNIX shell script for running "testproj" with all parameter files in that directory. The global variable CMPGCTP must be set to the directory containing the executable "testproj". See option 3 for results. Example: In directory gctpc/test/proj/stereo type "stereo_test" Option 5--Run all projection parameters at one time Proj.name located in gctpc/test/proj is a UNIX shell script that will run _test in each projection directory. This script changes to each directory and runs _test. The global variable CMPGCTP must be set as in Option 4 and the result will be the same as in Option 3. ******** Disclaimer ********* This test procedure was set up to handle testing of GCTPC at EDC. This was not intended to be used for production. Any part of this test procedure may or may not be used. This program has not been set up to handle errors with input. Therefore, unpredictable results may occur. The user may want to adapt testproj.c for their purposes. For example, error messages are currently sent to "error_file.txt". This may be changed to the output file so that the Lat/Long may be identified with the error. Due to precision errors of systems, forward conversions may not be accurate beyond the units digit for certain projections, however, most projections should have more accuracy. Be aware that sign differences may occur at longitude 180 (-180) degrees and differences may occur at latitude 90 (-90) degrees. Input longitude and latitude values that lie outside of the reasonable area of coverage for non-global projections will return unpredictable results, as will input easting and northing values that are outside of the data area. libgctp-2.0/README0000644000175000017500000001637212335175401014053 0ustar alastairalastairAugust 1998 ******** Disclaimer ******** The General Cartographic Transformation Package (GCTP) is a system of software routines designed to permit the transformation of coordinate pairs from one map projection to another. The GCTP is the standard computer software used by the National Mapping Division for map projection computations. Because of requirements internal to the EROS Data Center, the GCTP software was converted from FORTRAN to the C programming language, and several new projections were added. During the conversion process, the software was tested on the following UNIX systems: Data General running DG/UX Release 5.4R2.01 AViiON, SUN running SunOS Release 4.1.3, and Silicon Graphics running IRIX Release 5.3 IP7. In addition, the software has also been verified against the current National Mapping Division (NMD) GCTP software. This new version, GCTPC, is being made available informally on a 'user-beware' basis. EDC assumes no responsibility for the accuracy of the routines in this package. Because of decreasing budgets and impacts on software development staff, EDC will not be responsible for supporting this software package. The user is responsible for using the package correctly. A set of validation data is provided so that each user/facility may perform its' own testing of the programs. A description of this data set and instructions for its use are in the test/README file. EDC will welcome any questions, comments, or suggestions, and will respond on a time-available basis based on our interests and requirements. Communications concerning the GCTPC package may be directed to this email address: gctpc@edcmail.cr.usgs.gov -------------------------------------------------------------------------------- The GCTPC Directory Structure is as follows: gctpc - README - Announce.txt contains information on retrieving and installing GCTPC gctpc/doc: - Documentation for GCTPC gctpc/source: - Code for the GCTPC library. A Makefile exists that has been tested on Data General, SUN, and Silicon Graphics systems. gctpc/test: - Test procedures Note: README files located in each directory contain additional information. Periodic updates and corrections will be put in this directory for access by the science community. Descriptions of these updates will be added to this file. Change Log: Version Date Comments ------- ----- ---------------------------------------------------------- c.1.0 11/93 Initial C version. Includes all previous GCTP projections and Space Oblique Mercator (SOM), Robinson, and Alaska Conformal. The projections Hammer, Interrupted Goode Homolosine, Mollweide, Interrupted Mollweide, Wagner IV, Wagner VII, and Oblated Equal Area have been added. c.1.1 1/95 The argument OUTDATUM was added to the GCTP call to add The option to convert from one ellipsoid to another. The ability for UTM to be processed with any ellipsoid code was added. It previously only supported Clarke 1866. Affected source files include: gctp.c, inv_init.c, and for_init.c. Modifications have been made to the documentation for clarification. Affected documents include: AppendixA.txt, for_init.ps, gctp.ps, and inv_init.ps. in the document gctp.ps, the 12th spheroid code was changed from WALBECK to WGS 84. c.1.2 2/95 Changed the perror call in imolwfor.c and wivfor.c to p_error. Files utmfor.c and utminv.c were developed from tmfor.c and tminv.c consecutively. The UTM portion has been taken out of tmfor.c and tminv.c. This change was due to errors that occurred when the utm and tm projection were run in the same direction (forward or inverse) in the same application. Both changes to this version are internal and have no impact on the method of application. No changes have been made to documentation. c.1.3 2/96 A modification was made to the function alberinv.c. An error was brought to our attention that parenthesis around the argument "1.0 + e3" was missing in the assignment of the variable con on line 149. This error was found by comparing the C code to the FORTRAN version. The parenthesis have been added to the source. This did not change the results of our tests, therefore, the test data files have not been changed. A correction was made to the document xxxinv.ps. The input and output names were switched in the parameter descriptions. Also, an explanation was added to xxxfor.ps (xxxinv.ps) indicating that for_init (inv_init) must be called before calling xxxfor (xxxinv). Small changes were made to gctp.ps, inv_init.ps, and for_init.ps for documentation consistency. In the file sphdz.c, the name of spheroid code number 12 was incorrectly listed as Walbeck in the comment section. This is actually WGS 84 and has been changed accordingly. c.1.4 5/97 The email address for GCTPC support has been changed from gctpc@edcserver1.cr.usgs.gov to gctpc@edcmail.cr.usgs.gov c.2.0 3/98 Version 2.0 of GCTPC will be named gctpc20.tar on the anonymous ftp site which is different from the previous version which was called gctpc.tar. Fixed an error with the State Plane projection where no initialization was being done if the spheroid changed. Also, added an error check if the spheroid code is not 0 (Clarke 1866) or 8 (GRS 80). State Plane will only support these two spheroid codes to correspond with NAD27 and NAD83. An error code number 23 has been added to represent this error. New spheroids have been added to the list of standard spheroids. This has been done because of the increasing demand for datum conversions. In the init function in report.c, changed successful return value from 0 to OK. In polyinv.c, Changed the error returned to be the same as the flag returned from phi4z instead of 74. A list of the error codes and their corresponding messages were added to the doc directory in file error.codes. The word "datum" has been switched to "spheroid" within the code were appropriate. Took out unnessary line, ranlib, from the Makefile. Source code comments were added in various files. Added a file in the doc directory called error_codes.txt. This file lists all the error code numbers and what they represent. Removed test data from the tm, snsoid, equidc, stereo, and som test directories. This reduces the size of the package from 40.5 megabytes to 38.5 megabytes. As time permits, more work will be done in this area. Corrected an error in the phi2z functions in the cproj.c file. the variable flag was being assigned incorrectly. Added outspheroid to the br_gctp call. Added function prototypes to the proj.h file. Added proj.h cproj.h. Added the function types to each function that was defaulted to int. This was done to eliminate warning messages when compiling with certain flags. I was able to compile with flags "-xansi -32 -mips2 -O2 -fullwarn" with only a few warnings from gctp.c and br_gctp.c. Added #include and #include to testproj.c and took out #define NULL 0. An error occured on the SUN systems with the sincos subroutine. I took out the "ifndef" statement in the cproj.c file to allow SUN systems to compile and run the sincos subroutine. libgctp-2.0/source/0000755000175000017500000000000012335175401014462 5ustar alastairalastairlibgctp-2.0/source/utmfor.c0000644000175000017500000001230412335175401016142 0ustar alastairalastair/******************************************************************************* NAME UNIVERSAL TRANSVERSE MERCATOR PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Universal Transverse Mercator projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 S. Nelson Feb, 1995 Divided tmfor.c into two files, one for UTM (utmfor.c) and one for TM (tmfor.c). This was a necessary change to run forward projection conversions for both UTM and TM in the same process. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double ind; /* spherical flag */ /* Initialize the Universal Transverse Mercator (UTM) projection -------------------------------------------------------------*/ long utmforint(r_maj,r_min,scale_fact,zone) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ long zone; /* zone number */ { double temp; /* temporary variable */ if ((abs(zone) < 1) || (abs(zone) > 60)) { p_error("Illegal zone number","utm-forint"); return(11); } r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lat_origin = 0.0; lon_center = ((6 * abs(zone)) - 183) * D2R; false_easting = 500000.0; false_northing = (zone < 0) ? 10000000.0 : 0.0; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = r_major * mlfn(e0, e1, e2, e3, lat_origin); esp = es / (1.0 - es); if (es < .00001) ind = 1; /* Report parameters to the user -----------------------------*/ ptitle("UNIVERSAL TRANSVERSE MERCATOR (UTM)"); genrpt_long(zone, "Zone: "); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); cenlonmer(lon_center); return(OK); } /* Universal Transverse Mercator forward equations--mapping lat,long to x,y Note: The algorithm for UTM is exactly the same as TM and therefore if a change is implemented, also make the change to TMFOR.c -----------------------------------------------------------------------*/ long utmfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; /* angle */ double delta_theta; /* adjusted longitude */ double sin_phi, cos_phi;/* sin and cos value */ double al, als; /* temporary values */ double b; /* temporary values */ double c, t, tq; /* temporary values */ double con, n, ml; /* cone constant, small m */ /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); sincos(lat, &sin_phi, &cos_phi); /* This part was in the fortran code and is for the spherical form ----------------------------------------------------------------*/ if (ind != 0) { b = cos_phi * sin(delta_lon); if ((fabs(fabs(b) - 1.0)) < .0000000001) { p_error("Point projects into infinity","utm-for"); return(93); } else { *x = .5 * r_major * scale_factor * log((1.0 + b)/(1.0 - b)); con = acos(cos_phi * cos(delta_lon)/sqrt(1.0 - b*b)); if (lat < 0) con = - con; *y = r_major * scale_factor * (con - lat_origin); return(OK); } } al = cos_phi * delta_lon; als = SQUARE(al); c = esp * SQUARE(cos_phi); tq = tan(lat); t = SQUARE(tq); con = 1.0 - es * SQUARE(sin_phi); n = r_major / sqrt(con); ml = r_major * mlfn(e0, e1, e2, e3, lat); *x = scale_factor * n * al * (1.0 + als / 6.0 * (1.0 - t + c + als / 20.0 * (5.0 - 18.0 * t + SQUARE(t) + 72.0 * c - 58.0 * esp))) + false_easting; *y = scale_factor * (ml - ml0 + n * tq * (als * (0.5 + als / 24.0 * (5.0 - t + 9.0 * c + 4.0 * SQUARE(c) + als / 30.0 * (61.0 - 58.0 * t + SQUARE(t) + 600.0 * c - 330.0 * esp))))) + false_northing; return(OK); } libgctp-2.0/source/psfor.c0000644000175000017500000000726212335175401015766 0ustar alastairalastair/******************************************************************************* NAME POLAR STEREOGRAPHIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Polar Stereographic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan 2-26-93 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double es; /* eccentricity squared */ static double e; /* eccentricity */ static double e4; /* e4 calculated from eccentricity*/ static double center_lon; /* center longitude */ static double center_lat; /* center latitude */ static double fac; /* sign variable */ static double ind; /* flag variable */ static double mcs; /* small m */ static double tcs; /* small t */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Polar Stereographic projection --------------------------------------------*/ long psforint(r_maj,r_min,c_lon,c_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double c_lon; /* center longitude */ double c_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ double con1; /* temporary angle */ double sinphi; /* sin value */ double cosphi; /* cos value */ r_major = r_maj; r_minor = r_min; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e4 = e4fn(e); center_lon = c_lon; center_lat = c_lat; if (c_lat < 0) fac = -1.0; else fac = 1.0; ind = 0; if (fabs(fabs(c_lat) - HALF_PI) > EPSLN) { ind = 1; con1 = fac * center_lat; sincos(con1,&sinphi,&cosphi); mcs = msfnz(e,sinphi,cosphi); tcs = tsfnz(e,con1,sinphi); } /* Report parameters to the user -----------------------------*/ ptitle("POLAR STEREOGRAPHIC"); radius2(r_major, r_minor); cenlon(center_lon); offsetp(false_east,false_north); return(OK); } /* Polar Stereographic forward equations--mapping lat,long to x,y --------------------------------------------------------------*/ long psfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double con1; /* adjusted longitude */ double con2; /* adjusted latitude */ double rh; /* height above ellipsoid */ double sinphi; /* sin value */ double ts; /* value of small t */ con1 = fac * adjust_lon(lon - center_lon); con2 = fac * lat; sinphi = sin(con2); ts = tsfnz(e,con2,sinphi); if (ind != 0) rh = r_major * mcs * ts / tcs; else rh = 2.0 * r_major * ts / e4; *x = fac * rh * sin(con1) + false_easting; *y = -fac * rh * cos(con1) + false_northing;; return(OK); } libgctp-2.0/source/molwinv.c0000644000175000017500000000577312335175401016335 0ustar alastairalastair/******************************************************************************* NAME MOLLWEIDE PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Mollweide projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991; Updated Sept, 1992; Updated Feb, 1993 S. Nelson, EROS Nov, 1993; fixed infinite loop at poles ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Mollweide projection ------------------------------------*/ long molwinvint(r, center_long, false_east, false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ false_easting = false_east; false_northing = false_north; R = r; lon_center = center_long; /* Report parameters to the user -----------------------------*/ ptitle("MOLLWEIDE"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Mollweide inverse equations--mapping x,y to lat,long ----------------------------------------------------*/ long molwinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double theta; double arg; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; arg = y / (1.4142135623731 * R); /* Because of division by zero problems, 'arg' can not be 1.0. Therefore a number very close to one is used instead. -------------------------------------------------------------------*/ if(fabs(arg) > 0.999999999999) arg=0.999999999999; theta = asin(arg); *lon = adjust_lon(lon_center + (x / (0.900316316158 * R * cos(theta)))); if(*lon < (-PI)) *lon= -PI; if(*lon > PI) *lon= PI; arg = (2.0 * theta + sin(2.0 * theta)) / PI; if(fabs(arg) > 1.0)arg=1.0; *lat = asin(arg); return(OK); } libgctp-2.0/source/make.com0000755000175000017500000000771212335175401016111 0ustar alastairalastair$! Check to see if the library exists $!----------------------------------- $ open/read/error=cre_lib lib WORLIB:geolib.olb $ close lib $ goto build_lib $! $! Create the library $!------------------- $ cre_lib: $ lib/create WORLIB:geolib.olb $! $! Add the individual routines to the library $!------------------------------------------- $ build_lib: $ $ makesup c_getgrd WORLIB:geolib.olb $ makesup c_grderr WORLIB:geolib.olb $ makesup c_eval WORLIB:geolib.olb $ makesup c_grdred WORLIB:geolib.olb $ makesup c_ptclse WORLIB:geolib.olb $ makesup c_ptio WORLIB:geolib.olb $ makesup c_ptopen WORLIB:geolib.olb $ makesup c_putgrd WORLIB:geolib.olb $ makesup c_steplr WORLIB:geolib.olb $ makesup c_invert WORLIB:geolib.olb $ makesup c_ckptid WORLIB:geolib.olb $ makesup c_getrwt WORLIB:geolib.olb $ makesup c_putrwt WORLIB:geolib.olb $ makesup br_decdeg WORLIB:geolib.olb $ makesup br_degdms WORLIB:geolib.olb $ makesup br_prostr WORLIB:geolib.olb $ makesup c_decdeg WORLIB:geolib.olb $ makesup c_degdms WORLIB:geolib.olb $ makesup c_prostr WORLIB:geolib.olb $ makesup br_proj WORLIB:geolib.olb $ makesup br_projon WORLIB:geolib.olb $ makesup check_dms WORLIB:geolib.olb $ makesup c_proj WORLIB:geolib.olb $ makesup c_projon WORLIB:geolib.olb $ makesup proj_err WORLIB:geolib.olb $ makesup proj_print WORLIB:geolib.olb $ makesup proj_report WORLIB:geolib.olb $ makesup prt_spcs_zone WORLIB:geolib.olb $ makesup spcs_zone WORLIB:geolib.olb $ makesup spheroid WORLIB:geolib.olb $ makesup c_ckunit WORLIB:geolib.olb $ makesup br_ckunit WORLIB:geolib.olb $ makesup c_mapedg WORLIB:geolib.olb $ makesup digitizer WORLIB:geolib.olb $ makesup psupport WORLIB:geolib.olb $ makesup alberfor WORLIB:geolib.olb $ makesup alberinv WORLIB:geolib.olb $ makesup alconfor WORLIB:geolib.olb $ makesup alconinv WORLIB:geolib.olb $ makesup azimfor WORLIB:geolib.olb $ makesup aziminv WORLIB:geolib.olb $ makesup cproj WORLIB:geolib.olb $ makesup eqconfor WORLIB:geolib.olb $ makesup eqconinv WORLIB:geolib.olb $ makesup equifor WORLIB:geolib.olb $ makesup equiinv WORLIB:geolib.olb $ makesup for_init WORLIB:geolib.olb $ makesup gctp WORLIB:geolib.olb $ makesup gnomfor WORLIB:geolib.olb $ makesup gnominv WORLIB:geolib.olb $ makesup goodfor WORLIB:geolib.olb $ makesup goodinv WORLIB:geolib.olb $ makesup gvnspfor WORLIB:geolib.olb $ makesup gvnspinv WORLIB:geolib.olb $ makesup hamfor WORLIB:geolib.olb $ makesup haminv WORLIB:geolib.olb $ makesup imolwfor WORLIB:geolib.olb $ makesup imolwinv WORLIB:geolib.olb $ makesup inv_init WORLIB:geolib.olb $ makesup lamazfor WORLIB:geolib.olb $ makesup lamazinv WORLIB:geolib.olb $ makesup lamccfor WORLIB:geolib.olb $ makesup lamccinv WORLIB:geolib.olb $ makesup merfor WORLIB:geolib.olb $ makesup merinv WORLIB:geolib.olb $ makesup millfor WORLIB:geolib.olb $ makesup millinv WORLIB:geolib.olb $ makesup molwfor WORLIB:geolib.olb $ makesup molwinv WORLIB:geolib.olb $ makesup obleqfor WORLIB:geolib.olb $ makesup obleqinv WORLIB:geolib.olb $ makesup omerfor WORLIB:geolib.olb $ makesup omerinv WORLIB:geolib.olb $ makesup orthfor WORLIB:geolib.olb $ makesup orthinv WORLIB:geolib.olb $ makesup paksz WORLIB:geolib.olb $ makesup polyfor WORLIB:geolib.olb $ makesup polyinv WORLIB:geolib.olb $ makesup psfor WORLIB:geolib.olb $ makesup psinv WORLIB:geolib.olb $ makesup report WORLIB:geolib.olb $ makesup robfor WORLIB:geolib.olb $ makesup robinv WORLIB:geolib.olb $ makesup sinfor WORLIB:geolib.olb $ makesup sininv WORLIB:geolib.olb $ makesup somfor WORLIB:geolib.olb $ makesup sominv WORLIB:geolib.olb $ makesup sphdz WORLIB:geolib.olb $ makesup sterfor WORLIB:geolib.olb $ makesup sterinv WORLIB:geolib.olb $ makesup stplnfor WORLIB:geolib.olb $ makesup stplninv WORLIB:geolib.olb $ makesup tmfor WORLIB:geolib.olb $ makesup tminv WORLIB:geolib.olb $ makesup untfz WORLIB:geolib.olb $ makesup vandgfor WORLIB:geolib.olb $ makesup vandginv WORLIB:geolib.olb $ makesup wivfor WORLIB:geolib.olb $ makesup wivinv WORLIB:geolib.olb $ makesup wviifor WORLIB:geolib.olb $ makesup wviiinv WORLIB:geolib.olb $ exit libgctp-2.0/source/merinv.c0000644000175000017500000000623512335175401016134 0ustar alastairalastair/******************************************************************************* NAME MERCATOR PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Mercator projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e,es; /* eccentricity constants */ static double m1; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Mercator projection -----------------------------------*/ long merinvint(r_maj,r_min,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); m1 = cos(center_lat)/(sqrt(1.0 - es * sin(center_lat) * sin(center_lat))); /* Report parameters to the user -----------------------------*/ ptitle("MERCATOR"); radius2(r_major, r_minor); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Mercator inverse equations--mapping x,y to lat/long --------------------------------------------------*/ long merinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double ts; /* small t value */ double sin_phii; /* sin value */ long flag; /* error flag */ /* Inverse equations -----------------*/ flag = 0; x -= false_easting; y -= false_northing; ts = exp(-y/(r_major * m1)); *lat = phi2z(e,ts,&flag); if (flag != 0) return(flag); *lon = adjust_lon(lon_center + x/(r_major * m1)); return(OK); } libgctp-2.0/source/robfor.c0000644000175000017500000001110312335175401016113 0ustar alastairalastair/******************************************************************************* NAME ROBINSON PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Robinson projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ static double pr[21]; static double xlr[21]; /* Initialize the ROBINSON projection ---------------------------------*/ long robforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; pr[1]= -0.062; xlr[1]=0.9986; pr[2]=0.0; xlr[2]=1.0; pr[3]=0.062; xlr[3]=0.9986; pr[4]=0.124; xlr[4]=0.9954; pr[5]=0.186; xlr[5]=0.99; pr[6]=0.248; xlr[6]=0.9822; pr[7]=0.31; xlr[7]=0.973; pr[8]=0.372; xlr[8]=0.96; pr[9]=0.434; xlr[9]=0.9427; pr[10]=0.4958; xlr[10]=0.9216; pr[11]=0.5571; xlr[11]=0.8962; pr[12]=0.6176; xlr[12]=0.8679; pr[13]=0.6769; xlr[13]=0.835; pr[14]=0.7346; xlr[14]=0.7986; pr[15]=0.7903; xlr[15]=0.7597; pr[16]=0.8435; xlr[16]=0.7186; pr[17]=0.8936; xlr[17]=0.6732; pr[18]=0.9394; xlr[18]=0.6213; pr[19]=0.9761; xlr[19]=0.5722; pr[20]=1.0; xlr[20]=0.5322; for (i = 0; i < 21; i++) xlr[i] *= 0.9858; /* Report parameters to the user -----------------------------*/ ptitle("ROBINSON"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Robinson forward equations--mapping lat,long to x,y ------------------------------------------------------------*/ long robfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double p2; long ip1; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); p2 = fabs(lat / 5.0 / .01745329252); ip1 = (long) (p2 - EPSLN); /* Stirling's interpolation formula (using 2nd Diff.) ---------------------------------------------------*/ p2 -= (double) ip1; *x = R * (xlr[ip1 + 2] + p2 * (xlr[ip1 + 3] - xlr[ip1 + 1]) / 2.0 + p2 * p2 * (xlr[ip1 + 3] - 2.0 * xlr[ip1 + 2] + xlr[ip1 + 1])/2.0) * dlon + false_easting; if (lat >= 0) *y = R * (pr[ip1 + 2] + p2 * (pr[ip1 + 3] - pr[ip1 +1]) / 2.0 + p2 * p2 * (pr[ip1 + 3] - 2.0 * pr[ip1 + 2] + pr[ip1 + 1]) / 2.0) * PI / 2.0 + false_northing; else *y = -R * (pr[ip1 + 2] + p2 * (pr[ip1 + 3] - pr[ip1 +1]) / 2.0 + p2 * p2 * (pr[ip1 + 3] - 2.0 * pr[ip1 + 2] + pr[ip1 + 1]) / 2.0) * PI / 2.0 + false_northing; return(OK); } libgctp-2.0/source/gvnspinv.c0000644000175000017500000001043412335175401016502 0ustar alastairalastair/******************************************************************************* NAME GENERAL VERTICAL NEAR-SIDE PERSPECTIVE PURPOSE: Transforms input Easting and Northing to longitude and latitude for the General Vertical Near-Side Perspective projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 This function was adapted from the General Vertical Near-side projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double p; /* Height above sphere */ static double sin_p15; /* Sine of the center latitude */ static double cos_p15; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the General Vertical Near-Side Perspective projection ---------------------------------------------------------------*/ long gvnspinvint(r, h,center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double h; /* height above sphere */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; p = 1.0 + h / R; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_p15, &cos_p15); /* Report parameters to the user -----------------------------*/ ptitle("GENERAL VERTICAL NEAR-SIDE PERSPECTIVE"); radius(r); genrpt(h,"Height of Point Above Surface of Sphere: "); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* General Vertical Near-Side Perspective inverse equations--mapping x,y to lat/long ----------------------------------------------------------------*/ long gvnspinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; double r; double con; double com; double z,sinz,cosz; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; rh = sqrt(x * x + y * y); r = rh / R; con = p - 1.0; com = p + 1.0; if (r > sqrt(con/com)) { p_error("Input data error","gvnsp-for"); return(155); } sinz = (p - sqrt(1.0 - (r * r * com) / con)) / (con / r + r/con); z = asinz(sinz); sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_center; return(OK); } *lat = asinz(cosz * sin_p15 + ( y * sinz * cos_p15)/rh); con = fabs(lat_center) - HALF_PI; if (fabs(con) <= EPSLN) { if (lat_center >= 0.0) { *lon = adjust_lon(lon_center + atan2(x, -y)); return(OK); } else { *lon = adjust_lon(lon_center - atan2(-x, y)); return(OK); } } con = cosz - sin_p15 * sin(*lat); if ((fabs(con) < EPSLN) && (fabs(x) < EPSLN)) return(OK); *lon = adjust_lon(lon_center + atan2((x * sinz * cos_p15), (con * rh))); return(OK); } libgctp-2.0/source/spload.f0000644000175000017500000001315412335175401016117 0ustar alastairalastairC **********************************************************************SPLD 1 C ** PROGRAM SPLOAD - LOADS NAD 1927 AND NAD 1983 DIRECT ACCESS FILES **SPLD 2 C ** U. S. GEOLOGICAL SURVEY - CHIPPEAUX AND LINCK 09/19/89 **SPLD 3 C **********************************************************************SPLD 4 PROGRAM SPLOAD SPLD 5 C SPLD 6 C PROGRAM TO COPY NAD 1927 AND NAD 1983 SEQUENTIAL FILES TO DIRECT SPLD 7 C ACCESS FILES FOR USE BY GCTP SPLD 8 C SPLD 9 REAL*8 PARM(9) SPLD 10 INTEGER*4 I, ID, IZONE, LENGTH SPLD 11 CHARACTER*32 ZNAME, GETF27, GETF83, PUTF27, PUTF83 SPLD 12 CHARACTER*3 STAT27, STAT83 SPLD 13 C SPLD 14 C IPR = LOGICAL UNIT NUMBER OF PRINTER SPLD 15 C GETF27 = NAME OF NAD 1927 INPUT FILE SPLD 16 C PUTF27 = NAME OF NAD 1927 OUTPUT FILE SPLD 17 C GETF83 = NAME OF NAD 1983 INPUT FILE SPLD 18 C PUTF83 = NAME OF NAD 1983 OUTPUT FILE SPLD 19 C STAT27 = STATUS OF NAD 1927 OUTPUT FILE SPLD 20 C STAT83 = STATUS OF NAD 1983 OUTPUT FILE SPLD 21 C LENGTH = LENGTH IN BYTES OR WORDS OF OUTPUT RECORDS SPLD 22 C SPLD 23 PARAMETER (IPR = 6) SPLD 24 PARAMETER (GETF27 = 'nad1927', GETF83 = 'nad1983') SPLD 25 PARAMETER (PUTF27 = 'nad27sp', PUTF83 = 'nad83sp') SPLD 26 PARAMETER (STAT27 = 'NEW', STAT83 = 'NEW') SPLD 27 PARAMETER (LENGTH = 108) SPLD 28 C SPLD 29 OPEN(UNIT=2,FILE=GETF27,STATUS='OLD', SPLD 30 . ACCESS='SEQUENTIAL') SPLD 31 OPEN(UNIT=3,FILE=PUTF27,STATUS=STAT27,RECL=LENGTH, SPLD 32 . ACCESS='DIRECT') SPLD 33 C SPLD 34 OPEN(UNIT=12,FILE=GETF83,STATUS='OLD', SPLD 35 . ACCESS='SEQUENTIAL') SPLD 36 OPEN(UNIT=13,FILE=PUTF83,STATUS=STAT83,RECL=LENGTH, SPLD 37 . ACCESS='DIRECT') SPLD 38 C SPLD 39 1 FORMAT(A32,7X,I1,31X,I4) SPLD 40 2 FORMAT(3D25.16) SPLD 41 3 FORMAT(1X,I3,5X,A32,5X,I4,5X,I1) SPLD 42 C SPLD 43 I = 0 SPLD 44 10 READ(2,1,END=20) ZNAME, ID, IZONE SPLD 45 I = I + 1 SPLD 46 READ(2,2) PARM(1), PARM(2), PARM(3) SPLD 47 READ(2,2) PARM(4), PARM(5), PARM(6) SPLD 48 READ(2,2) PARM(7), PARM(8), PARM(9) SPLD 49 WRITE(3,REC=I) ZNAME, ID, PARM SPLD 50 WRITE(IPR,3) I, ZNAME, IZONE, ID SPLD 51 GO TO 10 SPLD 52 C SPLD 53 20 I = 0 SPLD 54 30 READ(12,1,END=40) ZNAME, ID, IZONE SPLD 55 I = I + 1 SPLD 56 READ(12,2) PARM(1), PARM(2), PARM(3) SPLD 57 READ(12,2) PARM(4), PARM(5), PARM(6) SPLD 58 READ(12,2) PARM(7), PARM(8), PARM(9) SPLD 59 WRITE(13,REC=I) ZNAME, ID, PARM SPLD 60 WRITE(IPR,3) I, ZNAME, IZONE, ID SPLD 61 GO TO 30 SPLD 62 C SPLD 63 40 CLOSE(2) SPLD 64 CLOSE(3) SPLD 65 CLOSE(12) SPLD 66 CLOSE(13) SPLD 67 C SPLD 68 STOP SPLD 69 END SPLD 70 libgctp-2.0/source/vandginv.c0000644000175000017500000000721412335175401016446 0ustar alastairalastair/******************************************************************************* NAME VAN DER GRINTEN PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Van der Grinten projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Van Der Grinten projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Van Der Grinten projection ----------------------------------------*/ long vandginvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("VAN DER GRINTEN"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Van Der Grinten inverse equations--mapping x,y to lat/long ---------------------------------------------------------*/ long vandginv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double dlon; double xx,yy,xys,c1,c2,c3; double al,asq; double a1; double m1; double con; double th1; double d; /* inverse equations -----------------*/ x -= false_easting; y -= false_northing; con = PI * R; xx = x / con; yy = y / con; xys = xx * xx + yy * yy; c1 = -fabs(yy) * (1.0 + xys); c2 = c1 - 2.0 * yy * yy + xx * xx; c3 = -2.0 * c1 + 1.0 + 2.0 * yy * yy + xys * xys; d = yy * yy / c3 + (2.0 * c2 * c2 * c2 / c3 / c3 / c3 - 9.0 * c1 * c2 / c3 /c3) / 27.0; a1 = (c1 - c2 * c2 / 3.0 / c3) / c3; m1 = 2.0 * sqrt( -a1 / 3.0); con = ((3.0 * d) / a1) / m1; if (fabs(con) > 1.0) { if (con >= 0.0) con = 1.0; else con = -1.0; } th1 = acos(con) / 3.0; if (y >= 0) *lat = (-m1 * cos(th1 + PI / 3.0) - c2 / 3.0 / c3) * PI; else *lat = -(-m1 * cos(th1 + PI / 3.0) - c2 / 3.0 / c3) * PI; if (fabs(xx) < EPSLN) { *lon = lon_center; return(OK); } *lon = adjust_lon(lon_center + PI * (xys - 1.0 + sqrt(1.0 + 2.0 * (xx * xx - yy * yy) + xys * xys)) / 2.0 / xx); return(OK); } libgctp-2.0/source/orthfor.c0000644000175000017500000000640512335175401016316 0ustar alastairalastair/******************************************************************************* NAME ORTHOGRAPHIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Orthographic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p14; /* sin of center latitude */ static double cos_p14; /* cos of center latitude */ /* Initialize the Orthographic projection -------------------------------------*/ long orthforint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p14,&cos_p14); /* Report parameters to the user -----------------------------*/ ptitle("ORTHOGRAPHIC"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Orthographic forward equations--mapping lat,long to x,y ---------------------------------------------------*/ long orthfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sinphi, cosphi; /* sin and cos value */ double dlon; /* delta longitude value */ double coslon; /* cos of longitude */ double ksp; /* scale factor */ double g; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); sincos(lat,&sinphi,&cosphi); coslon = cos(dlon); g = sin_p14 * sinphi + cos_p14 * cosphi * coslon; ksp = 1.0; if ((g > 0) || (fabs(g) <= EPSLN)) { *x = false_easting + r_major * ksp * cosphi * sin(dlon); *y = false_northing + r_major * ksp * (cos_p14 * sinphi - sin_p14 * cosphi * coslon); } else { p_error("Point can not be projected","orth-for"); return(143); } return(OK); } libgctp-2.0/source/hamfor.c0000644000175000017500000000562612335175401016113 0ustar alastairalastair/******************************************************************************* NAME HAMMER PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Hammer projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the HAMMER projection -------------------------------*/ long hamforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("HAMMER"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* HAMMER forward equations--mapping lat,long to x,y ------------------------------------------------------------*/ long hamfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double fac; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); fac = R * 1.414213562 / sqrt(1.0 + cos(lat) * cos(dlon / 2.0)); *x = false_easting + fac * 2.0 * cos(lat) * sin(dlon / 2.0); *y = false_northing + fac * sin(lat); return(OK); } libgctp-2.0/source/sphdz.c0000644000175000017500000002041112335175401015754 0ustar alastairalastair/******************************************************************************* NAME SPHDZ PURPOSE: This function assigns values to the semimajor axis, semiminor axis, and radius of sphere. If the spheroid code is negative, the first two values in the parameter array (parm) are used to define the values as follows: --If parm[0] is a non-zero value and parm[1] is greater than one, the semimajor axis and radius are set to parm[0] and the semiminor axis is set to parm[1]. --If parm[0] is nonzero and parm[1] is greater than zero but less than or equal to one, the semimajor axis and radius are set to parm[0] and the semiminor axis is computed from the eccentricity squared value parm[1]. This algorithm is given below. --If parm[0] is nonzero and parm[1] is equal to zero, the semimajor axis, radius, and semiminor axis are set to parm[0]. --If parm[0] equals zero and parm[1] is greater than zero, the default Clarke 1866 is used to assign values to the semimajor axis, radius and semiminor axis. --If parm[0] and parm[1] equals zero, the semimajor axis and radius are set to 6370997.0 (This value is represented as the last value in the spheroid code array) and the semiminor axis is set to zero. if a spheroid code is zero or greater, the semimajor and semiminor axis are defined by the spheroid code, listed below in the array assignment, and the radius is set to 6370997.0. If the spheroid code is greater than SPHDCT the default spheroid, Clarke 1866, is used to define the semimajor and semiminor axis and radius is set to 6370997.0. The algorithm to define the semiminor axis using the eccentricity squared value is as follows: semiminor = sqrt(1.0 - ES) * semimajor where ES = eccentricity squared PROGRAMMER DATE ---------- ---- T. Mittan MARCH, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ /* Assign the radius value to the radius argument if a spheroid is assigned */ #define RADVAL 19 #include "cproj.h" #include "proj.h" /* Semi-Major axis of supported Spheroids */ static double major[SPHDCT] = { 6378206.4, /* 0: Clarke 1866 (default) */ 6378249.145, /* 1: Clarke 1880 */ 6377397.155, /* 2: Bessel */ 6378157.5, /* 3: International 1967 */ 6378388.0, /* 4: International 1909 */ 6378135.0, /* 5: WGS 72 */ 6377276.3452, /* 6: Everest */ 6378145.0, /* 7: WGS 66 */ 6378137.0, /* 8: GRS 1980 */ 6377563.396, /* 9: Airy */ 6377304.063, /* 10: Modified Everest */ 6377340.189, /* 11: Modified Airy */ 6378137.0, /* 12: WGS 84 */ 6378155.0, /* 13: Southeast Asia */ 6378160.0, /* 14: Australian National */ 6378245.0, /* 15: Krassovsky */ 6378270.0, /* 16: Hough */ 6378166.0, /* 17: Mercury 1960 */ 6378150.0, /* 18: Modified Mercury 1968 */ 6370997.0, /* 19: Sphere of Radius 6370997 meters*/ 6377483.865, /* 20: Bessel 1841(Namibia) */ 6377298.556, /* 21: Everest (Sabah & Sarawak) */ 6377301.243, /* 22: Everest (India 1956) */ 6377295.664, /* 23: Everest (Malaysia 1969) */ 6377304.063, /* 24: Everest (Malay & Singapr 1948)*/ 6377309.613, /* 25: Everest (Pakistan) */ 6378388.0, /* 26: Hayford */ 6378200.0, /* 27: Helmert 1906 */ 6378160.000, /* 28: Indonesian 1974 */ 6378160.0, /* 29: South American 1969 */ 6378165.0}; /* 30: WGS 60 */ /* Semi-Minor axis of supported Spheroids */ static double minor[SPHDCT] = { 6356583.8, /* 0: Clarke 1866 (default) */ 6356514.86955, /* 1: Clarke 1880 */ 6356078.96284, /* 2: Bessel */ 6356772.2, /* 3: International 1967 */ 6356911.94613, /* 4: International 1909 */ 6356750.519915, /* 5: WGS 72 */ 6356075.4133, /* 6: Everest */ 6356759.769356, /* 7: WGS 66 */ 6356752.31414, /* 8: GRS 1980 */ 6356256.91, /* 9: Airy */ 6356103.039, /* 10: Modified Everest */ 6356034.448, /* 11: Modified Airy */ 6356752.314245, /* 12: WGS 84 */ 6356773.3205, /* 13: Southeast Asia */ 6356774.719, /* 14: Australian National */ 6356863.0188, /* 15: Krassovsky */ 6356794.343479, /* 16: Hough */ 6356784.283666, /* 17: Mercury 1960 */ 6356768.337303, /* 18: Modified Mercury 1968 */ 6370997.0, /* 19: Sphere of Radius 6370997 meters*/ 6356165.382966, /* 20: Bessel 1841(Namibia) */ 6356097.571445, /* 21: Everest (Sabah & Sarawak) */ 6356100.228368, /* 22: Everest (India 1956) */ 6356094.667915, /* 23: Everest (Malaysia 1969) */ 6356103.038993, /* 24: Everest (Malay & Singapr 1948)*/ 6356108.570542, /* 25: Everest (Pakistan) */ 6356911.946128, /* 26: Hayford */ 6356818.169, /* 27: Helmert 1906 */ 6356774.504086, /* 28: Indonesian 1974 */ 6356774.719, /* 29: South American 1969 */ 6356783.287}; /* 30: WGS 60 */ /* Finds the correct ellipsoid axis ---------------------------------*/ void sphdz(isph,parm,r_major,r_minor,radius) long isph; /* spheroid code number */ double *parm; /* projection parameters */ double *r_major; /* major axis */ double *r_minor; /* minor axis */ double *radius; /* radius */ { double t_major; /* temporary major axis */ double t_minor; /* temporary minor axis */ long jsph; /* spheroid code number */ /* if the spheroid code is a negative number, get the semi-major and semi-minor axis from the projection array --------------------------------------------------------------------------*/ if (isph < 0) { t_major = fabs(parm[0]); t_minor = fabs(parm[1]); if (t_major > 0.0) { /* The semimajor axis and the semiminor axis are in the array, assign them directly --------------------------------------------------------------------*/ if (t_minor > 1.0) { *r_major = t_major; *r_minor = t_minor; *radius = t_major; } /* The semimajor axis and the eccentricity squared values are in the array, therefore, the semiminor axis is computed from the eccentricity squared value parm[1] ----------------------------------------------------------------------*/ else if (t_minor > 0.0) { *r_major = t_major; *radius = t_major; *r_minor = (sqrt(1.0 - t_minor)) * t_major; } /* The semiminor axis is zero or less, assign the semimajor axis to the semiminor axis. -----------------------------------------------------------------*/ else { *r_major = t_major; *radius = t_major; *r_minor = t_major; } } /* The sphroid code is to be used to assign the axis -------------------------------------------------*/ else if (t_minor > 0.0) /* t_major = 0 */ /* Assign Clarke 1866 semi-major and semi-minor axis ---------------------------------------------------*/ { *r_major = major[0]; *radius = major[0]; *r_minor = minor[0]; } else /* Assign Spheroid radius to semi-major and semi-minor axis ---------------------------------------------------------*/ { *r_major = major[RADVAL]; *radius = major[RADVAL]; *r_minor = major[RADVAL]; } } /* Use the spheroid code to assign the semi-major and semi-minor axis -----------------------------------------------------------------*/ else /* isph >= 0 */ { jsph = isph; /* The spheroid code is out of range, assign Clarke 1866 ------------------------------------------------------*/ if (jsph > (SPHDCT - 1)) { p_error("Invalid spheroid selection","INFORMATIONAL"); p_error("Reset to 0","INFORMATIONAL"); jsph = 0; } /* Assign the radius argument to the standard radius value -------------------------------------------------------*/ *r_major = major[jsph]; *r_minor = minor[jsph]; *radius = major[RADVAL]; } return; } libgctp-2.0/source/millinv.c0000644000175000017500000000556412335175401016312 0ustar alastairalastair/******************************************************************************* NAME MILLER CYLINDRICAL PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Miller Cylindrical projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Miller Cylindrical projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Miller Cylindrical projection -------------------------------------------*/ long millinvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("MILLER CYLINDRICAL"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Miller Cylindrical inverse equations--mapping x,y to lat/long ------------------------------------------------------------*/ long millinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double dlon; /* Inverse equations ------------------*/ x -= false_easting; y -= false_northing; *lon = adjust_lon(lon_center + x / R); *lat = 2.5 * (atan(exp(y / R / 1.25)) - PI / 4.0); return(OK); } libgctp-2.0/source/alconinv.c0000644000175000017500000001453012335175401016442 0ustar alastairalastair/******************************************************************************* NAME ALASKA CONFORMAL PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Alaska Conformal projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Alaska Conformal projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ static double acoef[7]; static double bcoef[7]; static double sin_p26; static double cos_p26; static double e; static long n; /* Initialize the ALASKA CONFORMAL projection -----------------------------------------*/ long alconinvint(r_maj,r_min,false_east,false_north) double r_maj; /* Major axis */ double r_min; /* Minor axis */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; double temp; double es; double chi; double esphi; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; false_easting = false_east; false_northing = false_north; lon_center = -152.0 * D2R; lat_center = 64.0 * D2R; n = 6; temp = r_minor / r_major; es = .006768657997291094; e = sqrt(es); acoef[1]= 0.9945303; acoef[2]= 0.0052083; acoef[3]= 0.0072721; acoef[4]= -0.0151089; acoef[5]= 0.0642675; acoef[6]= 0.3582802; bcoef[1]= 0.0; bcoef[2]= -.0027404; bcoef[3]= 0.0048181; bcoef[4]= -0.1932526; bcoef[5]= -0.1381226; bcoef[6]= -0.2884586; esphi = e * sin(lat_center); chi = 2.0 * atan(tan((HALF_PI + lat_center)/2.0) * pow(((1.0 - esphi)/(1.0 + esphi)),(e/2.0))) - HALF_PI; sincos(chi,&sin_p26,&cos_p26); /* Report parameters to the user -----------------------------*/ ptitle("ALASKA CONFORMAL"); radius2(r_major,r_minor); cenlon(lon_center); cenlat(lat_center); offsetp(false_easting,false_northing); return(OK); } /* ALASKA CONFORMAL inverse equations--mapping x,y to lat/long ----------------------------------------------------------*/ long alconinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double dlon; double sinlon,coslon; double esphi; double r; double s; double br; double bi; double ai; double ar; double ci; double cr; double di; double dr; double arn; double ain; double crn; double cin; double fxyr; double fxyi; double fpxyr; double fpxyi; double xp,yp; double den; double dxp; double dyp; double ds; double z; double cosz; double sinz; double rh; double chi; double dphi; double phi; long j; long nn; /* Inverse equations -----------------*/ x = (x - false_easting) / r_major; y = (y - false_northing) / r_major; xp = x; yp = y; nn = 0; /* Use Knuth algorithm for summing complex terms, to convert Modified- Stereographic conformal to Oblique Stereographic coordinates. --------------------------------------------------------------------*/ do { r = xp + xp; s = xp * xp + yp * yp; ar = acoef[n]; ai = bcoef[n]; br = acoef[n -1]; bi = bcoef[n - 1]; cr = (double) (n) * ar; ci = (double) (n) * ai; dr = (double) (n -1) * br; di = (double) (n -1) * bi; for (j = 2; j <= n; j++) { arn = br + r * ar; ain = bi + r * ai; if (j < n) { br = acoef[n -j] - s * ar; bi = bcoef[n - j] - s * ai; ar = arn; ai = ain; crn = dr + r * cr; cin = di + r * ci; dr = (double) (n - j) * acoef[n -j] - s * cr; di = (double) (n - j) * bcoef[n -j] - s * ci; cr = crn; ci = cin; } } br = -s * ar; bi = -s * ai; ar = arn; ai = ain; fxyr = xp * ar - yp * ai + br - x; fxyi = yp * ar + xp * ai + bi - y; fpxyr = xp * cr - yp * ci + dr; fpxyi = yp * cr + xp * ci + ci; den = fpxyr * fpxyr + fpxyi * fpxyi; dxp = -(fxyr * fpxyr + fxyi * fpxyi) / den; dyp = -(fxyi * fpxyr - fxyr * fpxyi) / den; xp = xp + dxp; yp = yp + dyp; ds = fabs(dxp) + fabs(dyp); nn++; if (nn > 20) { p_error("Too many iterations in inverse","alcon-inv"); return(235); } } while (ds > EPSLN); /* convert Oblique Stereographic coordinates to LAT/LONG ------------------------------------------------------*/ rh = sqrt(xp * xp + yp * yp); z = 2.0 * atan(rh / 2.0); sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_center; return(OK); } chi = asinz(cosz * sin_p26 + (yp * sinz * cos_p26) / rh); nn = 0; phi = chi; do { esphi = e * sin(phi); dphi = 2.0 * atan(tan((HALF_PI + chi) / 2.0) * pow(((1.0 + esphi) / (1.0 - esphi)),(e / 2.0))) - HALF_PI - phi; phi += dphi; nn++; if (nn > 20) { p_error("Too many iterations in inverse","alcon-inv"); return(236); } } while(fabs(dphi) > EPSLN); *lat = phi; *lon = adjust_lon (lon_center + atan2((xp * sinz), (rh * cos_p26 * cosz - yp * sin_p26 * sinz))); return(OK); } libgctp-2.0/source/sterfor.c0000644000175000017500000000643312335175401016320 0ustar alastairalastair/******************************************************************************* NAME STEREOGRAPHIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Stereographic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p10; /* sin of center latitude */ static double cos_p10; /* cos of center latitude */ /* Initialize the Stereographic projection --------------------------------------*/ long sterforint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p10,&cos_p10); /* Report parameters to the user -----------------------------*/ ptitle("STEREOGRAPHIC"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Stereographic forward equations--mapping lat,long to x,y ---------------------------------------------------*/ long sterfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sinphi, cosphi; /* sin and cos value */ double dlon; /* delta longitude value */ double coslon; /* cos of longitude */ double ksp; /* scale factor */ double g; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); sincos(lat,&sinphi,&cosphi); coslon = cos(dlon); g = sin_p10 * sinphi + cos_p10 * cosphi * coslon; if (fabs(g + 1.0) <= EPSLN) { p_error("Point projects into infinity","ster-for"); return(103); } else { ksp = 2.0 / (1.0 + g); *x = false_easting + r_major * ksp * cosphi * sin(dlon); *y = false_northing + r_major * ksp * (cos_p10 * sinphi - sin_p10 * cosphi * coslon); } return(OK); } libgctp-2.0/source/alconfor.c0000644000175000017500000001176712335175401016445 0ustar alastairalastair/******************************************************************************* NAME ALASKA CONFORMAL PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Alaska Conformal projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Alaska Conformal projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ static double acoef[7]; static double bcoef[7]; static double sin_p26; static double cos_p26; static double e; static long n; /* Initialize the ALASKA CONFORMAL projection -----------------------------------------*/ long alconforint(r_maj,r_min,false_east,false_north) double r_maj; /* Major axis */ double r_min; /* Minor axis */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; double temp; double es; double chi; double esphi; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; false_easting = false_east; false_northing = false_north; lon_center = -152.0 * D2R; lat_center = 64.0 * D2R; n = 6; es = .006768657997291094; e = sqrt(es); acoef[1]= 0.9945303; acoef[2]= 0.0052083; acoef[3]= 0.0072721; acoef[4]= -0.0151089; acoef[5]= 0.0642675; acoef[6]= 0.3582802; bcoef[1]= 0.0; bcoef[2]= -.0027404; bcoef[3]= 0.0048181; bcoef[4]= -0.1932526; bcoef[5]= -0.1381226; bcoef[6]= -0.2884586; esphi = e * sin(lat_center); chi = 2.0 * atan(tan((HALF_PI + lat_center)/2.0) * pow(((1.0 - esphi)/(1.0 + esphi)),(e/2.0))) - HALF_PI; sincos(chi,&sin_p26,&cos_p26); /* Report parameters to the user -----------------------------*/ ptitle("ALASKA CONFORMAL"); radius2(r_major,r_minor); cenlon(lon_center); cenlat(lat_center); offsetp(false_easting,false_northing); return(OK); } /* ALASKA CONFORMAL forward equations--mapping lat,long to x,y ----------------------------------------------------------*/ long alconfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double sinlon,coslon; double sinphi,cosphi; double esphi; double g; double s; double xp; double yp; double ar; double ai; double br; double bi; double arn; double ain; double chi; double r; long j; /* Forward equations -----------------*/ dlon = adjust_lon( lon - lon_center); /* caluclate x' and y' for Oblique Stereographic Proj for LAT/LONG ----------------------------------------------------------------*/ sincos(dlon,&sinlon,&coslon); esphi = e * sin(lat); chi = 2.0 * atan(tan((HALF_PI + lat) / 2.0) * pow(((1.0 - esphi) / (1.0 + esphi)),(e/2.0))) - HALF_PI; sincos(chi,&sinphi,&cosphi); g = sin_p26 * sinphi + cos_p26 * cosphi * coslon; s = 2.0 / (1.0 + g); xp = s * cosphi * sinlon; yp = s * (cos_p26 * sinphi - sin_p26 * cosphi * coslon); /* Use Knuth algorithm for summing complex terms, to convert Oblique Stereographic to Modified-Stereographic coord ----------------------------------------------------------*/ r = xp + xp; s = xp*xp + yp*yp; ar = acoef[n]; ai = bcoef[n]; br = acoef[n -1]; bi = bcoef[n -1]; for (j =2; j <= n; j++) { arn = br + r * ar; ain = bi + r * ai; if (j < n) { br = acoef[n - j] - s * ar; bi = bcoef[n - j] - s * ai; ar = arn; ai = ain; } } br = -s * ar; bi = -s * ai; ar = arn; ai = ain; *x = (xp * ar - yp * ai + br) * r_major + false_easting; *y = (yp * ar + xp * ai + bi) * r_major + false_northing; return(OK); } libgctp-2.0/source/eqconinv.c0000644000175000017500000001103012335175401016443 0ustar alastairalastair/******************************************************************************* NAME EQUIDISTANT CONIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Equidistant Conic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double ns; static double g; static double rh; /* Initialize the Equidistant Conic projection ------------------------------------------*/ long eqconinvint(r_maj,r_min,lat1,lat2,center_lon,center_lat,false_east, false_north, mode) double r_maj; /* major axis */ double r_min; /* minor axis */ double lat1; /* latitude of standard parallel*/ double lat2; /* latitude of standard parallel*/ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ long mode; /* which format is present A B */ { double temp; /* temporary variable */ double sinphi,cosphi; /* sin and cos values */ double ms1,ms2; double ml1,ml2; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); sincos(lat1,&sinphi,&cosphi); ms1 = msfnz(e,sinphi,cosphi); ml1 = mlfn(e0, e1, e2, e3, lat1); /* format B ---------*/ if (mode != 0) { if (fabs(lat1 + lat2) < EPSLN) { p_error("Standard Parallels on opposite sides of equator","eqcon-for"); return(81); } sincos(lat2,&sinphi,&cosphi); ms2 = msfnz(e,sinphi,cosphi); ml2 = mlfn(e0, e1, e2, e3, lat2); if (fabs(lat1 - lat2) >= EPSLN) ns = (ms1 - ms2) / (ml2 - ml1); else ns = sinphi; } else ns = sinphi; g = ml1 + ms1/ns; ml0 = mlfn(e0, e1, e2, e3, center_lat); rh = r_major * (g - ml0); /* Report parameters to the user -----------------------------*/ if (mode != 0) { ptitle("EQUIDISTANT CONIC"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(lon_center); origin(center_lat); offsetp(false_easting,false_northing); } else { ptitle("EQUIDISTANT CONIC"); radius2(r_major, r_minor); stparl1(lat1); cenlonmer(lon_center); origin(center_lat); offsetp(false_easting,false_northing); } return(OK); } /* Equidistant Conic inverse equations--mapping x,y to lat/long -----------------------------------------------------------*/ long eqconinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh1; double ml; double con; double theta; long flag; /* Inverse equations -----------------*/ flag = 0; x -= false_easting; y = rh - y + false_northing; if (ns >= 0) { rh1 = sqrt(x * x + y * y); con = 1.0; } else { rh1 = -sqrt(x * x + y * y); con = -1.0; } theta = 0.0; if (rh1 != 0.0) theta = atan2(con * x, con * y); ml = g - rh1 / r_major; *lat = phi3z(ml,e0,e1,e2,e3,&flag); *lon = adjust_lon(lon_center + theta / ns); if (flag != 0) return(flag); else return(OK); } libgctp-2.0/source/gnomfor.c0000644000175000017500000000665712335175401016313 0ustar alastairalastair/******************************************************************************* NAME GNOMONIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Gnomonic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 This function was adapted from the Gnomonic projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double sin_p13; /* Sine of the center latitude */ static double cos_p13; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Gnomonic projection ---------------------------------*/ long gnomforint(r, center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_p13, &cos_p13); /* Report parameters to the user -----------------------------*/ ptitle("GNOMONIC"); radius(r); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* Gnomonic forward equations--mapping lat,long to x,y --------------------------------------------------*/ long gnomfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double sinphi,cosphi; double coslon; double g; double ksp; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); sincos(lat,&sinphi,&cosphi); coslon = cos(dlon); g = sin_p13 * sinphi + cos_p13 * cosphi * coslon; if (g <= 0.0) { p_error("Point projects into infinity","gnomfor-conv"); return(133); } ksp = 1.0 / g; *x = false_easting + R * ksp * cosphi * sin(dlon); *y = false_northing + R * ksp * (cos_p13 * sinphi - sin_p13 * cosphi * coslon); return(OK); } libgctp-2.0/source/azimfor.c0000644000175000017500000000725612335175401016307 0ustar alastairalastair/******************************************************************************* NAME AZIMUTHAL EQUIDISTANT PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Azimuthal Equidistant projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p12; /* sin of center latitude */ static double cos_p12; /* cos of center latitude */ /* Initialize the Azimuthal projection ----------------------------------*/ long azimforint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p12,&cos_p12); /* Report parameters to the user -----------------------------*/ ptitle("AZIMUTHAL EQUIDISTANT"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Azimuthal forward equations--mapping lat,long to x,y ---------------------------------------------------*/ long azimfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sinphi, cosphi; /* sin and cos value */ double dlon; /* delta longitude value */ double coslon; /* cos of longitude */ double ksp; /* scale factor */ double g; double con; /* radius of circle */ double z; /* angle */ char mess[80]; /* error message buffer */ /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); sincos(lat,&sinphi,&cosphi); coslon = cos(dlon); g = sin_p12 * sinphi + cos_p12 * cosphi * coslon; if (fabs(fabs(g) - 1.0) < EPSLN) { ksp = 1.0; if (g < 0.0) { con = 2.0 * HALF_PI * r_major; sprintf(mess,"Point projects into a circle of radius = %12.2lf",con); p_error(mess,"azim-for"); return(123); } } else { z = acos(g); ksp = z/ sin(z); } *x = false_easting + r_major * ksp * cosphi * sin(dlon); *y = false_northing + r_major * ksp * (cos_p12 * sinphi - sin_p12 * cosphi * coslon); return(OK); } libgctp-2.0/source/sterinv.c0000644000175000017500000000713512335175401016326 0ustar alastairalastair/******************************************************************************* NAME STEREOGRAPHIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Stereographic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p10; /* sin of center latitude */ static double cos_p10; /* cos of center latitude */ /* Initialize the Stereographic projection --------------------------------------*/ long sterinvint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p10,&cos_p10); /* Report parameters to the user -----------------------------*/ ptitle("STEREOGRAPHIC"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Stereographic inverse equations--mapping x,y to lat/long -------------------------------------------------------*/ long sterinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; /* height above ellipsoid */ double z; /* angle */ double sinz,cosz; /* sin of z and cos of z */ double con; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; rh = sqrt(x * x + y * y); z = 2.0 * atan(rh / (2.0 * r_major)); sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_origin; return(OK); } else { *lat = asin(cosz * sin_p10 + (y * sinz * cos_p10) / rh); con = fabs(lat_origin) - HALF_PI; if (fabs(con) <= EPSLN) { if (lat_origin >= 0.0) { *lon = adjust_lon(lon_center + atan2(x, -y)); return(OK); } else { *lon = adjust_lon(lon_center - atan2(-x, y)); return(OK); } } else { con = cosz - sin_p10 * sin(*lat); if ((fabs(con) < EPSLN) && (fabs(x) < EPSLN)) return(OK); else *lon = adjust_lon(lon_center + atan2((x * sinz * cos_p10), (con * rh))); } } return(OK); } libgctp-2.0/source/somfor.c0000644000175000017500000001626212335175401016142 0ustar alastairalastair/******************************************************************************* NAME SPACE OBLIQUE MERCATOR (SOM) PURPOSE: The first method of Transforming input longitude and latitude to Easting and Northing for the SOM projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAM HISTORY PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand July, 1992 T. Mittan Mar, 1993 S. Nelson Nov, 1993 Changed error message ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include #include "cproj.h" #define LANDSAT_RATIO 0.5201613 static double lon_center,a,b,a2,a4,c1,c3,q,t,u,w,xj,p21,sa,ca,es,s,start; static double som_series(); static double false_easting; static double false_northing; long somforint(r_major,r_minor,satnum,path,alf_in,lon,false_east,false_north, time, start1,flag) double r_major; /* major axis */ double r_minor; /* minor axis */ long satnum; /* Landsat satellite number (1,2,3,4,5) */ long path; /* Landsat path number */ double alf_in; double lon; double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ double time; long start1; long flag; { long i; double alf,e2c,e2s,one_es; double dlam,fb,fa2,fa4,fc1,fc3,suma2,suma4,sumc1,sumc3,sumb; /* Place parameters in static storage for common use -------------------------------------------------*/ false_easting = false_east; false_northing = false_north; a = r_major; b = r_minor; es = 1.0 - SQUARE(r_minor/r_major); if (flag != 0) { alf = alf_in; p21 = time / 1440.0; lon_center = lon; start = start1; } else { if (satnum < 4) { alf = 99.092 * D2R; p21=103.2669323/1440.0; lon_center = (128.87 - (360.0/251.0 * path)) * D2R; } else { alf = 98.2 * D2R; p21=98.8841202/1440.0; lon_center = (129.30 - (360.0/233.0 * path)) * D2R; /* lon_center = (-129.30557714 - (360.0/233.0 * path)) * D2R; */ } start=0.0; } /* Report parameters to the user (to device set up prior to this call) -------------------------------------------------------------------*/ ptitle("SPACE OBLIQUE MERCATOR"); radius2(a,b); if (flag == 0) { genrpt_long(path, "Path Number: "); genrpt_long(satnum, "Satellite Number: "); } genrpt(alf*R2D, "Inclination of Orbit: "); genrpt(lon_center*R2D,"Longitude of Ascending Orbit: "); offsetp(false_easting,false_northing); genrpt(LANDSAT_RATIO, "Landsat Ratio: "); ca=cos(alf); if (fabs(ca)<1.e-9) ca=1.e-9; sa=sin(alf); e2c=es*ca*ca; e2s=es*sa*sa; w=(1.0-e2c)/(1.0-es); w=w*w-1.0; one_es=1.0-es; q = e2s / one_es; t = (e2s*(2.0-es)) / (one_es*one_es); u= e2c / one_es; xj = one_es*one_es*one_es; dlam=0.0; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=fa2; suma4=fa4; sumb=fb; sumc1=fc1; sumc3=fc3; for(i=9;i<=81;i+=18) { dlam=i; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+4.0*fa2; suma4=suma4+4.0*fa4; sumb=sumb+4.0*fb; sumc1=sumc1+4.0*fc1; sumc3=sumc3+4.0*fc3; } for(i=18; i<=72; i+=18) { dlam=i; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+2.0*fa2; suma4=suma4+2.0*fa4; sumb=sumb+2.0*fb; sumc1=sumc1+2.0*fc1; sumc3=sumc3+2.0*fc3; } dlam=90.0; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+fa2; suma4=suma4+fa4; sumb=sumb+fb; sumc1=sumc1+fc1; sumc3=sumc3+fc3; a2=suma2/30.0; a4=suma4/60.0; b=sumb/30.0; c1=sumc1/15.0; c3=sumc3/45.0; return(OK); } long somfor(lon, lat, y, x) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { long n,i,l; double delta_lon; double rlm,tabs,tlam,xlam,c,xlamt,ab2,sc1,ab1,xlamp,sav; double d,sdsq,sd,tanlg,xtan,tphi,dp,dd,ds,rlm2; double scl,tlamp,conv,delta_lat,radlt,radln; double temp; char errorbuf[80]; /* Forward equations -----------------*/ conv=1.e-7; delta_lat=lat; delta_lon= lon-lon_center; /* Test for latitude and longitude approaching 90 degrees ----------------------------------------------------*/ if (delta_lat>1.570796) delta_lat=1.570796; if (delta_lat<-1.570796) delta_lat= -1.570796; radlt=delta_lat; radln=delta_lon; if(delta_lat>=0.0)tlamp=PI/2.0; if(start!= 0.0)tlamp=2.5*PI; if(delta_lat<0.0) tlamp=1.5*PI; n=0; L230: sav=tlamp; l=0; xlamp=radln+p21*tlamp; ab1=cos(xlamp); if(fabs(ab1)=0.0) scl=1.0; if(ab1<0.0) scl= -1.0; ab2=tlamp-(scl)*sin(tlamp)*HALF_PI; L240: xlamt=radln+p21*sav; c=cos(xlamt); if (fabs(c)<1.e-7) xlamt=xlamt-1.e-7; xlam=(((1.0-es)*tan(radlt)*sa)+sin(xlamt)*ca)/c; tlam=atan(xlam); tlam=tlam+ab2; tabs=fabs(sav)-fabs(tlam); if(fabs(tabs) 50) goto L260; sav=tlam; goto L240; /* Adjust for confusion at beginning and end of landsat orbits -----------------------------------------------------------*/ L250: rlm=PI*LANDSAT_RATIO; rlm2=rlm+2.0*PI; n++; if(n>=3) goto L300; if(tlam>rlm&&tlam=rlm2) tlamp=HALF_PI; goto L230; L260: sprintf(errorbuf,"50 iterations without conv\n"); p_error(errorbuf,"som-forward"); return(214); /* tlam computed - now compute tphi --------------------------------*/ L300: ds=sin(tlam); dd=ds*ds; dp=sin(radlt); tphi=asin(((1.0-es)*ca*dp-sa*cos(radlt)*sin(xlamt))/sqrt(1.0-es*dp*dp)); /* compute x and y ---------------*/ xtan = (PI/4.0) + (tphi/2.0); tanlg = log(tan(xtan)); sd=sin(tlam); sdsq=sd*sd; s=p21*sa*cos(tlam)*sqrt((1.0+t*sdsq)/((1.0+w*sdsq)*(1.0+q*sdsq))); d=sqrt(xj*xj+s*s); *x=b*tlam+a2*sin(2.0*tlam)+a4*sin(4.0*tlam)-tanlg*s/d; *x = a* *x; *y=c1*sd+c3*sin(3.0*tlam)+tanlg*xj/d; *y = a* *y; /* Negate x & swap x,y -------------------*/ temp= *x; *x= *y + false_easting; *y=temp + false_northing;; return(OK); } /* Series to calculate a,b,c coefficients to convert from transform latitude,longitude to Space Oblique Mercator (SOM) rectangular coordinates Mathematical analysis by John Snyder 6/82 --------------------------------------------------------------------------*/ static double som_series(fb,fa2,fa4,fc1,fc3,dlam) double *fb,*fa2,*fa4,*fc1,*fc3,*dlam; { double sd,sdsq,h,sq,fc; *dlam= *dlam*0.0174532925; /* Convert dlam to radians */ sd=sin(*dlam); sdsq=sd*sd; s=p21*sa*cos(*dlam)*sqrt((1.0+t*sdsq)/((1.0+w*sdsq)*(1.0+q*sdsq))); h=sqrt((1.0+q*sdsq)/(1.0+w*sdsq))*(((1.0+w*sdsq)/((1.0+q*sdsq)*(1.0+ q*sdsq)))-p21*ca); sq=sqrt(xj*xj+s*s); *fb=(h*xj-s*s)/sq; *fa2= *fb*cos(2.0* *dlam); *fa4= *fb*cos(4.0* *dlam); fc=s*(h+xj)/sq; *fc1=fc*cos(*dlam); *fc3=fc*cos(3.0* *dlam); } libgctp-2.0/source/nad1927.dat0000644000175000017500000012047012335175401016245 0ustar alastairalastairALABAMA EAST 1 NAD27 101 0.6378206400000000D+07 0.6768657997291094D-02 -0.8550000000000000D+06 0.9999600000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3030000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALABAMA WEST 1 NAD27 102 0.6378206400000000D+07 0.6768657997291094D-02 -0.8730000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 10 2 NAD27 5010 0.6378206400000000D+07 0.6768657997291094D-02 -0.1760000000000000D+07 0.1000000000000000D+01 0.5350000000000000D+06 0.5150000000000000D+06 0.5100000000000000D+06 0.9144018288036576D+06 0.0000000000000000D+00 AMERICAN SAMOA 2 NAD27 5300 0.6378206400000000D+07 0.6768657997291094D-02 -0.1700000000000000D+07 0.1000000000000000D+01 -0.1416000000000000D+06 -0.1416000000000000D+06 -0.1416000000000000D+06 0.1524003048006096D+06 0.9516931165862332D+05 ARIZONA EAST 1 NAD27 201 0.6378206400000000D+07 0.6768657997291094D-02 -0.1101000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ARIZONA CENTRAL 1 NAD27 202 0.6378206400000000D+07 0.6768657997291094D-02 -0.1115500000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ARIZONA WEST 1 NAD27 203 0.6378206400000000D+07 0.6768657997291094D-02 -0.1134500000000000D+07 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ARKANSAS NORTH 2 NAD27 301 0.6378206400000000D+07 0.6768657997291094D-02 -0.9200000000000000D+06 0.1000000000000000D+01 0.3614000000000000D+06 0.3456000000000000D+06 0.3420000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 ARKANSAS SOUTH 2 NAD27 302 0.6378206400000000D+07 0.6768657997291094D-02 -0.9200000000000000D+06 0.1000000000000000D+01 0.3446000000000000D+06 0.3318000000000000D+06 0.3240000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA I 2 NAD27 401 0.6378206400000000D+07 0.6768657997291094D-02 -0.1220000000000000D+07 0.1000000000000000D+01 0.4140000000000000D+06 0.4000000000000000D+06 0.3920000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA II 2 NAD27 402 0.6378206400000000D+07 0.6768657997291094D-02 -0.1220000000000000D+07 0.1000000000000000D+01 0.3950000000000000D+06 0.3820000000000000D+06 0.3740000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA III 2 NAD27 403 0.6378206400000000D+07 0.6768657997291094D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.3826000000000000D+06 0.3704000000000000D+06 0.3630000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA IV 2 NAD27 404 0.6378206400000000D+07 0.6768657997291094D-02 -0.1190000000000000D+07 0.1000000000000000D+01 0.3715000000000000D+06 0.3600000000000000D+06 0.3520000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA V 2 NAD27 405 0.6378206400000000D+07 0.6768657997291094D-02 -0.1180000000000000D+07 0.1000000000000000D+01 0.3528000000000000D+06 0.3402000000000000D+06 0.3330000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA VI 2 NAD27 406 0.6378206400000000D+07 0.6768657997291094D-02 -0.1161500000000000D+07 0.1000000000000000D+01 0.3353000000000000D+06 0.3247000000000000D+06 0.3210000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CALIFORNIA VII 2 NAD27 407 0.6378206400000000D+07 0.6768657997291094D-02 -0.1182000000000000D+07 0.1000000000000000D+01 0.3425000000000000D+06 0.3352000000000000D+06 0.3408000000000000D+06 0.1276106450596901D+07 0.1268253006858014D+07 COLORADO NORTH 2 NAD27 501 0.6378206400000000D+07 0.6768657997291094D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.4047000000000000D+06 0.3943000000000000D+06 0.3920000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 COLORADO CENTRAL 2 NAD27 502 0.6378206400000000D+07 0.6768657997291094D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.3945000000000000D+06 0.3827000000000000D+06 0.3750000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 COLORADO SOUTH 2 NAD27 503 0.6378206400000000D+07 0.6768657997291094D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.3826000000000000D+06 0.3714000000000000D+06 0.3640000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 CONNECTICUT --- 2 NAD27 600 0.6378206400000000D+07 0.6768657997291094D-02 -0.7245000000000000D+06 0.1000000000000000D+01 0.4152000000000000D+06 0.4112000000000000D+06 0.4050000000000000D+06 0.1828803657607315D+06 0.0000000000000000D+00 DELAWARE --- 1 NAD27 700 0.6378206400000000D+07 0.6768657997291094D-02 -0.7525000000000000D+06 0.9999950000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3800000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 FLORIDA EAST 1 NAD27 901 0.6378206400000000D+07 0.6768657997291094D-02 -0.8100000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2420000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 FLORIDA WEST 1 NAD27 902 0.6378206400000000D+07 0.6768657997291094D-02 -0.8200000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2420000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 FLORIDA NORTH 2 NAD27 903 0.6378206400000000D+07 0.6768657997291094D-02 -0.8430000000000000D+06 0.1000000000000000D+01 0.3045000000000000D+06 0.2935000000000000D+06 0.2900000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 GEORGIA EAST 1 NAD27 1001 0.6378206400000000D+07 0.6768657997291094D-02 -0.8210000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 GEORGIA WEST 1 NAD27 1002 0.6378206400000000D+07 0.6768657997291094D-02 -0.8410000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 HAWAII 1 1 NAD27 5101 0.6378206400000000D+07 0.6768657997291094D-02 -0.1553000000000000D+07 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.1850000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 HAWAII 2 1 NAD27 5102 0.6378206400000000D+07 0.6768657997291094D-02 -0.1564000000000000D+07 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2020000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 HAWAII 3 1 NAD27 5103 0.6378206400000000D+07 0.6768657997291094D-02 -0.1580000000000000D+07 0.9999900000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2110000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 HAWAII 4 1 NAD27 5104 0.6378206400000000D+07 0.6768657997291094D-02 -0.1593000000000000D+07 0.9999900000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2150000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 HAWAII 5 1 NAD27 5105 0.6378206400000000D+07 0.6768657997291094D-02 -0.1601000000000000D+07 0.1000000000000000D+01 0.0000000000000000D+00 0.0000000000000000D+00 0.2140000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 IDAHO EAST 1 NAD27 1101 0.6378206400000000D+07 0.6768657997291094D-02 -0.1121000000000000D+07 0.9999473684210526D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 IDAHO CENTRAL 1 NAD27 1102 0.6378206400000000D+07 0.6768657997291094D-02 -0.1140000000000000D+07 0.9999473684210526D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 IDAHO WEST 1 NAD27 1103 0.6378206400000000D+07 0.6768657997291094D-02 -0.1154500000000000D+07 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ILLINOIS EAST 1 NAD27 1201 0.6378206400000000D+07 0.6768657997291094D-02 -0.8820000000000000D+06 0.9999750000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3640000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ILLINOIS WEST 1 NAD27 1202 0.6378206400000000D+07 0.6768657997291094D-02 -0.9010000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3640000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 INDIANA EAST 1 NAD27 1301 0.6378206400000000D+07 0.6768657997291094D-02 -0.8540000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3730000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 INDIANA WEST 1 NAD27 1302 0.6378206400000000D+07 0.6768657997291094D-02 -0.8705000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3730000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 IOWA NORTH 2 NAD27 1401 0.6378206400000000D+07 0.6768657997291094D-02 -0.9330000000000000D+06 0.1000000000000000D+01 0.4316000000000000D+06 0.4204000000000000D+06 0.4130000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 IOWA SOUTH 2 NAD27 1402 0.6378206400000000D+07 0.6768657997291094D-02 -0.9330000000000000D+06 0.1000000000000000D+01 0.4147000000000000D+06 0.4037000000000000D+06 0.4000000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 KANSAS NORTH 2 NAD27 1501 0.6378206400000000D+07 0.6768657997291094D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3947000000000000D+06 0.3843000000000000D+06 0.3820000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 KANSAS SOUTH 2 NAD27 1502 0.6378206400000000D+07 0.6768657997291094D-02 -0.9830000000000000D+06 0.1000000000000000D+01 0.3834000000000000D+06 0.3716000000000000D+06 0.3640000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 KENTUCKY NORTH 2 NAD27 1601 0.6378206400000000D+07 0.6768657997291094D-02 -0.8415000000000000D+06 0.1000000000000000D+01 0.3858000000000000D+06 0.3758000000000000D+06 0.3730000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 KENTUCKY SOUTH 2 NAD27 1602 0.6378206400000000D+07 0.6768657997291094D-02 -0.8545000000000000D+06 0.1000000000000000D+01 0.3756000000000000D+06 0.3644000000000000D+06 0.3620000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 LOUISIANA NORTH 2 NAD27 1701 0.6378206400000000D+07 0.6768657997291094D-02 -0.9230000000000000D+06 0.1000000000000000D+01 0.3240000000000000D+06 0.3110000000000000D+06 0.3040000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 LOUISIANA SOUTH 2 NAD27 1702 0.6378206400000000D+07 0.6768657997291094D-02 -0.9120000000000000D+06 0.1000000000000000D+01 0.3042000000000000D+06 0.2918000000000000D+06 0.2840000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 LOUISIANA OFFSHORE 2 NAD27 1703 0.6378206400000000D+07 0.6768657997291094D-02 -0.9120000000000000D+06 0.1000000000000000D+01 0.2750000000000000D+06 0.2610000000000000D+06 0.2540000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MAINE EAST 1 NAD27 1801 0.6378206400000000D+07 0.6768657997291094D-02 -0.6830000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4350000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MAINE WEST 1 NAD27 1802 0.6378206400000000D+07 0.6768657997291094D-02 -0.7010000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4250000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MARYLAND --- 2 NAD27 1900 0.6378206400000000D+07 0.6768657997291094D-02 -0.7700000000000000D+06 0.1000000000000000D+01 0.3927000000000000D+06 0.3818000000000000D+06 0.3750000000000000D+06 0.2438404876809754D+06 0.0000000000000000D+00 MASSACHUSETTS MAINLAND 2 NAD27 2001 0.6378206400000000D+07 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0.4702000000000000D+06 0.4630000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MINNESOTA CENTRAL 2 NAD27 2202 0.6378206400000000D+07 0.6768657997291094D-02 -0.9415000000000000D+06 0.1000000000000000D+01 0.4703000000000000D+06 0.4537000000000000D+06 0.4500000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MINNESOTA SOUTH 2 NAD27 2203 0.6378206400000000D+07 0.6768657997291094D-02 -0.9400000000000000D+06 0.1000000000000000D+01 0.4513000000000000D+06 0.4347000000000000D+06 0.4300000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MISSISSIPPI EAST 1 NAD27 2301 0.6378206400000000D+07 0.6768657997291094D-02 -0.8850000000000000D+06 0.9999600000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2940000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MISSISSIPPI WEST 1 NAD27 2302 0.6378206400000000D+07 0.6768657997291094D-02 -0.9020000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3030000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MISSOURI EAST 1 NAD27 2401 0.6378206400000000D+07 0.6768657997291094D-02 -0.9030000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3550000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MISSOURI CENTRAL 1 NAD27 2402 0.6378206400000000D+07 0.6768657997291094D-02 -0.9230000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3550000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MISSOURI WEST 1 NAD27 2403 0.6378206400000000D+07 0.6768657997291094D-02 -0.9430000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3610000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MONTANA NORTH 2 NAD27 2501 0.6378206400000000D+07 0.6768657997291094D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4843000000000000D+06 0.4751000000000000D+06 0.4700000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MONTANA CENTRAL 2 NAD27 2502 0.6378206400000000D+07 0.6768657997291094D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4753000000000000D+06 0.4627000000000000D+06 0.4550000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 MONTANA SOUTH 2 NAD27 2503 0.6378206400000000D+07 0.6768657997291094D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4624000000000000D+06 0.4452000000000000D+06 0.4400000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 NEBRASKA NORTH 2 NAD27 2601 0.6378206400000000D+07 0.6768657997291094D-02 -0.1000000000000000D+07 0.1000000000000000D+01 0.4249000000000000D+06 0.4151000000000000D+06 0.4120000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 NEBRASKA SOUTH 2 NAD27 2602 0.6378206400000000D+07 0.6768657997291094D-02 -0.9930000000000000D+06 0.1000000000000000D+01 0.4143000000000000D+06 0.4017000000000000D+06 0.3940000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 NEVADA EAST 1 NAD27 2701 0.6378206400000000D+07 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0.0000000000000000D+00 0.4000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 NEW YORK CENTRAL 1 NAD27 3102 0.6378206400000000D+07 0.6768657997291094D-02 -0.7635000000000000D+06 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 NEW YORK WEST 1 NAD27 3103 0.6378206400000000D+07 0.6768657997291094D-02 -0.7835000000000000D+06 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4000000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 NEW YORK LONG ISLAND 2 NAD27 3104 0.6378206400000000D+07 0.6768657997291094D-02 -0.7400000000000000D+06 0.1000000000000000D+01 0.4102000000000000D+06 0.4040000000000000D+06 0.4030000000000000D+06 0.6096012192024384D+06 0.3048006096012192D+05 NORTH CAROLINA --- 2 NAD27 3200 0.6378206400000000D+07 0.6768657997291094D-02 -0.7900000000000000D+06 0.1000000000000000D+01 0.3610000000000000D+06 0.3420000000000000D+06 0.3345000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 NORTH DAKOTA NORTH 2 NAD27 3301 0.6378206400000000D+07 0.6768657997291094D-02 -0.1003000000000000D+07 0.1000000000000000D+01 0.4844000000000000D+06 0.4726000000000000D+06 0.4700000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 NORTH DAKOTA SOUTH 2 NAD27 3302 0.6378206400000000D+07 0.6768657997291094D-02 -0.1003000000000000D+07 0.1000000000000000D+01 0.4729000000000000D+06 0.4611000000000000D+06 0.4540000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OHIO NORTH 2 NAD27 3401 0.6378206400000000D+07 0.6768657997291094D-02 -0.8230000000000000D+06 0.1000000000000000D+01 0.4142000000000000D+06 0.4026000000000000D+06 0.3940000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OHIO SOUTH 2 NAD27 3402 0.6378206400000000D+07 0.6768657997291094D-02 -0.8230000000000000D+06 0.1000000000000000D+01 0.4002000000000000D+06 0.3844000000000000D+06 0.3800000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OKLAHOMA NORTH 2 NAD27 3501 0.6378206400000000D+07 0.6768657997291094D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3646000000000000D+06 0.3534000000000000D+06 0.3500000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OKLAHOMA SOUTH 2 NAD27 3502 0.6378206400000000D+07 0.6768657997291094D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3514000000000000D+06 0.3356000000000000D+06 0.3320000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OREGON NORTH 2 NAD27 3601 0.6378206400000000D+07 0.6768657997291094D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4600000000000000D+06 0.4420000000000000D+06 0.4340000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 OREGON SOUTH 2 NAD27 3602 0.6378206400000000D+07 0.6768657997291094D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4400000000000000D+06 0.4220000000000000D+06 0.4140000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 PENNSYLVANIA NORTH 2 NAD27 3701 0.6378206400000000D+07 0.6768657997291094D-02 -0.7745000000000000D+06 0.1000000000000000D+01 0.4157000000000000D+06 0.4053000000000000D+06 0.4010000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 PENNSYLVANIA SOUTH 2 NAD27 3702 0.6378206400000000D+07 0.6768657997291094D-02 -0.7745000000000000D+06 0.1000000000000000D+01 0.4058000000000000D+06 0.3956000000000000D+06 0.3920000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 RHODE ISLAND --- 1 NAD27 3800 0.6378206400000000D+07 0.6768657997291094D-02 -0.7130000000000000D+06 0.9999937500000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4105000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 SOUTH CAROLINA NORTH 2 NAD27 3901 0.6378206400000000D+07 0.6768657997291094D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3458000000000000D+06 0.3346000000000000D+06 0.3300000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 SOUTH CAROLINA SOUTH 2 NAD27 3902 0.6378206400000000D+07 0.6768657997291094D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3340000000000000D+06 0.3220000000000000D+06 0.3150000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 SOUTH DAKOTA NORTH 2 NAD27 4001 0.6378206400000000D+07 0.6768657997291094D-02 -0.1000000000000000D+07 0.1000000000000000D+01 0.4541000000000000D+06 0.4425000000000000D+06 0.4350000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 SOUTH DAKOTA SOUTH 2 NAD27 4002 0.6378206400000000D+07 0.6768657997291094D-02 -0.1002000000000000D+07 0.1000000000000000D+01 0.4424000000000000D+06 0.4250000000000000D+06 0.4220000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 TENNESSEE --- 2 NAD27 4100 0.6378206400000000D+07 0.6768657997291094D-02 -0.8600000000000000D+06 0.1000000000000000D+01 0.3625000000000000D+06 0.3515000000000000D+06 0.3440000000000000D+06 0.6096012192024384D+06 0.3048006096012192D+05 TEXAS NORTH 2 NAD27 4201 0.6378206400000000D+07 0.6768657997291094D-02 -0.1013000000000000D+07 0.1000000000000000D+01 0.3611000000000000D+06 0.3439000000000000D+06 0.3400000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 TEXAS NORTH CENTRAL 2 NAD27 4202 0.6378206400000000D+07 0.6768657997291094D-02 -0.9730000000000000D+06 0.1000000000000000D+01 0.3358000000000000D+06 0.3208000000000000D+06 0.3140000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 TEXAS CENTRAL 2 NAD27 4203 0.6378206400000000D+07 0.6768657997291094D-02 -0.1002000000000000D+07 0.1000000000000000D+01 0.3153000000000000D+06 0.3007000000000000D+06 0.2940000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 TEXAS SOUTH CENTRAL 2 NAD27 4204 0.6378206400000000D+07 0.6768657997291094D-02 -0.9900000000000000D+06 0.1000000000000000D+01 0.3017000000000000D+06 0.2823000000000000D+06 0.2750000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 TEXAS SOUTH 2 NAD27 4205 0.6378206400000000D+07 0.6768657997291094D-02 -0.9830000000000000D+06 0.1000000000000000D+01 0.2750000000000000D+06 0.2610000000000000D+06 0.2540000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 UTAH NORTH 2 NAD27 4301 0.6378206400000000D+07 0.6768657997291094D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.4147000000000000D+06 0.4043000000000000D+06 0.4020000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 UTAH CENTRAL 2 NAD27 4302 0.6378206400000000D+07 0.6768657997291094D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.4039000000000000D+06 0.3901000000000000D+06 0.3820000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 UTAH SOUTH 2 NAD27 4303 0.6378206400000000D+07 0.6768657997291094D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.3821000000000000D+06 0.3713000000000000D+06 0.3640000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 VERMONT --- 1 NAD27 4400 0.6378206400000000D+07 0.6768657997291094D-02 -0.7230000000000000D+06 0.9999642857142857D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4230000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 VIRGINIA NORTH 2 NAD27 4501 0.6378206400000000D+07 0.6768657997291094D-02 -0.7830000000000000D+06 0.1000000000000000D+01 0.3912000000000000D+06 0.3802000000000000D+06 0.3740000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 VIRGINIA SOUTH 2 NAD27 4502 0.6378206400000000D+07 0.6768657997291094D-02 -0.7830000000000000D+06 0.1000000000000000D+01 0.3758000000000000D+06 0.3646000000000000D+06 0.3620000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WASHINGTON NORTH 2 NAD27 4601 0.6378206400000000D+07 0.6768657997291094D-02 -0.1205000000000000D+07 0.1000000000000000D+01 0.4844000000000000D+06 0.4730000000000000D+06 0.4700000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WASHINGTON SOUTH 2 NAD27 4602 0.6378206400000000D+07 0.6768657997291094D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4720000000000000D+06 0.4550000000000000D+06 0.4520000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WEST VIRGINIA NORTH 2 NAD27 4701 0.6378206400000000D+07 0.6768657997291094D-02 -0.7930000000000000D+06 0.1000000000000000D+01 0.4015000000000000D+06 0.3900000000000000D+06 0.3830000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WEST VIRGINIA SOUTH 2 NAD27 4702 0.6378206400000000D+07 0.6768657997291094D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3853000000000000D+06 0.3729000000000000D+06 0.3700000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WISCONSIN NORTH 2 NAD27 4801 0.6378206400000000D+07 0.6768657997291094D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4646000000000000D+06 0.4534000000000000D+06 0.4510000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WISCONSIN CENTRAL 2 NAD27 4802 0.6378206400000000D+07 0.6768657997291094D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4530000000000000D+06 0.4415000000000000D+06 0.4350000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WISCONSIN SOUTH 2 NAD27 4803 0.6378206400000000D+07 0.6768657997291094D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4404000000000000D+06 0.4244000000000000D+06 0.4200000000000000D+06 0.6096012192024384D+06 0.0000000000000000D+00 WYOMING EAST 1 NAD27 4901 0.6378206400000000D+07 0.6768657997291094D-02 -0.1051000000000000D+07 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4040000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 WYOMING EAST CENTRAL 1 NAD27 4902 0.6378206400000000D+07 0.6768657997291094D-02 -0.1072000000000000D+07 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4040000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 WYOMING WEST CENTRAL 1 NAD27 4903 0.6378206400000000D+07 0.6768657997291094D-02 -0.1084500000000000D+07 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4040000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 WYOMING WEST 1 NAD27 4904 0.6378206400000000D+07 0.6768657997291094D-02 -0.1100500000000000D+07 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4040000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 1 4 NAD27 5001 0.6378206400000000D+07 0.6768657997291094D-02 -0.1334000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 -0.3652116315000000D+06 0.5700000000000000D+06 0.8185855672270928D+06 0.5752192451072642D+06 ALASKA ZONE NO. 2 1 NAD27 5002 0.6378206400000000D+07 0.6768657997291094D-02 -0.1420000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 3 1 NAD27 5003 0.6378206400000000D+07 0.6768657997291094D-02 -0.1460000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 4 1 NAD27 5004 0.6378206400000000D+07 0.6768657997291094D-02 -0.1500000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 5 1 NAD27 5005 0.6378206400000000D+07 0.6768657997291094D-02 -0.1540000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 6 1 NAD27 5006 0.6378206400000000D+07 0.6768657997291094D-02 -0.1580000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 7 1 NAD27 5007 0.6378206400000000D+07 0.6768657997291094D-02 -0.1620000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.2133604267208534D+06 0.0000000000000000D+00 ALASKA ZONE NO. 8 1 NAD27 5008 0.6378206400000000D+07 0.6768657997291094D-02 -0.1660000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 ALASKA ZONE NO. 9 1 NAD27 5009 0.6378206400000000D+07 0.6768657997291094D-02 -0.1700000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.1828803657607315D+06 0.0000000000000000D+00 PUERTO RICO AND VIRGIN ISLANDS 2 NAD27 5201 0.6378206400000000D+07 0.6768657997291094D-02 -0.6626000000000000D+06 0.1000000000000000D+01 0.1826000000000000D+06 0.1802000000000000D+06 0.1750000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 VIRGIN ISLANDS ST. CROIX 2 NAD27 5202 0.6378206400000000D+07 0.6768657997291094D-02 -0.6626000000000000D+06 0.1000000000000000D+01 0.1826000000000000D+06 0.1802000000000000D+06 0.1750000000000000D+06 0.1524003048006096D+06 0.3048006096012192D+05 GUAM ISLAND 3 NAD27 5400 0.6378206400000000D+07 0.6768657997291094D-02 0.1444455502540000D+07 0.1328208788700000D+06 0.5000000000000000D+05 0.5000000000000000D+05 0.0000000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 libgctp-2.0/source/psinv.c0000644000175000017500000000772412335175401015777 0ustar alastairalastair/******************************************************************************* NAME POLAR STEREOGRAPHIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Polar Stereographic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan 2-26-93 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double e; /* eccentricity */ static double e4; /* e4 calculated from eccentricity*/ static double center_lon; /* center longitude */ static double center_lat; /* center latitude */ static double fac; /* sign variable */ static double ind; /* flag variable */ static double mcs; /* small value m */ static double tcs; /* small value t */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Polar Stereographic projection --------------------------------------------*/ long psinvint(r_maj,r_min,c_lon,c_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double c_lon; /* center longitude */ double c_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ double con1; /* temporary angle */ double sinphi; /* sin value */ double cosphi; /* cos value */ double es; /* eccentricity squared */ r_major = r_maj; r_minor = r_min; false_easting = false_east; false_northing = false_north; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e4 = e4fn(e); center_lon = c_lon; center_lat = c_lat; if (c_lat < 0) fac = -1.0; else fac = 1.0; ind = 0; if (fabs(fabs(c_lat) - HALF_PI) > EPSLN) { ind = 1; con1 = fac * center_lat; sincos(con1,&sinphi,&cosphi); mcs = msfnz(e,sinphi,cosphi); tcs = tsfnz(e,con1,sinphi); } /* Report parameters to the user -----------------------------*/ ptitle("POLAR STEREOGRAPHIC"); radius2(r_major, r_minor); cenlon(center_lon); offsetp(false_east,false_north); return(OK); } /* Polar Stereographic inverse equations--mapping x,y to lat/long --------------------------------------------------------------*/ long psinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; /* height above ellipsiod */ double ts; /* small value t */ double temp; /* temporary variable */ long flag; /* error flag */ flag = 0; x = (x - false_easting) * fac; y = (y - false_northing) *fac; rh = sqrt(x * x + y * y); if (ind != 0) ts = rh * tcs/(r_major * mcs); else ts = rh * e4 / (r_major * 2.0); *lat = fac * phi2z(e,ts,&flag); if (flag != 0) return(flag); if (rh == 0) *lon = fac * center_lon; else { temp = atan2(x, -y); *lon = adjust_lon(fac *temp + center_lon); } return(OK); } libgctp-2.0/source/goodinv.c0000644000175000017500000001572712335175401016307 0ustar alastairalastair/******************************************************************************* NAME GOODE'S HOMOLOSINE PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Goode's Homolosine projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991; Updated Sept, 1992; Updated Feb 1993 S. Nelson, EDC Jun, 1993 Made changes in precision. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. Goode, J.P., 1925, The Homolosine projection: a new device for portraying the Earth's surface entire: Assoc. Am. Geographers, Annals, v. 15, p. 119-125 *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double R; /* Radius of the earth (sphere) */ static double lon_center[12]; /* Central meridians, one for each region */ static double feast[12]; /* False easting, one for each region */ /* Initialize the Goode`s Homolosine projection --------------------------------------------*/ long goodinvint(r) double r; /* (I) Radius of the earth (sphere) */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; /* Initialize central meridians for each of the 12 regions -------------------------------------------------------*/ lon_center[0] = -1.74532925199; /* -100.0 degrees */ lon_center[1] = -1.74532925199; /* -100.0 degrees */ lon_center[2] = 0.523598775598; /* 30.0 degrees */ lon_center[3] = 0.523598775598; /* 30.0 degrees */ lon_center[4] = -2.79252680319; /* -160.0 degrees */ lon_center[5] = -1.0471975512; /* -60.0 degrees */ lon_center[6] = -2.79252680319; /* -160.0 degrees */ lon_center[7] = -1.0471975512; /* -60.0 degrees */ lon_center[8] = 0.349065850399; /* 20.0 degrees */ lon_center[9] = 2.44346095279; /* 140.0 degrees */ lon_center[10] = 0.349065850399; /* 20.0 degrees */ lon_center[11] = 2.44346095279; /* 140.0 degrees */ /* Initialize false eastings for each of the 12 regions ----------------------------------------------------*/ feast[0] = R * -1.74532925199; feast[1] = R * -1.74532925199; feast[2] = R * 0.523598775598; feast[3] = R * 0.523598775598; feast[4] = R * -2.79252680319; feast[5] = R * -1.0471975512; feast[6] = R * -2.79252680319; feast[7] = R * -1.0471975512; feast[8] = R * 0.349065850399; feast[9] = R * 2.44346095279; feast[10] = R * 0.349065850399; feast[11] = R * 2.44346095279; /* Report parameters to the user -----------------------------*/ ptitle("GOODE'S HOMOLOSINE EQUAL-AREA"); radius(r); return(OK); } /* Goode`s Homolosine inverse equations--mapping x,y to lat,long -------------------------------------------------------------*/ long goodinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double arg; double theta; double temp; long region; /* Inverse equations -----------------*/ if (y >= R * 0.710987989993) /* if on or above 40 44' 11.8" */ { if (x <= R * -0.698131700798) region = 0; /* If to the left of -40 */ else region = 2; } else if (y >= 0.0) /* Between 0.0 and 40 44' 11.8" */ { if (x <= R * -0.698131700798) region = 1; /* If to the left of -40 */ else region = 3; } else if (y >= R * -0.710987989993) /* Between 0.0 & -40 44' 11.8" */ { if (x <= R * -1.74532925199) region = 4; /* If between -180 and -100 */ else if (x <= R * -0.349065850399) region = 5; /* If between -100 and -20 */ else if (x <= R * 1.3962634016) region = 8; /* If between -20 and 80 */ else region = 9; /* If between 80 and 180 */ } else /* Below -40 44' 11.8" */ { if (x <= R * -1.74532925199) region = 6; /* If between -180 and -100 */ else if (x <= R * -0.349065850399) region = 7; /* If between -100 and -20 */ else if (x <= R * 1.3962634016) region = 10; /* If between -20 and 80 */ else region = 11; /* If between 80 and 180 */ } x = x - feast[region]; if (region==1||region==3||region==4||region==5||region==8||region==9) { *lat = y / R; if (fabs(*lat) > HALF_PI) { p_error("Input data error","goode-inverse"); return(252); } temp = fabs(*lat) - HALF_PI; if (fabs(temp) > EPSLN) { temp = lon_center[region] + x / (R * cos(*lat)); *lon = adjust_lon(temp); } else *lon = lon_center[region]; } else { arg = (y + 0.0528035274542 * R * sign(y)) / (1.4142135623731 * R); if (fabs(arg) > 1.0) return(IN_BREAK); theta = asin(arg); *lon = lon_center[region]+(x/(0.900316316158 * R * cos(theta))); if(*lon < -(PI + EPSLN)) return(IN_BREAK); arg = (2.0 * theta + sin(2.0 * theta)) / PI; if (fabs(arg) > 1.0) return(IN_BREAK); *lat = asin(arg); } /* because of precision problems, long values of 180 deg and -180 deg may be mixed. ----------------------------------------------------------------*/ if (((x < 0) && (PI - *lon < EPSLN)) || ((x > 0) && (PI + *lon < EPSLN))) *lon = -(*lon); /* Are we in a interrupted area? If so, return status code of IN_BREAK. ---------------------------------------------------------------------*/ if (region == 0 && (*lon < -(PI + EPSLN) || *lon > -0.698131700798)) return(IN_BREAK); if (region == 1 && (*lon < -(PI + EPSLN) || *lon > -0.698131700798)) return(IN_BREAK); if (region == 2 && (*lon < -0.698131700798 || *lon > PI + EPSLN)) return(IN_BREAK); if (region == 3 && (*lon < -0.698131700798 || *lon > PI + EPSLN)) return(IN_BREAK); if (region == 4 && (*lon < -(PI + EPSLN) || *lon > -1.74532925199)) return(IN_BREAK); if (region == 5 && (*lon < -1.74532925199 || *lon > -0.349065850399)) return(IN_BREAK); if (region == 6 && (*lon < -(PI + EPSLN) || *lon > -1.74532925199)) return(IN_BREAK); if (region == 7 && (*lon < -1.74532925199 || *lon > -0.349065850399)) return(IN_BREAK); if (region == 8 && (*lon < -0.349065850399 || *lon > 1.3962634016)) return(IN_BREAK); if (region == 9 && (*lon < 1.3962634016|| *lon > PI + EPSLN)) return(IN_BREAK); if (region ==10 && (*lon < -0.349065850399 || *lon > 1.3962634016)) return(IN_BREAK); if (region ==11 && (*lon < 1.3962634016 || *lon > PI + EPSLN)) return(IN_BREAK); return(OK); } libgctp-2.0/source/nad1983.dat0000644000175000017500000012047012335175401016247 0ustar alastairalastairALABAMA EAST 1 NAD83 101 0.6378137000000000D+07 0.6694380022900000D-02 -0.8550000000000000D+06 0.9999600000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3030000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 ALABAMA WEST 1 NAD83 102 0.6378137000000000D+07 0.6694380022900000D-02 -0.8730000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 10 2 NAD83 5010 0.6378137000000000D+07 0.6694380022900000D-02 -0.1760000000000000D+07 0.1000000000000000D+01 0.5350000000000000D+06 0.5150000000000000D+06 0.5100000000000000D+06 0.1000000000000000D+07 0.0000000000000000D+00 AMERICAN SAMOA 0 NAD83 5300 0.6378137000000000D+07 0.6694380022900000D-02 -0.1700000000000000D+07 0.1000000000000000D+01 -0.1416000000000000D+06 -0.1416000000000000D+06 -0.1416000000000000D+06 0.1524003048006096D+06 0.9516931165862332D+05 ARIZONA EAST 1 NAD83 201 0.6378137000000000D+07 0.6694380022900000D-02 -0.1101000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.2133600000000000D+06 0.0000000000000000D+00 ARIZONA CENTRAL 1 NAD83 202 0.6378137000000000D+07 0.6694380022900000D-02 -0.1115500000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.2133600000000000D+06 0.0000000000000000D+00 ARIZONA WEST 1 NAD83 203 0.6378137000000000D+07 0.6694380022900000D-02 -0.1134500000000000D+07 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.2133600000000000D+06 0.0000000000000000D+00 ARKANSAS NORTH 2 NAD83 301 0.6378137000000000D+07 0.6694380022900000D-02 -0.9200000000000000D+06 0.1000000000000000D+01 0.3614000000000000D+06 0.3456000000000000D+06 0.3420000000000000D+06 0.4000000000000000D+06 0.0000000000000000D+00 ARKANSAS SOUTH 2 NAD83 302 0.6378137000000000D+07 0.6694380022900000D-02 -0.9200000000000000D+06 0.1000000000000000D+01 0.3446000000000000D+06 0.3318000000000000D+06 0.3240000000000000D+06 0.4000000000000000D+06 0.4000000000000000D+06 CALIFORNIA I 2 NAD83 401 0.6378137000000000D+07 0.6694380022900000D-02 -0.1220000000000000D+07 0.1000000000000000D+01 0.4140000000000000D+06 0.4000000000000000D+06 0.3920000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA II 2 NAD83 402 0.6378137000000000D+07 0.6694380022900000D-02 -0.1220000000000000D+07 0.1000000000000000D+01 0.3950000000000000D+06 0.3820000000000000D+06 0.3740000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA III 2 NAD83 403 0.6378137000000000D+07 0.6694380022900000D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.3826000000000000D+06 0.3704000000000000D+06 0.3630000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA IV 2 NAD83 404 0.6378137000000000D+07 0.6694380022900000D-02 -0.1190000000000000D+07 0.1000000000000000D+01 0.3715000000000000D+06 0.3600000000000000D+06 0.3520000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA V 2 NAD83 405 0.6378137000000000D+07 0.6694380022900000D-02 -0.1180000000000000D+07 0.1000000000000000D+01 0.3528000000000000D+06 0.3402000000000000D+06 0.3330000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA VI 2 NAD83 406 0.6378137000000000D+07 0.6694380022900000D-02 -0.1161500000000000D+07 0.1000000000000000D+01 0.3353000000000000D+06 0.3247000000000000D+06 0.3210000000000000D+06 0.2000000000000000D+07 0.5000000000000000D+06 CALIFORNIA VII 0 NAD83 407 0.6378137000000000D+07 0.6694380022900000D-02 -0.1182000000000000D+07 0.1000000000000000D+01 0.3425000000000000D+06 0.3352000000000000D+06 0.3408000000000000D+06 0.1276106450596901D+07 0.1268253006858014D+07 COLORADO NORTH 2 NAD83 501 0.6378137000000000D+07 0.6694380022900000D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.4047000000000000D+06 0.3943000000000000D+06 0.3920000000000000D+06 0.9144018289000000D+06 0.3048006096000000D+06 COLORADO CENTRAL 2 NAD83 502 0.6378137000000000D+07 0.6694380022900000D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.3945000000000000D+06 0.3827000000000000D+06 0.3750000000000000D+06 0.9144018289000000D+06 0.3048006096000000D+06 COLORADO SOUTH 2 NAD83 503 0.6378137000000000D+07 0.6694380022900000D-02 -0.1053000000000000D+07 0.1000000000000000D+01 0.3826000000000000D+06 0.3714000000000000D+06 0.3640000000000000D+06 0.9144018289000000D+06 0.3048006096000000D+06 CONNECTICUT --- 2 NAD83 600 0.6378137000000000D+07 0.6694380022900000D-02 -0.7245000000000000D+06 0.1000000000000000D+01 0.4152000000000000D+06 0.4112000000000000D+06 0.4050000000000000D+06 0.3048006096000000D+06 0.1524003048000000D+06 DELAWARE --- 1 NAD83 700 0.6378137000000000D+07 0.6694380022900000D-02 -0.7525000000000000D+06 0.9999950000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3800000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 FLORIDA EAST 1 NAD83 901 0.6378137000000000D+07 0.6694380022900000D-02 -0.8100000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2420000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 FLORIDA WEST 1 NAD83 902 0.6378137000000000D+07 0.6694380022900000D-02 -0.8200000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2420000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 FLORIDA NORTH 2 NAD83 903 0.6378137000000000D+07 0.6694380022900000D-02 -0.8430000000000000D+06 0.1000000000000000D+01 0.3045000000000000D+06 0.2935000000000000D+06 0.2900000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 GEORGIA EAST 1 NAD83 1001 0.6378137000000000D+07 0.6694380022900000D-02 -0.8210000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 GEORGIA WEST 1 NAD83 1002 0.6378137000000000D+07 0.6694380022900000D-02 -0.8410000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3000000000000000D+06 0.7000000000000000D+06 0.0000000000000000D+00 HAWAII 1 1 NAD83 5101 0.6378137000000000D+07 0.6694380022900000D-02 -0.1553000000000000D+07 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.1850000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 HAWAII 2 1 NAD83 5102 0.6378137000000000D+07 0.6694380022900000D-02 -0.1564000000000000D+07 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2020000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 HAWAII 3 1 NAD83 5103 0.6378137000000000D+07 0.6694380022900000D-02 -0.1580000000000000D+07 0.9999900000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2110000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 HAWAII 4 1 NAD83 5104 0.6378137000000000D+07 0.6694380022900000D-02 -0.1593000000000000D+07 0.9999900000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2150000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 HAWAII 5 1 NAD83 5105 0.6378137000000000D+07 0.6694380022900000D-02 -0.1601000000000000D+07 0.1000000000000000D+01 0.0000000000000000D+00 0.0000000000000000D+00 0.2140000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 IDAHO EAST 1 NAD83 1101 0.6378137000000000D+07 0.6694380022900000D-02 -0.1121000000000000D+07 0.9999473684210526D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 IDAHO CENTRAL 1 NAD83 1102 0.6378137000000000D+07 0.6694380022900000D-02 -0.1140000000000000D+07 0.9999473684210526D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 IDAHO WEST 1 NAD83 1103 0.6378137000000000D+07 0.6694380022900000D-02 -0.1154500000000000D+07 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4140000000000000D+06 0.8000000000000000D+06 0.0000000000000000D+00 ILLINOIS EAST 1 NAD83 1201 0.6378137000000000D+07 0.6694380022900000D-02 -0.8820000000000000D+06 0.9999750000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3640000000000000D+06 0.3000000000000000D+06 0.0000000000000000D+00 ILLINOIS WEST 1 NAD83 1202 0.6378137000000000D+07 0.6694380022900000D-02 -0.9010000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3640000000000000D+06 0.7000000000000000D+06 0.0000000000000000D+00 INDIANA EAST 1 NAD83 1301 0.6378137000000000D+07 0.6694380022900000D-02 -0.8540000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3730000000000000D+06 0.1000000000000000D+06 0.2500000000000000D+06 INDIANA WEST 1 NAD83 1302 0.6378137000000000D+07 0.6694380022900000D-02 -0.8705000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3730000000000000D+06 0.9000000000000000D+06 0.2500000000000000D+06 IOWA NORTH 2 NAD83 1401 0.6378137000000000D+07 0.6694380022900000D-02 -0.9330000000000000D+06 0.1000000000000000D+01 0.4316000000000000D+06 0.4204000000000000D+06 0.4130000000000000D+06 0.1500000000000000D+07 0.1000000000000000D+07 IOWA SOUTH 2 NAD83 1402 0.6378137000000000D+07 0.6694380022900000D-02 -0.9330000000000000D+06 0.1000000000000000D+01 0.4147000000000000D+06 0.4037000000000000D+06 0.4000000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 KANSAS NORTH 2 NAD83 1501 0.6378137000000000D+07 0.6694380022900000D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3947000000000000D+06 0.3843000000000000D+06 0.3820000000000000D+06 0.4000000000000000D+06 0.0000000000000000D+00 KANSAS SOUTH 2 NAD83 1502 0.6378137000000000D+07 0.6694380022900000D-02 -0.9830000000000000D+06 0.1000000000000000D+01 0.3834000000000000D+06 0.3716000000000000D+06 0.3640000000000000D+06 0.4000000000000000D+06 0.4000000000000000D+06 KENTUCKY NORTH 2 NAD83 1601 0.6378137000000000D+07 0.6694380022900000D-02 -0.8415000000000000D+06 0.1000000000000000D+01 0.3858000000000000D+06 0.3758000000000000D+06 0.3730000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 KENTUCKY SOUTH 2 NAD83 1602 0.6378137000000000D+07 0.6694380022900000D-02 -0.8545000000000000D+06 0.1000000000000000D+01 0.3756000000000000D+06 0.3644000000000000D+06 0.3620000000000000D+06 0.5000000000000000D+06 0.5000000000000000D+06 LOUISIANA NORTH 2 NAD83 1701 0.6378137000000000D+07 0.6694380022900000D-02 -0.9230000000000000D+06 0.1000000000000000D+01 0.3240000000000000D+06 0.3110000000000000D+06 0.3030000000000000D+06 0.1000000000000000D+07 0.0000000000000000D+00 LOUISIANA SOUTH 2 NAD83 1702 0.6378137000000000D+07 0.6694380022900000D-02 -0.9120000000000000D+06 0.1000000000000000D+01 0.3042000000000000D+06 0.2918000000000000D+06 0.2830000000000000D+06 0.1000000000000000D+07 0.0000000000000000D+00 LOUISIANA OFFSHORE 2 NAD83 1703 0.6378137000000000D+07 0.6694380022900000D-02 -0.9120000000000000D+06 0.1000000000000000D+01 0.2750000000000000D+06 0.2610000000000000D+06 0.2530000000000000D+06 0.1000000000000000D+07 0.0000000000000000D+00 MAINE EAST 1 NAD83 1801 0.6378137000000000D+07 0.6694380022900000D-02 -0.6830000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4340000000000000D+06 0.3000000000000000D+06 0.0000000000000000D+00 MAINE WEST 1 NAD83 1802 0.6378137000000000D+07 0.6694380022900000D-02 -0.7010000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4250000000000000D+06 0.9000000000000000D+06 0.0000000000000000D+00 MARYLAND --- 2 NAD83 1900 0.6378137000000000D+07 0.6694380022900000D-02 -0.7700000000000000D+06 0.1000000000000000D+01 0.3927000000000000D+06 0.3818000000000000D+06 0.3740000000000000D+06 0.4000000000000000D+06 0.0000000000000000D+00 MASSACHUSETTS MAINLAND 2 NAD83 2001 0.6378137000000000D+07 0.6694380022900000D-02 -0.7130000000000000D+06 0.1000000000000000D+01 0.4241000000000000D+06 0.4143000000000000D+06 0.4100000000000000D+06 0.2000000000000000D+06 0.7500000000000000D+06 MASSACHUSETTS ISLAND 2 NAD83 2002 0.6378137000000000D+07 0.6694380022900000D-02 -0.7030000000000000D+06 0.1000000000000000D+01 0.4129000000000000D+06 0.4117000000000000D+06 0.4100000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 MICHIGAN EAST 0 NAD83 2101 0.6378137000000000D+07 0.6694380022900000D-02 -0.8340000000000000D+06 0.9999428571428571D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4130000000000000D+06 0.0000000000000000D+00 0.0000000000000000D+00 MICHIGAN CENTRAL/M 0 NAD83 2102 0.6378137000000000D+07 0.6694380022900000D-02 -0.8545000000000000D+06 0.9999090909090909D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4130000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MICHIGAN WEST 0 NAD83 2103 0.6378137000000000D+07 0.6694380022900000D-02 -0.8845000000000000D+06 0.9999090909090909D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4130000000000000D+06 0.1524003048006096D+06 0.0000000000000000D+00 MICHIGAN NORTH 2 NAD83 2111 0.6378137000000000D+07 0.6694380022900000D-02 -0.8700000000000000D+06 0.1000000000000000D+01 0.4705000000000000D+06 0.4529000000000000D+06 0.4447000000000000D+06 0.8000000000000000D+07 0.0000000000000000D+00 MICHIGAN CENTRAL/L 2 NAD83 2112 0.6378137000000000D+07 0.6694380022900000D-02 -0.8422000000000000D+06 0.1000000000000000D+01 0.4542000000000000D+06 0.4411000000000000D+06 0.4319000000000000D+06 0.6000000000000000D+07 0.0000000000000000D+00 MICHIGAN SOUTH 2 NAD83 2113 0.6378137000000000D+07 0.6694380022900000D-02 -0.8422000000000000D+06 0.1000000000000000D+01 0.4340000000000000D+06 0.4206000000000000D+06 0.4130000000000000D+06 0.4000000000000000D+07 0.0000000000000000D+00 MINNESOTA NORTH 2 NAD83 2201 0.6378137000000000D+07 0.6694380022900000D-02 -0.9306000000000000D+06 0.1000000000000000D+01 0.4838000000000000D+06 0.4702000000000000D+06 0.4630000000000000D+06 0.8000000000000000D+06 0.1000000000000000D+06 MINNESOTA CENTRAL 2 NAD83 2202 0.6378137000000000D+07 0.6694380022900000D-02 -0.9415000000000000D+06 0.1000000000000000D+01 0.4703000000000000D+06 0.4537000000000000D+06 0.4500000000000000D+06 0.8000000000000000D+06 0.1000000000000000D+06 MINNESOTA SOUTH 2 NAD83 2203 0.6378137000000000D+07 0.6694380022900000D-02 -0.9400000000000000D+06 0.1000000000000000D+01 0.4513000000000000D+06 0.4347000000000000D+06 0.4300000000000000D+06 0.8000000000000000D+06 0.1000000000000000D+06 MISSISSIPPI EAST 1 NAD83 2301 0.6378137000000000D+07 0.6694380022900000D-02 -0.8850000000000000D+06 0.9999500000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2930000000000000D+06 0.3000000000000000D+06 0.0000000000000000D+00 MISSISSIPPI WEST 1 NAD83 2302 0.6378137000000000D+07 0.6694380022900000D-02 -0.9020000000000000D+06 0.9999500000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.2930000000000000D+06 0.7000000000000000D+06 0.0000000000000000D+00 MISSOURI EAST 1 NAD83 2401 0.6378137000000000D+07 0.6694380022900000D-02 -0.9030000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3550000000000000D+06 0.2500000000000000D+06 0.0000000000000000D+00 MISSOURI CENTRAL 1 NAD83 2402 0.6378137000000000D+07 0.6694380022900000D-02 -0.9230000000000000D+06 0.9999333333333333D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3550000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 MISSOURI WEST 1 NAD83 2403 0.6378137000000000D+07 0.6694380022900000D-02 -0.9430000000000000D+06 0.9999411764705882D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3610000000000000D+06 0.8500000000000000D+06 0.0000000000000000D+00 MONTANA 2 NAD83 2500 0.6378137000000000D+07 0.6694380022900000D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4900000000000000D+06 0.4500000000000000D+06 0.4415000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 MONTANA 0 NAD83 2502 0.6378137000000000D+07 0.6694380022900000D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4900000000000000D+06 0.4500000000000000D+06 0.4415000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 MONTANA 0 NAD83 2503 0.6378137000000000D+07 0.6694380022900000D-02 -0.1093000000000000D+07 0.1000000000000000D+01 0.4900000000000000D+06 0.4500000000000000D+06 0.4415000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 NEBRASKA 2 NAD83 2600 0.6378137000000000D+07 0.6694380022900000D-02 -0.1000000000000000D+07 0.1000000000000000D+01 0.4300000000000000D+06 0.4000000000000000D+06 0.3950000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 NEBRASKA 0 NAD83 2602 0.6378137000000000D+07 0.6694380022900000D-02 -0.1000000000000000D+07 0.1000000000000000D+01 0.4300000000000000D+06 0.4000000000000000D+06 0.3950000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 NEVADA EAST 1 NAD83 2701 0.6378137000000000D+07 0.6694380022900000D-02 -0.1153500000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3445000000000000D+06 0.2000000000000000D+06 0.8000000000000000D+07 NEVADA CENTRAL 1 NAD83 2702 0.6378137000000000D+07 0.6694380022900000D-02 -0.1164000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3445000000000000D+06 0.5000000000000000D+06 0.6000000000000000D+07 NEVADA WEST 1 NAD83 2703 0.6378137000000000D+07 0.6694380022900000D-02 -0.1183500000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3445000000000000D+06 0.8000000000000000D+06 0.4000000000000000D+07 NEW HAMPSHIRE --- 1 NAD83 2800 0.6378137000000000D+07 0.6694380022900000D-02 -0.7140000000000000D+06 0.9999666666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4230000000000000D+06 0.3000000000000000D+06 0.0000000000000000D+00 NEW JERSEY --- 1 NAD83 2900 0.6378137000000000D+07 0.6694380022900000D-02 -0.7430000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3850000000000000D+06 0.1500000000000000D+06 0.0000000000000000D+00 NEW MEXICO EAST 1 NAD83 3001 0.6378137000000000D+07 0.6694380022900000D-02 -0.1042000000000000D+07 0.9999090909090909D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.1650000000000000D+06 0.0000000000000000D+00 NEW MEXICO CENTRAL 1 NAD83 3002 0.6378137000000000D+07 0.6694380022900000D-02 -0.1061500000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 NEW MEXICO WEST 1 NAD83 3003 0.6378137000000000D+07 0.6694380022900000D-02 -0.1075000000000000D+07 0.9999166666666667D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3100000000000000D+06 0.8300000000000000D+06 0.0000000000000000D+00 NEW YORK EAST 1 NAD83 3101 0.6378137000000000D+07 0.6694380022900000D-02 -0.7430000000000000D+06 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.3850000000000000D+06 0.1500000000000000D+06 0.0000000000000000D+00 NEW YORK CENTRAL 1 NAD83 3102 0.6378137000000000D+07 0.6694380022900000D-02 -0.7635000000000000D+06 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4000000000000000D+06 0.2500000000000000D+06 0.0000000000000000D+00 NEW YORK WEST 1 NAD83 3103 0.6378137000000000D+07 0.6694380022900000D-02 -0.7835000000000000D+06 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4000000000000000D+06 0.3500000000000000D+06 0.0000000000000000D+00 NEW YORK LONG ISLAND 2 NAD83 3104 0.6378137000000000D+07 0.6694380022900000D-02 -0.7400000000000000D+06 0.1000000000000000D+01 0.4102000000000000D+06 0.4040000000000000D+06 0.4010000000000000D+06 0.3000000000000000D+06 0.0000000000000000D+00 NORTH CAROLINA --- 2 NAD83 3200 0.6378137000000000D+07 0.6694380022900000D-02 -0.7900000000000000D+06 0.1000000000000000D+01 0.3610000000000000D+06 0.3420000000000000D+06 0.3345000000000000D+06 0.6096012200000000D+06 0.0000000000000000D+00 NORTH DAKOTA NORTH 2 NAD83 3301 0.6378137000000000D+07 0.6694380022900000D-02 -0.1003000000000000D+07 0.1000000000000000D+01 0.4844000000000000D+06 0.4726000000000000D+06 0.4700000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 NORTH DAKOTA SOUTH 2 NAD83 3302 0.6378137000000000D+07 0.6694380022900000D-02 -0.1003000000000000D+07 0.1000000000000000D+01 0.4729000000000000D+06 0.4611000000000000D+06 0.4540000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 OHIO NORTH 2 NAD83 3401 0.6378137000000000D+07 0.6694380022900000D-02 -0.8230000000000000D+06 0.1000000000000000D+01 0.4142000000000000D+06 0.4026000000000000D+06 0.3940000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 OHIO SOUTH 2 NAD83 3402 0.6378137000000000D+07 0.6694380022900000D-02 -0.8230000000000000D+06 0.1000000000000000D+01 0.4002000000000000D+06 0.3844000000000000D+06 0.3800000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 OKLAHOMA NORTH 2 NAD83 3501 0.6378137000000000D+07 0.6694380022900000D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3646000000000000D+06 0.3534000000000000D+06 0.3500000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 OKLAHOMA SOUTH 2 NAD83 3502 0.6378137000000000D+07 0.6694380022900000D-02 -0.9800000000000000D+06 0.1000000000000000D+01 0.3514000000000000D+06 0.3356000000000000D+06 0.3320000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 OREGON NORTH 2 NAD83 3601 0.6378137000000000D+07 0.6694380022900000D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4600000000000000D+06 0.4420000000000000D+06 0.4340000000000000D+06 0.2500000000000000D+07 0.0000000000000000D+00 OREGON SOUTH 2 NAD83 3602 0.6378137000000000D+07 0.6694380022900000D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4400000000000000D+06 0.4220000000000000D+06 0.4140000000000000D+06 0.1500000000000000D+07 0.0000000000000000D+00 PENNSYLVANIA NORTH 2 NAD83 3701 0.6378137000000000D+07 0.6694380022900000D-02 -0.7745000000000000D+06 0.1000000000000000D+01 0.4157000000000000D+06 0.4053000000000000D+06 0.4010000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 PENNSYLVANIA SOUTH 2 NAD83 3702 0.6378137000000000D+07 0.6694380022900000D-02 -0.7745000000000000D+06 0.1000000000000000D+01 0.4058000000000000D+06 0.3956000000000000D+06 0.3920000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 RHODE ISLAND --- 1 NAD83 3800 0.6378137000000000D+07 0.6694380022900000D-02 -0.7130000000000000D+06 0.9999937500000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4105000000000000D+06 0.1000000000000000D+06 0.0000000000000000D+00 SOUTH CAROLINA 2 NAD83 3900 0.6378137000000000D+07 0.6694380022900000D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3450000000000000D+06 0.3230000000000000D+06 0.3150000000000000D+06 0.6096000000000000D+06 0.0000000000000000D+00 SOUTH CAROLINA 0 NAD83 3902 0.6378137000000000D+07 0.6694380022900000D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3450000000000000D+06 0.3230000000000000D+06 0.3150000000000000D+06 0.6096000000000000D+06 0.0000000000000000D+00 SOUTH DAKOTA NORTH 2 NAD83 4001 0.6378137000000000D+07 0.6694380022900000D-02 -0.1000000000000000D+07 0.1000000000000000D+01 0.4541000000000000D+06 0.4425000000000000D+06 0.4350000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 SOUTH DAKOTA SOUTH 2 NAD83 4002 0.6378137000000000D+07 0.6694380022900000D-02 -0.1002000000000000D+07 0.1000000000000000D+01 0.4424000000000000D+06 0.4250000000000000D+06 0.4220000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 TENNESSEE --- 2 NAD83 4100 0.6378137000000000D+07 0.6694380022900000D-02 -0.8600000000000000D+06 0.1000000000000000D+01 0.3625000000000000D+06 0.3515000000000000D+06 0.3420000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 TEXAS NORTH 2 NAD83 4201 0.6378137000000000D+07 0.6694380022900000D-02 -0.1013000000000000D+07 0.1000000000000000D+01 0.3611000000000000D+06 0.3439000000000000D+06 0.3400000000000000D+06 0.2000000000000000D+06 0.1000000000000000D+07 TEXAS NORTH CENTRAL 2 NAD83 4202 0.6378137000000000D+07 0.6694380022900000D-02 -0.9830000000000000D+06 0.1000000000000000D+01 0.3358000000000000D+06 0.3208000000000000D+06 0.3140000000000000D+06 0.6000000000000000D+06 0.2000000000000000D+07 TEXAS CENTRAL 2 NAD83 4203 0.6378137000000000D+07 0.6694380022900000D-02 -0.1002000000000000D+07 0.1000000000000000D+01 0.3153000000000000D+06 0.3007000000000000D+06 0.2940000000000000D+06 0.7000000000000000D+06 0.3000000000000000D+07 TEXAS SOUTH CENTRAL 2 NAD83 4204 0.6378137000000000D+07 0.6694380022900000D-02 -0.9900000000000000D+06 0.1000000000000000D+01 0.3017000000000000D+06 0.2823000000000000D+06 0.2750000000000000D+06 0.6000000000000000D+06 0.4000000000000000D+07 TEXAS SOUTH 2 NAD83 4205 0.6378137000000000D+07 0.6694380022900000D-02 -0.9830000000000000D+06 0.1000000000000000D+01 0.2750000000000000D+06 0.2610000000000000D+06 0.2540000000000000D+06 0.3000000000000000D+06 0.5000000000000000D+07 UTAH NORTH 2 NAD83 4301 0.6378137000000000D+07 0.6694380022900000D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.4147000000000000D+06 0.4043000000000000D+06 0.4020000000000000D+06 0.5000000000000000D+06 0.1000000000000000D+07 UTAH CENTRAL 2 NAD83 4302 0.6378137000000000D+07 0.6694380022900000D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.4039000000000000D+06 0.3901000000000000D+06 0.3820000000000000D+06 0.5000000000000000D+06 0.2000000000000000D+07 UTAH SOUTH 2 NAD83 4303 0.6378137000000000D+07 0.6694380022900000D-02 -0.1113000000000000D+07 0.1000000000000000D+01 0.3821000000000000D+06 0.3713000000000000D+06 0.3640000000000000D+06 0.5000000000000000D+06 0.3000000000000000D+07 VERMONT --- 1 NAD83 4400 0.6378137000000000D+07 0.6694380022900000D-02 -0.7230000000000000D+06 0.9999642857142857D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4230000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 VIRGINIA NORTH 2 NAD83 4501 0.6378137000000000D+07 0.6694380022900000D-02 -0.7830000000000000D+06 0.1000000000000000D+01 0.3912000000000000D+06 0.3802000000000000D+06 0.3740000000000000D+06 0.3500000000000000D+07 0.2000000000000000D+07 VIRGINIA SOUTH 2 NAD83 4502 0.6378137000000000D+07 0.6694380022900000D-02 -0.7830000000000000D+06 0.1000000000000000D+01 0.3758000000000000D+06 0.3646000000000000D+06 0.3620000000000000D+06 0.3500000000000000D+07 0.1000000000000000D+07 WASHINGTON NORTH 2 NAD83 4601 0.6378137000000000D+07 0.6694380022900000D-02 -0.1205000000000000D+07 0.1000000000000000D+01 0.4844000000000000D+06 0.4730000000000000D+06 0.4700000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 WASHINGTON SOUTH 2 NAD83 4602 0.6378137000000000D+07 0.6694380022900000D-02 -0.1203000000000000D+07 0.1000000000000000D+01 0.4720000000000000D+06 0.4550000000000000D+06 0.4520000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 WEST VIRGINIA NORTH 2 NAD83 4701 0.6378137000000000D+07 0.6694380022900000D-02 -0.7930000000000000D+06 0.1000000000000000D+01 0.4015000000000000D+06 0.3900000000000000D+06 0.3830000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WEST VIRGINIA SOUTH 2 NAD83 4702 0.6378137000000000D+07 0.6694380022900000D-02 -0.8100000000000000D+06 0.1000000000000000D+01 0.3853000000000000D+06 0.3729000000000000D+06 0.3700000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WISCONSIN NORTH 2 NAD83 4801 0.6378137000000000D+07 0.6694380022900000D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4646000000000000D+06 0.4534000000000000D+06 0.4510000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WISCONSIN CENTRAL 2 NAD83 4802 0.6378137000000000D+07 0.6694380022900000D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4530000000000000D+06 0.4415000000000000D+06 0.4350000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WISCONSIN SOUTH 2 NAD83 4803 0.6378137000000000D+07 0.6694380022900000D-02 -0.9000000000000000D+06 0.1000000000000000D+01 0.4404000000000000D+06 0.4244000000000000D+06 0.4200000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WYOMING EAST 1 NAD83 4901 0.6378137000000000D+07 0.6694380022900000D-02 -0.1051000000000000D+07 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4030000000000000D+06 0.2000000000000000D+06 0.0000000000000000D+00 WYOMING EAST CENTRAL 1 NAD83 4902 0.6378137000000000D+07 0.6694380022900000D-02 -0.1072000000000000D+07 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4030000000000000D+06 0.4000000000000000D+06 0.1000000000000000D+06 WYOMING WEST CENTRAL 1 NAD83 4903 0.6378137000000000D+07 0.6694380022900000D-02 -0.1084500000000000D+07 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4030000000000000D+06 0.6000000000000000D+06 0.0000000000000000D+00 WYOMING WEST 1 NAD83 4904 0.6378137000000000D+07 0.6694380022900000D-02 -0.1100500000000000D+07 0.9999375000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.4030000000000000D+06 0.8000000000000000D+06 0.1000000000000000D+06 ALASKA ZONE NO. 1 4 NAD83 5001 0.6378137000000000D+07 0.6694380022900000D-02 -0.1334000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 -0.3652116315000000D+06 0.5700000000000000D+06 0.8186767344011233D+06 0.5750976888751927D+06 ALASKA ZONE NO. 2 1 NAD83 5002 0.6378137000000000D+07 0.6694380022900000D-02 -0.1420000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 3 1 NAD83 5003 0.6378137000000000D+07 0.6694380022900000D-02 -0.1460000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 4 1 NAD83 5004 0.6378137000000000D+07 0.6694380022900000D-02 -0.1500000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 5 1 NAD83 5005 0.6378137000000000D+07 0.6694380022900000D-02 -0.1540000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 6 1 NAD83 5006 0.6378137000000000D+07 0.6694380022900000D-02 -0.1580000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 7 1 NAD83 5007 0.6378137000000000D+07 0.6694380022900000D-02 -0.1620000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 8 1 NAD83 5008 0.6378137000000000D+07 0.6694380022900000D-02 -0.1660000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 ALASKA ZONE NO. 9 1 NAD83 5009 0.6378137000000000D+07 0.6694380022900000D-02 -0.1700000000000000D+07 0.9999000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 0.5400000000000000D+06 0.5000000000000000D+06 0.0000000000000000D+00 PUERTO RICO AND VIRGIN ISLANDS 2 NAD83 5200 0.6378137000000000D+07 0.6694380022900000D-02 -0.6626000000000000D+06 0.1000000000000000D+01 0.1826000000000000D+06 0.1802000000000000D+06 0.1750000000000000D+06 0.2000000000000000D+06 0.2000000000000000D+06 VIRGIN ISLANDS ST. CROIX 0 NAD83 5202 0.6378137000000000D+07 0.6694380022900000D-02 -0.6626000000000000D+06 0.1000000000000000D+01 0.1826000000000000D+06 0.1802000000000000D+06 0.1750000000000000D+06 0.1524003048006096D+06 0.3048006096012192D+05 GUAM ISLAND 0 NAD83 5400 0.6378137000000000D+07 0.6694380022900000D-02 0.1444455502540000D+07 0.1328208788700000D+06 0.5000000000000000D+05 0.5000000000000000D+05 0.0000000000000000D+00 0.0000000000000000D+00 0.0000000000000000D+00 libgctp-2.0/source/lamazfor.c0000644000175000017500000001006312335175401016441 0ustar alastairalastair/******************************************************************************* NAME LAMBERT AZIMUTHAL EQUAL-AREA PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Lambert Azimuthal Equal-Area projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS March, 1991 This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double sin_lat_o; /* Sine of the center latitude */ static double cos_lat_o; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Lambert Azimuthal Equal Area projection ------------------------------------------------------*/ long lamazforint(r, center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_lat_o, &cos_lat_o); /* Report parameters to the user -----------------------------*/ ptitle("LAMBERT AZIMUTHAL EQUAL-AREA"); radius(r); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* Lambert Azimuthal Equal Area forward equations--mapping lat,long to x,y -----------------------------------------------------------------------*/ long lamazfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double sin_delta_lon; /* Sine of the delta longitude */ double cos_delta_lon; /* Cosine of the delta longitude */ double sin_lat; /* Sine of the given latitude */ double cos_lat; /* Cosine of the given latitude */ double g; /* temporary varialbe */ double ksp; /* heigth above elipsiod */ char mess[60]; /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); sincos(lat, &sin_lat, &cos_lat); sincos(delta_lon, &sin_delta_lon, &cos_delta_lon); g = sin_lat_o * sin_lat + cos_lat_o * cos_lat * cos_delta_lon; if (g == -1.0) { sprintf(mess, "Point projects to a circle of radius = %lf\n", 2.0 * R); p_error(mess, "lamaz-forward"); return(113); } ksp = R * sqrt(2.0 / (1.0 + g)); *x = ksp * cos_lat * sin_delta_lon + false_easting; *y = ksp * (cos_lat_o * sin_lat - sin_lat_o * cos_lat * cos_delta_lon) + false_northing; return(OK); } libgctp-2.0/source/cproj.h0000644000175000017500000000133512335175401015752 0ustar alastairalastair#include #include "proj.h" #define PI 3.141592653589793238 #define HALF_PI (PI*0.5) #define TWO_PI (PI*2.0) #define EPSLN 1.0e-10 #define R2D 57.2957795131 /* #define D2R 0.0174532925199 */ #define D2R 1.745329251994328e-2 #define S2R 4.848136811095359e-6 #define OK 0 #define ERROR -1 #define IN_BREAK -2 /* Misc macros -----------*/ #define SQUARE(x) x * x /* x**2 */ #define CUBE(x) x * x * x /* x**3 */ #define QUAD(x) x * x * x * x /* x**4 */ #define GMAX(A, B) ((A) > (B) ? (A) : (B)) /* assign maximum of a and b */ #define GMIN(A, B) ((A) < (B) ? (A) : (B)) /* assign minimum of a and b */ #define IMOD(A, B) (A) - (((A) / (B)) * (B)) /* Integer mod function */ libgctp-2.0/source/sininv.c0000644000175000017500000000560112335175401016136 0ustar alastairalastair/******************************************************************************* NAME SINUSOIDAL PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Sinusoidal projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991 This function was adapted from the Sinusoidal projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Sinusoidal projection ------------------------------------*/ long sininvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("SINUSOIDAL"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Sinusoidal inverse equations--mapping x,y to lat,long -----------------------------------------------------*/ long sininv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double temp; /* Re-used temporary variable */ /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; *lat = y / R; if (fabs(*lat) > HALF_PI) { p_error("Input data error","sinusoidal-inverse"); return(164); } temp = fabs(*lat) - HALF_PI; if (fabs(temp) > EPSLN) { temp = lon_center + x / (R * cos(*lat)); *lon = adjust_lon(temp); } else *lon = lon_center; return(OK); } libgctp-2.0/source/wviifor.c0000644000175000017500000000516712335175401016324 0ustar alastairalastair/******************************************************************************* NAME WAGNER VII PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Wagner VII projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991 This function was implemented with formulas supplied by John P. Snyder. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., Personal correspondence, January 1991. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset */ static double false_northing; /* y offset */ /* Initialize the Wagner VII projection ------------------------------------*/ long wviiforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset */ double false_north; /* y offset */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("WAGNER VII"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Wagner VII forward equations--mapping lat,long to x,y -----------------------------------------------------*/ long wviifor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double sin_lon, cos_lon; double s, c0, c1; /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); sincos((delta_lon/3.0), &sin_lon, &cos_lon); s = 0.90631 * sin(lat); c0 = sqrt(1-s*s); c1 = sqrt(2.0 / (1.0 + c0 * cos_lon)); *x = 2.66723 * R * c0 * c1 * sin_lon + false_easting; *y = 1.24104 * R * s * c1 + false_northing; return(OK); } libgctp-2.0/source/README0000644000175000017500000000217512335175401015347 0ustar alastairalastairJanuary 1995 This directory contains the source code for the new C version of the GCTP. The files nad27sp and nad83sp are used for State Plane. If there seems to be a problem with these, the files nad1927.dat and nad1983.dat can be converted from ASCII to the proper binary format by using SPLOAD. The following is a list containing the files in the geolib/source directory. Makefile README alberfor.c alberinv.c alconfor.c alconinv.c azimfor.c aziminv.c br_gctp.c cproj.c cproj.h eqconfor.c eqconinv.c equifor.c equiinv.c for_init.c gctp.c gnomfor.c gnominv.c goodfor.c goodinv.c gvnspfor.c gvnspinv.c hamfor.c haminv.c imolwfor.c imolwinv.c inv_init.c lamazfor.c lamazinv.c lamccfor.c lamccinv.c make.com merfor.c merinv.c millfor.c millinv.c molwfor.c molwinv.c nad1927.dat nad1983.dat nad27sp nad83sp obleqfor.c obleqinv.c omerfor.c omerinv.c orthfor.c orthinv.c paksz.c polyfor.c polyinv.c proj.h psfor.c psinv.c report.c robfor.c robinv.c sinfor.c sininv.c somfor.c sominv.c sphdz.c spload.f sterfor.c sterinv.c stplnfor.c stplninv.c tmfor.c tminv.c untfz.c utmfor.c utminv.c vandgfor.c vandginv.c wivfor.c wivinv.c wviifor.c wviiinv.c libgctp-2.0/source/imolwfor.c0000644000175000017500000001132412335175401016465 0ustar alastairalastair/******************************************************************************* NAME INTERRUPTED MOLLWEIDE PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Interrupted Mollweide projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS June, 1991 Initial development T. Mittan, EDC Feb, 1993 Adapted format to be used by the "C" version of GCTP. S. Nelson, EDC June, 1993 Changed precisian of radians in assigning the region, and in the conversion algorithm. S. Nelson, EDC Feb, 1994 changed perror to p_error. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double R; /* Radius of the earth (sphere) */ static double lon_center[6]; /* Central meridians, one for each region */ static double feast[6]; /* False easting, one for each region */ /* Initialize the Interrupted Mollweide projection --------------------------------------------*/ long imolwforint(r) double r; /* (I) Radius of the earth (sphere) */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; /* Initialize central meridians for each of the 6 regions ------------------------------------------------------*/ lon_center[0] = 1.0471975512; /* 60.0 degrees */ lon_center[1] = -2.96705972839; /* -170.0 degrees */ lon_center[2] = -0.523598776; /* -30.0 degrees */ lon_center[3] = 1.57079632679; /* 90.0 degrees */ lon_center[4] = -2.44346095279; /* -140.0 degrees */ lon_center[5] = -0.34906585; /* -20.0 degrees */ /* Initialize false eastings for each of the 6 regions ---------------------------------------------------*/ feast[0] = R * -2.19988776387; feast[1] = R * -0.15713484; feast[2] = R * 2.04275292359; feast[3] = R * -1.72848324304; feast[4] = R * 0.31426968; feast[5] = R * 2.19988776387; /* Report parameters to the user -----------------------------*/ ptitle("INTERRUPTED MOLLWEIDE EQUAL-AREA"); radius(r); return(OK); } /* Interrupted Mollweide forward equations--mapping lat,long to x,y -------------------------------------------------------------*/ long imolwfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; double delta_theta; double con; long i; long region; /* Forward equations -----------------*/ /* Note: PI has been adjusted so that the correct region will be assigned when lon = 180 deg. ----------------------------------------------------------------------*/ if (lat >= 0.0) { if (lon >= 0.34906585 && lon < 1.91986217719) region = 0; else if ((lon >= 1.919862177 && lon <= (PI + 1.0E-14)) || (lon >= (-PI - 1.0E-14) && lon < -1.745329252)) region=1; else region = 2; } else { if (lon >= 0.34906585 && lon < 2.44346095279) region = 3; else if ((lon >= 2.44346095279 && lon <= (PI +1.0E-14)) || (lon >= (-PI - 1.0E-14) && lon<-1.2217304764)) region=4; else region = 5; } delta_lon = adjust_lon(lon - lon_center[region]); theta = lat; con = PI * sin(lat); /* Iterate using the Newton-Raphson method to find theta -----------------------------------------------------*/ for (i=0;;i++) { delta_theta = -(theta + sin(theta) - con) / (1.0 + cos(theta)); theta += delta_theta; if (fabs(delta_theta) < EPSLN) break; if (i >= 50) p_error("Iteration failed to converge","IntMoll-forward"); } theta /= 2.0; /* If the latitude is 90 deg, force the x coordinate to be "0 + false easting" this is done here because of percision problems with "cos(theta)" --------------------------------------------------------------------------*/ if (PI / 2 - fabs(lat) < EPSLN) delta_lon = 0; *x = feast[region] + 0.900316316158 * R * delta_lon * cos(theta); *y = R * 1.4142135623731 * sin(theta); return(OK); } libgctp-2.0/source/omerfor.c0000644000175000017500000001705612335175401016310 0ustar alastairalastair/******************************************************************************* NAME OBLIQUE MERCATOR (HOTINE) PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Oblique Mercator projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double azimuth; static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_origin; /* center longitude */ static double lat_origin; /* center latitude */ static double e,es; /* eccentricity constants */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p20,cos_p20; /* sin and cos values */ static double bl; static double al; static double d; static double el,u; static double singam,cosgam; static double sinaz,cosaz; /* Initialize the Oblique Mercator projection ------------------------------------------*/ long omerforint(r_maj,r_min,scale_fact,azimuth,lon_orig,lat_orig,false_east, false_north,lon1,lat1,lon2,lat2,mode) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ double azimuth; /* azimuth east of north */ double lon_orig; /* longitude of origin */ double lat_orig; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ double lon1; /* fist point to define central line */ double lat1; /* fist point to define central line */ double lon2; /* second point to define central line */ double lat2; /* second point to define central line */ long mode; /* which format type A or B */ { double temp; /* temporary variable */ double con,com; double ts; double ts1,ts2; double h,l; double j,p,dlon; double f,g,gama; double sinphi,cosphi; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lat_origin = lat_orig; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); sincos(lat_origin,&sin_p20,&cos_p20); con = 1.0 - es * sin_p20 * sin_p20; com = sqrt(1.0 - es); bl = sqrt(1.0 + es * pow(cos_p20,4.0)/(1.0 - es)); al = r_major * bl * scale_factor * com / con; if (fabs(lat_origin) < EPSLN) { ts = 1.0; d = 1.0; el = 1.0; } else { ts = tsfnz(e,lat_origin,sin_p20); con = sqrt(con); d = bl * com / (cos_p20 * con); if ((d * d - 1.0) > 0.0) { if (lat_origin >= 0.0) f = d + sqrt(d * d - 1.0); else f = d - sqrt(d * d - 1.0); } else f = d; el = f * pow(ts,bl); } /* Report parameters to the user that are the same for both formats ---------------------------------------------------------------*/ ptitle("OBLIQUE MERCATOR (HOTINE)"); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); offsetp(false_easting,false_northing); if (mode != 0) { g = .5 * (f - 1.0/f); gama = asinz(sin(azimuth) / d); lon_origin = lon_orig - asinz(g * tan(gama))/bl; /* Report parameters common to format B -------------------------------------*/ genrpt(azimuth * R2D,"Azimuth of Central Line: "); cenlon(lon_origin); cenlat(lat_origin); con = fabs(lat_origin); if ((con > EPSLN) && (fabs(con - HALF_PI) > EPSLN)) { sincos(gama,&singam,&cosgam); sincos(azimuth,&sinaz,&cosaz); if (lat_origin >= 0) u = (al / bl) * atan(sqrt(d*d - 1.0)/cosaz); else u = -(al / bl) * atan(sqrt(d*d - 1.0)/cosaz); } else { p_error("Input data error","omer-init"); return(201); } } else { sinphi = sin(lat1); ts1 = tsfnz(e,lat1,sinphi); sinphi = sin(lat2); ts2 = tsfnz(e,lat2,sinphi); h = pow(ts1,bl); l = pow(ts2,bl); f = el/h; g = .5 * (f - 1.0/f); j = (el * el - l * h)/(el * el + l * h); p = (l - h) / (l + h); dlon = lon1 - lon2; if (dlon < -PI) lon2 = lon2 - 2.0 * PI; if (dlon > PI) lon2 = lon2 + 2.0 * PI; dlon = lon1 - lon2; lon_origin = .5 * (lon1 + lon2) - atan(j * tan(.5 * bl * dlon)/p)/bl; dlon = adjust_lon(lon1 - lon_origin); gama = atan(sin(bl * dlon)/g); azimuth = asinz(d * sin(gama)); /* Report parameters common to format A -------------------------------------*/ genrpt(lon1 * R2D,"Longitude of First Point: "); genrpt(lat1 * R2D,"Latitude of First Point: "); genrpt(lon2 * R2D,"Longitude of Second Point: "); genrpt(lat2 * R2D,"Latitude of Second Point: "); if (fabs(lat1 - lat2) <= EPSLN) { p_error("Input data error","omer-init"); return(202); } else con = fabs(lat1); if ((con <= EPSLN) || (fabs(con - HALF_PI) <= EPSLN)) { p_error("Input data error","omer-init"); return(202); } else if (fabs(fabs(lat_origin) - HALF_PI) <= EPSLN) { p_error("Input data error","omer-init"); return(202); } sincos(gama,&singam,&cosgam); sincos(azimuth,&sinaz,&cosaz); if (lat_origin >= 0) u = (al/bl) * atan(sqrt(d * d - 1.0)/cosaz); else u = -(al/bl) * atan(sqrt(d * d - 1.0)/cosaz); } return(OK); } /* Oblique Mercator forward equations--mapping lat,long to x,y ----------------------------------------------------------*/ long omerfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double theta; /* angle */ double sin_phi, cos_phi;/* sin and cos value */ double b; /* temporary values */ double c, t, tq; /* temporary values */ double con, n, ml; /* cone constant, small m */ double q,us,vl; double ul,vs; double s; double dlon; double ts1; /* Forward equations -----------------*/ sin_phi = sin(lat); dlon = adjust_lon(lon - lon_origin); vl = sin(bl * dlon); if (fabs(fabs(lat) - HALF_PI) > EPSLN) { ts1 = tsfnz(e,lat,sin_phi); q = el / (pow(ts1,bl)); s = .5 * (q - 1.0 / q); t = .5 * (q + 1.0/ q); ul = (s * singam - vl * cosgam) / t; con = cos(bl * dlon); if (fabs(con) < .0000001) { us = al * bl * dlon; } else { us = al * atan((s * cosgam + vl * singam) / con)/bl; if (con < 0) us = us + PI * al / bl; } } else { if (lat >= 0) ul = singam; else ul = -singam; us = al * lat / bl; } if (fabs(fabs(ul) - 1.0) <= EPSLN) { p_error("Point projects into infinity","omer-for"); return(205); } vs = .5 * al * log((1.0 - ul)/(1.0 + ul)) / bl; us = us - u; *x = false_easting + vs * cosaz + us * sinaz; *y = false_northing + us * cosaz - vs * sinaz; return(OK); } libgctp-2.0/source/lamazinv.c0000644000175000017500000001015712335175401016453 0ustar alastairalastair/******************************************************************************* NAME LAMBERT AZIMUTHAL EQUAL-AREA PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Lambert Azimuthal Equal Area projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS March, 1991 S. Nelson,EROS Dec, 1993 changed asin() to asinz() because NaN resulted expecting poles. This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double sin_lat_o; /* Sine of the center latitude */ static double cos_lat_o; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Lambert Azimuthal Equal Area projection ------------------------------------------------------*/ long lamazinvint(r, center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_lat_o, &cos_lat_o); /* Report parameters to the user -----------------------------*/ ptitle("LAMBERT AZIMUTHAL EQUAL-AREA"); radius(r); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* Lambert Azimuthal Equal Area inverse equations--mapping x,y to lat,long -----------------------------------------------------------------------*/ long lamazinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double Rh; double z; /* Great circle dist from proj center to given point */ double sin_z; /* Sine of z */ double cos_z; /* Cosine of z */ double temp; /* Re-used temporary variable */ /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; Rh = sqrt(x * x + y * y); temp = Rh / (2.0 * R); if (temp > 1) { p_error("Input data error", "lamaz-inverse"); return(115); } z = 2.0 * asinz(temp); sincos(z, &sin_z, &cos_z); *lon = lon_center; if (fabs(Rh) > EPSLN) { *lat = asinz(sin_lat_o * cos_z + cos_lat_o * sin_z * y / Rh); temp = fabs(lat_center) - HALF_PI; if (fabs(temp) > EPSLN) { temp = cos_z - sin_lat_o * sin(*lat); if(temp!=0.0)*lon=adjust_lon(lon_center+atan2(x*sin_z*cos_lat_o,temp*Rh)); } else if (lat_center < 0.0) *lon = adjust_lon(lon_center - atan2(-x, y)); else *lon = adjust_lon(lon_center + atan2(x, -y)); } else *lat = lat_center; return(OK); } libgctp-2.0/source/inv_init.c0000644000175000017500000004303112335175401016446 0ustar alastairalastair/******************************************************************************* NAME INV_INIT PURPOSE: Initializes inverse projection transformation parameters PROGRAMMER DATE REASON ---------- ---- ------ T. Mittan 3-09-93 Initial Development S. Nelson 11-94 Added Clarke spheroid default to UTM S. Nelson 1-98 Changed datum to spheroid. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" void inv_init(insys,inzone,inparm,inspheroid,fn27,fn83,iflg,inv_trans) long insys; /* input system code */ long inzone; /* input zone number */ double *inparm; /* input array of projection parameters */ long inspheroid; /* input spheroid code */ char *fn27; /* NAD 1927 parameter file */ char *fn83; /* NAD 1983 parameter file */ long *iflg; /* status flag */ long (*inv_trans[])(); /* inverse function pointer */ { long zone; /* zone number */ double azimuth; /* azimuth */ double angle; /* rotation anlge */ double alf; /* SOM angle */ double lon; /* longitude */ double lon1; /* longitude point in utm scene */ double lon2; /* 2nd longitude point */ double lat; /* latitude */ double lat1; /* 1st standard parallel */ double lat2; /* 2nd standard parallel */ double center_long; /* center longitude */ double center_lat; /* center latitude */ double h; /* height above sphere */ double lat_origin; /* latitude at origin */ double lon_origin; /* longitude at origin */ double r_major; /* major axis in meters */ double r_minor; /* minor axis in meters */ double scale_factor; /* scale factor */ double false_easting; /* false easting in meters */ double false_northing; /* false northing in meters */ double radius; /* radius of sphere */ double shape_m; /* constant used for Oblated Equal Area */ double shape_n; /* constant used for Oblated Equal Area */ long start; /* start of SOM Beginning or end */ double time; /* SOM time */ long path; /* SOM path number */ long satnum; /* SOM satellite number */ long mode; /* which format is used A or B */ long tmpspheroid; /* temporary spheroid for UTM */ /* Function declarations for inverse function pointer ---------------------------------------------------*/ long utminv(); long stplninv(); long alberinv(); long lamccinv(); long merinv(); long psinv(); long polyinv(); long eqconinv(); long tminv(); long sterinv(); long lamazinv(); long aziminv(); long gnominv(); long orthinv(); long gvnspinv(); long sininv(); long equiinv(); long millinv(); long vandginv(); long omerinv(); long sominv(); long haminv(); long robinv(); long goodinv(); long molwinv(); long imolwinv(); long alconinv(); long wivinv(); long wviiinv(); long obleqinv(); /* Initialize inverse transformations -----------------------------------*/ /* find the correct major and minor axis --------------------------------------*/ sphdz(inspheroid,inparm,&r_major,&r_minor,&radius); false_easting = inparm[6]; false_northing = inparm[7]; if (insys == UTM) { /* this is the call to initialize U T M -------------------------------------*/ /* set Clarke 1866 spheroid if negative spheroid code ----------------------------------------------*/ if (inspheroid < 0) { tmpspheroid = 0; sphdz(tmpspheroid,inparm,&r_major,&r_minor,&radius); } zone = inzone; if (zone == 0) { lon1 = paksz(inparm[0],iflg) * 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(inparm[1],iflg) * 3600 * S2R; if (*iflg != 0) return; zone = calc_utm_zone(lon1 * R2D); if (lat1 < 0) zone = -zone; } scale_factor = .9996; *iflg = utminvint(r_major,r_minor,scale_factor,zone); inv_trans[insys] = utminv; } else if (insys == SPCS) { /* this is the call to initialize STATE PLANE --------------------------------------------*/ *iflg = stplninvint( inzone,inspheroid,fn27,fn83); if (*iflg != 0) return; inv_trans[insys] = stplninv; } else if (insys == ALBERS) { /* this is the call to initialize ALBERS ---------------------------------------*/ lat1 = paksz(inparm[2],iflg) * 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(inparm[3],iflg) * 3600 * S2R; if (*iflg != 0) return; center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = alberinvint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting, false_northing); inv_trans[insys] = alberinv; } else if (insys == LAMCC) { /* this is the call to initialize LAMBERT CONFORMAL CONIC --------------------------------------------------------*/ lat1 = paksz(inparm[2],iflg) * 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(inparm[3],iflg) * 3600 * S2R; if (*iflg != 0) return; center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = lamccinvint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting, false_northing); inv_trans[insys] = lamccinv; } else if (insys == MERCAT) { /* this is the call to initialize MERCATOR ----------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = merinvint(r_major,r_minor,center_long,lat1,false_easting, false_northing); inv_trans[insys] = merinv; } else if (insys == PS) { /* this is the call to initialize POLAR STEREOGRAPHIC ----------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = psinvint(r_major,r_minor,center_long,lat1,false_easting, false_northing); inv_trans[insys] = psinv; } else if (insys == POLYC) { /* this is the call to initialize POLYCONIC -----------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = polyinvint(r_major,r_minor,center_long,lat_origin,false_easting, false_northing); inv_trans[insys] = polyinv; } else if (insys == EQUIDC) { /* this is the call to initialize EQUIDISTANT CONIC ---------------------------------------------------*/ lat1 = paksz(inparm[2],iflg) * 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(inparm[3],iflg) * 3600 * S2R; if (*iflg != 0) return; center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; if (inparm[8] == 0) mode = 0; else mode = 1; *iflg = eqconinvint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting,false_northing,mode); inv_trans[insys] = eqconinv; } else if (insys == TM) { /* this is the call to initialize TRANSVERSE MERCATOR -------------------------------------------------*/ scale_factor = inparm[2]; center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = tminvint(r_major,r_minor,scale_factor,center_long,lat_origin, false_easting, false_northing); inv_trans[insys] = tminv; } else if (insys == STEREO) { /* this is the call to initialize STEREOGRAPHIC ---------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = sterinvint(radius,center_long,center_lat,false_easting, false_northing); inv_trans[insys] = sterinv; } else if (insys == LAMAZ) { /* this is the call to initialize LAMBERT AZIMUTHAL EQUAL-AREA -------------------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = lamazinvint(radius, center_long, center_lat,false_easting, false_northing); inv_trans[insys] = lamazinv; } else if (insys == AZMEQD) { /* this is the call to initialize AZIMUTHAL EQUIDISTANT ------------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = aziminvint(radius,center_long,center_lat,false_easting, false_northing); inv_trans[insys] = aziminv; } else if (insys == GNOMON) { /* this is the call to initialize GNOMONIC ----------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = gnominvint(radius,center_long,center_lat,false_easting, false_northing); inv_trans[insys] = gnominv; } else if (insys == ORTHO) { /* this is the call to initialize ORTHOGRAPHIC --------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = orthinvint(radius,center_long,center_lat,false_easting, false_northing); inv_trans[insys] = orthinv; } else if (insys == GVNSP) { /* this is the call to initialize GENERAL VERTICAL NEAR SIDED PERSPECTIVE -----------------------------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; h = inparm[2]; *iflg = gvnspinvint(radius,h,center_long,center_lat,false_easting, false_northing); inv_trans[insys] = gvnspinv; } else if (insys == SNSOID) { /* this is the call to initialize SINUSOIDAL --------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = sininvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = sininv; } else if (insys == EQRECT) { /* this is the call to initialize EQUIRECTANGULAR -----------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = equiinvint(radius,center_long,lat1,false_easting, false_northing); inv_trans[insys] = equiinv; } else if (insys == MILLER) { /* this is the call to initialize MILLER CYLINDRICAL --------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = millinvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = millinv; } else if (insys == VGRINT) { /* this is the call to initialize VAN DER GRINTEN -----------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = vandginvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = vandginv; } else if (insys == HOM) { /* this is the call to initialize HOTLINE OBLIQUE MERCATOR ---------------------------------------------------------*/ scale_factor = inparm[2]; lat_origin = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; if (inparm[12] != 0) { mode = 1; azimuth = paksz(inparm[3],iflg) * 3600 * S2R; if (*iflg != 0) return; lon_origin = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; } else { mode = 0; lon1 = paksz(inparm[8],iflg) * 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(inparm[9],iflg) * 3600 * S2R; if (*iflg != 0) return; lon2 = paksz(inparm[10],iflg) * 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(inparm[11],iflg) * 3600 * S2R; if (*iflg != 0) return; } *iflg = omerinvint(r_major,r_minor,scale_factor,azimuth,lon_origin, lat_origin,false_easting, false_northing,lon1,lat1, lon2,lat2,mode); inv_trans[insys] = omerinv; } else if (insys == SOM) { /* this is the call to initialize SOM -----------------------------------*/ path = inparm[3]; satnum = inparm[2]; if (inparm[12] == 0) { mode = 1; alf = paksz(inparm[3],iflg) * 3600 * S2R; if (*iflg != 0) return; lon1 = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; time = inparm[8]; start = inparm[10]; } else mode = 0; /* *iflg = sominvint(r_major,r_minor,satnum,path,false_easting, false_northing); */ *iflg = sominvint(r_major,r_minor,satnum,path,alf,lon1,false_easting, false_northing,time,start,mode); inv_trans[insys] = sominv; } else if (insys == HAMMER) { /* this is the call to initialize HAMMER --------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = haminvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = haminv; } else if (insys == ROBIN) { /* this is the call to initialize ROBINSON ----------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = robinvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = robinv; } else if (insys == GOOD) { /* this is the call to initialize GOODE'S HOMOLOSINE ---------------------------------------------------*/ *iflg = goodinvint(radius); inv_trans[insys] = goodinv; } else if (insys == MOLL) { /* this is the call to initialize MOLLWEIDE -------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = molwinvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = molwinv; } else if (insys == IMOLL) { /* this is the call to initialize INTERRUPTED MOLLWEIDE -----------------------------------------------------*/ *iflg = imolwinvint(radius); inv_trans[insys] = imolwinv; } else if (insys == ALASKA) { /* this is the call to initialize ALASKA CONFORMAL ------------------------------------------------*/ *iflg = alconinvint(r_major,r_minor,false_easting,false_northing); inv_trans[insys] = alconinv; } else if (insys == WAGIV) { /* this is the call to initialize WAGNER IV -----------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = wivinvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = wivinv; } else if (insys == WAGVII) { /* this is the call to initialize WAGNER VII ------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = wviiinvint(radius, center_long,false_easting,false_northing); inv_trans[insys] = wviiinv; } else if (insys == OBEQA) { /* this is the call to initialize OBLATED EQUAL AREA ---------------------------------------------------*/ center_long = paksz(inparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(inparm[5],iflg) * 3600 * S2R; if (*iflg != 0) return; shape_m = inparm[2]; shape_n = inparm[3]; angle = paksz(inparm[8],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = obleqinvint(radius,center_long,center_lat,shape_m, shape_n, angle,false_easting,false_northing); inv_trans[insys] = obleqinv; } return; } libgctp-2.0/source/wivinv.c0000644000175000017500000000466112335175401016157 0ustar alastairalastair/******************************************************************************* NAME WAGNER IV PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Wagner IV projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991 This function was implemented with formulas supplied by John P. Snyder. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., Personal correspondence, January 1991. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset */ static double false_northing; /* y offset */ /* Initialize the Wagner IV projection ------------------------------------*/ long wivinvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset */ double false_north; /* y offset */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("WAGNER IV"); radius(r); cenlon(center_long); offsetp(false_east,false_north); return(OK); } /* Wagner IV inverse equations--mapping x,y to lat,long ----------------------------------------------------*/ long wivinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double theta; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; theta = asin(y / (1.56548 * R)); *lon = adjust_lon(lon_center + (x / (0.86310 * R * cos(theta)))); *lat = asin((2.0 * theta + sin(2.0 * theta)) / 2.9604205062); return(OK); } libgctp-2.0/source/polyinv.c0000644000175000017500000000726512335175401016340 0ustar alastairalastair/******************************************************************************* NAME POLYCONIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Polyconic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE REASON ---------- ---- ------ T. Mittan Mar, 1993 S. Nelson Jan, 1998 If an error occurs in the phi4z call from polyinv, the error flag number from phi4z will be returned instead of 74 as before. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the POLYCONIC projection ----------------------------------*/ long polyinvint(r_maj,r_min,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = mlfn(e0, e1, e2, e3, lat_origin); /* Report parameters to the user -----------------------------*/ ptitle("POLYCONIC"); radius2(r_major, r_minor); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Polyconic inverse equations--mapping x,y to lat/long ---------------------------------------------------*/ long polyinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double sin_phi, cos_phi;/* sin and cos value */ double al; /* temporary values */ double b; /* temporary values */ double c; /* temporary values */ double con, ml; /* cone constant, small m */ long iflg; /* error flag */ /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; al = ml0 + y/r_major; iflg = 0; if (fabs(al) <= .0000001) { *lon = x/r_major + lon_center; *lat = 0.0; } else { b = al * al + (x/r_major) * (x/r_major); iflg = phi4z(es,e0,e1,e2,e3,al,b,&c,lat); if (iflg != OK) return(iflg); *lon = adjust_lon((asinz(x * c / r_major) / sin(*lat)) + lon_center); } return(OK); } libgctp-2.0/source/equiinv.c0000644000175000017500000000566512335175401016322 0ustar alastairalastair/******************************************************************************* NAME EQUIRECTANGULAR PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Equirectangular projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Equirectangular projection ----------------------------------------*/ long equiinvint(r_maj,center_lon,lat1,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double lat1; /* latitude of true scale */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = lat1; false_northing = false_north; false_easting = false_east; /* Report parameters to the user -----------------------------*/ ptitle("EQUIRECTANGULAR"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Equirectangular inverse equations--mapping x,y to lat/long ---------------------------------------------------------*/ long equiinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double sinphi, cosphi; /* sin and cos value */ double dlon; /* delta longitude value */ double coslon; /* cos of longitude */ double ksp; /* scale factor */ double g; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; *lat = y / r_major; if (fabs(*lat) > HALF_PI) { p_error("Input data error","equi-inv"); return(174); } *lon = adjust_lon(lon_center + x / (r_major * cos(lat_origin))); return(OK); } libgctp-2.0/source/orthinv.c0000644000175000017500000000704412335175401016324 0ustar alastairalastair/******************************************************************************* NAME ORTHOGRAPHIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Orthographic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p14; /* sin of center latitude */ static double cos_p14; /* cos of center latitude */ /* Initialize the Orthographic projection -------------------------------------*/ long orthinvint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p14,&cos_p14); /* Report parameters to the user -----------------------------*/ ptitle("ORTHOGRAPHIC"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Orthographic inverse equations--mapping x,y to lat/long ------------------------------------------------------*/ long orthinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; /* height above ellipsoid */ double z; /* angle */ double sinz,cosz; /* sin of z and cos of z */ double temp; double con; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; rh = sqrt(x * x + y * y); if (rh > r_major + .0000001) { p_error("Input data error","orth-inv"); return(145); } z = asinz(rh / r_major); sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_origin; return(OK); } *lat = asinz(cosz * sin_p14 + (y * sinz * cos_p14)/rh); con = fabs(lat_origin) - HALF_PI; if (fabs(con) <= EPSLN) { if (lat_origin >= 0) { *lon = adjust_lon(lon_center + atan2(x, -y)); return(OK); } else { *lon = adjust_lon(lon_center - atan2(-x, y)); return(OK); } } con = cosz - sin_p14 * sin(*lat); if ((fabs(con) >= EPSLN) || (fabs(x) >= EPSLN)) *lon = adjust_lon(lon_center + atan2((x * sinz * cos_p14), (con * rh))); return(OK); } libgctp-2.0/source/tmfor.c0000644000175000017500000001261412335175401015761 0ustar alastairalastair/******************************************************************************* NAME TRANSVERSE MERCATOR PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Transverse Mercator projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 S. Nelson Feb, 1995 Divided tmfor.c into two files, one for UTM (utmfor.c) and one for TM (tmfor.c). This was a necessary change to run forward projection conversions for both UTM and TM in the same process. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double ind; /* spherical flag */ /* Initialize the Transverse Mercator (TM) projection -------------------------------------------------*/ long tmforint(r_maj,r_min,scale_fact,center_lon,center_lat,false_east, false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = r_major * mlfn(e0, e1, e2, e3, lat_origin); esp = es / (1.0 - es); if (es < .00001) ind = 1; else ind = 0; /* Report parameters to the user -----------------------------*/ ptitle("TRANSVERSE MERCATOR (TM)"); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Transverse Mercator forward equations--mapping lat,long to x,y Note: The algorithm for TM is exactly the same as UTM and therefore if a change is implemented, also make the change to UTMFOR.c --------------------------------------------------------------*/ long tmfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; /* angle */ double delta_theta; /* adjusted longitude */ double sin_phi, cos_phi;/* sin and cos value */ double al, als; /* temporary values */ double b; /* temporary values */ double c, t, tq; /* temporary values */ double con, n, ml; /* cone constant, small m */ /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); sincos(lat, &sin_phi, &cos_phi); /* This part was in the fortran code and is for the spherical form ----------------------------------------------------------------*/ if (ind != 0) { b = cos_phi * sin(delta_lon); if ((fabs(fabs(b) - 1.0)) < .0000000001) { p_error("Point projects into infinity","tm-for"); return(93); } else { *x = .5 * r_major * scale_factor * log((1.0 + b)/(1.0 - b)); con = acos(cos_phi * cos(delta_lon)/sqrt(1.0 - b*b)); if (lat < 0) con = - con; *y = r_major * scale_factor * (con - lat_origin); return(OK); } } al = cos_phi * delta_lon; als = SQUARE(al); c = esp * SQUARE(cos_phi); tq = tan(lat); t = SQUARE(tq); con = 1.0 - es * SQUARE(sin_phi); n = r_major / sqrt(con); ml = r_major * mlfn(e0, e1, e2, e3, lat); *x = scale_factor * n * al * (1.0 + als / 6.0 * (1.0 - t + c + als / 20.0 * (5.0 - 18.0 * t + SQUARE(t) + 72.0 * c - 58.0 * esp))) + false_easting; *y = scale_factor * (ml - ml0 + n * tq * (als * (0.5 + als / 24.0 * (5.0 - t + 9.0 * c + 4.0 * SQUARE(c) + als / 30.0 * (61.0 - 58.0 * t + SQUARE(t) + 600.0 * c - 330.0 * esp))))) + false_northing; return(OK); } libgctp-2.0/source/robinv.c0000644000175000017500000001435712335175401016137 0ustar alastairalastair/******************************************************************************* NAME ROBINSON PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Robinson projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE REASON ---------- ---- ------ T. Mittan March, 1993 Converted from FORTRAN to C. S. Nelson Nov, 1993 Changed number of iterations from 20 to 75. This seemed to give a valid Latitude with less fatal errors. This function was adapted from the Robinson projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ static double pr[21]; static double xlr[21]; /* Initialize the ROBINSON projection ---------------------------------*/ long robinvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; pr[1]= -0.062; xlr[1]=0.9986; pr[2]=0.0; xlr[2]=1.0; pr[3]=0.062; xlr[3]=0.9986; pr[4]=0.124; xlr[4]=0.9954; pr[5]=0.186; xlr[5]=0.99; pr[6]=0.248; xlr[6]=0.9822; pr[7]=0.31; xlr[7]=0.973; pr[8]=0.372; xlr[8]=0.96; pr[9]=0.434; xlr[9]=0.9427; pr[10]=0.4958; xlr[10]=0.9216; pr[11]=0.5571; xlr[11]=0.8962; pr[12]=0.6176; xlr[12]=0.8679; pr[13]=0.6769; xlr[13]=0.835; pr[14]=0.7346; xlr[14]=0.7986; pr[15]=0.7903; xlr[15]=0.7597; pr[16]=0.8435; xlr[16]=0.7186; pr[17]=0.8936; xlr[17]=0.6732; pr[18]=0.9394; xlr[18]=0.6213; pr[19]=0.9761; xlr[19]=0.5722; pr[20]=1.0; xlr[20]=0.5322; for (i = 0; i < 21; i++) xlr[i] *= 0.9858; /* Report parameters to the user -----------------------------*/ ptitle("ROBINSON"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Robinson inverse equations--mapping x,y to lat/long ------------------------------------------------------------*/ long robinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double yy; double p2; double u,v,t,c; double phid; double temp; double y1; long ip1; long i; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; yy = 2.0 * y / PI / R; phid = yy * 90.0; p2 = fabs(phid / 5.0); ip1 = (long) (p2 - EPSLN); if (ip1 == 0) ip1 = 1; /* Stirling's interpolation formula as used in forward transformation is reversed for first estimation of LAT. from rectangular coordinates. LAT. is then adjusted by iteration until use of forward series provides correct value of Y within tolerance. ---------------------------------------------------------------------------*/ for (i = 0;;) { u = pr[ip1 + 3] - pr[ip1 + 1]; v = pr[ip1 + 3] - 2.0 * pr[ip1 + 2] + pr[ip1 + 1]; t = 2.0 * (fabs(yy) - pr[ip1 + 2]) / u; c = v / u; p2 = t * (1.0 - c * t * (1.0 - 2.0 * c * t)); if ((p2 >= 0.0) || (ip1 == 1)) { if (y >= 0) phid = (p2 + (double) ip1 ) * 5.0; else phid = -(p2 + (double) ip1 ) * 5.0; do { p2 = fabs(phid / 5.0); ip1 = (long) (p2 - EPSLN); p2 -= (double) ip1; if (y >= 0) y1 = R * (pr[ip1 +2] + p2 *(pr[ip1 + 3] - pr[ip1 +1]) / 2.0 + p2 * p2 * (pr[ip1 + 3] - 2.0 * pr[ip1 + 2] + pr[ip1 + 1])/2.0) * PI / 2.0; else y1 = -R * (pr[ip1 +2] + p2 *(pr[ip1 + 3] - pr[ip1 +1]) / 2.0 + p2 * p2 * (pr[ip1 + 3] - 2.0 * pr[ip1 + 2] + pr[ip1 + 1])/2.0) * PI / 2.0; phid += -180.0 * (y1 - y) / PI / R; i++; if (i > 75) { p_error("Too many iterations in inverse","robinv-conv"); return(234); } } while (fabs(y1 - y) > .00001); break; } else { ip1 -= 1; if (ip1 < 0) { p_error("Too many iterations in inverse","robinv-conv"); return(234); } } } *lat = phid * .01745329252; /* calculate LONG. using final LAT. with transposed forward Stirling's interpolation formula. ---------------------------------------------------------------------*/ *lon = lon_center + x / R / (xlr[ip1 + 2] + p2 * (xlr[ip1 + 3] - xlr[ip1 + 1]) / 2.0 + p2 * p2 * (xlr[ip1 + 3] - 2.0 * xlr[ip1 + 2] + xlr[ip1 + 1]) / 2.0); *lon = adjust_lon(*lon); return(OK); } libgctp-2.0/source/gctp.c0000644000175000017500000002526312335175401015573 0ustar alastairalastair/******************************************************************************* NAME GCTP VERSION PROGRAMMER DATE ------- ---------- ---- T. Mittan 2-26-93 Conversion from FORTRAN to C S. Nelson 12-14-93 Added assignments to inunit and outunit for State Plane purposes. c.1.0 S. Nelson 9-15-94 Added outdatum parameter call. c.1.1 S. Nelson 11-94 Modified code so that UTM can accept any spheroid code. Changed State Plane legislated distance units, for NAD83, to be consistant with FORTRAN version of GCTP. Unit codes are specified by state laws as of 2/1/92. c.1.5 S. Nelson 1-98 Changed the name datum to spheroid. In initialize test, before the init functions were called for State Plane every time. Now, initialization will only be done if zone, spheroid, or the parameter array changes which is consistant with the other projections. For the UTM inverse projections the 1st 2 elements of a temporary projection array were being assigned to a lat and long that lies in that zone area. This has been eliminated. UTM will be initialized the same as the other projections for inverse transformations. For forward transformations the temporary array still exists. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" #define TRUE 1 #define FALSE 0 static long iter = 0; /* First time flag */ static long inpj[MAXPROJ + 1]; /* input projection array */ static long indat[MAXPROJ + 1]; /* input dataum array */ static long inzn[MAXPROJ + 1]; /* input zone array */ static double pdin[MAXPROJ + 1][COEFCT];/* input projection parm array */ static long outpj[MAXPROJ + 1]; /* output projection array */ static long outdat[MAXPROJ + 1]; /* output dataum array */ static long outzn[MAXPROJ + 1]; /* output zone array */ static double pdout[MAXPROJ+1][COEFCT]; /* output projection parm array */ static long (*for_trans[MAXPROJ + 1])();/* forward function pointer array*/ static long (*inv_trans[MAXPROJ + 1])();/* inverse function pointer array*/ /* Table of unit codes as specified by state laws as of 2/1/92 for NAD 1983 State Plane projection, 1 = U.S. Survey Feet, 2 = Meters, 5 = International Feet */ static long NADUT[134] = {1, 5, 1, 1, 5, 1, 1, 1, 1, 2, 1, 1, 1, 2, 1, 1, 2, 2, 1, 1, 5, 2, 1, 2, 5, 1, 2, 2, 2, 1, 1, 1, 5, 2, 1, 5, 2, 2, 5, 2, 1, 1, 5, 2, 2, 1, 2, 1, 2, 2, 1, 2, 2, 2}; static long NAD83[134] = {101,102,5010,5300,201,202,203,301,302,401,402,403, 404,405,406,0000,501,502,503,600,700,901,902,903,1001,1002, 5101,5102,5103,5104,5105,1101,1102,1103,1201,1202,1301,1302, 1401,1402,1501,1502,1601,1602,1701,1702,1703,1801,1802,1900, 2001,2002,2101,2102,2103,2111,2112,2113,2201,2202,2203,2301, 2302,2401,2402,2403,2500,0000,0000,2600,0000,2701,2702,2703, 2800,2900,3001,3002,3003,3101,3102,3103,3104,3200,3301,3302, 3401,3402,3501,3502,3601,3602,3701,3702,3800,3900,0000,4001, 4002,4100,4201,4202,4203,4204,4205,4301,4302,4303,4400,4501, 4502,4601,4602,4701,4702,4801,4802,4803,4901,4902,4903,4904, 5001,5002,5003,5004,5005,5006,5007,5008,5009,5200,0000,5400}; void gctp(incoor,insys,inzone,inparm,inunit,inspheroid,ipr,efile,jpr,pfile, outcoor, outsys,outzone,outparm,outunit,outspheroid,fn27,fn83,iflg) double *incoor; /* input coordinates */ long *insys; /* input projection code */ long *inzone; /* input zone number */ double *inparm; /* input projection parameter array */ long *inunit; /* input units */ long *inspheroid; /* input spheroid */ long *ipr; /* printout flag for error messages. 0=screen, 1=file, 2=both*/ char *efile; /* error file name */ long *jpr; /* printout flag for projection parameters 0=screen, 1=file, 2 = both*/ char *pfile; /* error file name */ double *outcoor; /* output coordinates */ long *outsys; /* output projection code */ long *outzone; /* output zone */ double *outparm; /* output projection array */ long *outunit; /* output units */ long *outspheroid; /* output spheroid */ char fn27[]; /* file name of NAD 1927 parameter file */ char fn83[]; /* file name of NAD 1983 parameter file */ long *iflg; /* error flag */ { double x; /* x coordinate */ double y; /* y coordinate */ double factor; /* conversion factor */ double lon; /* longitude */ double lat; /* latitude */ double temp; /* temporary variable */ long i,j; /* loop counters */ long ininit_flag; /* input initilization flag */ long outinit_flag; /* output initilization flag */ long ind; /* temporary var used to find state plane zone */ long unit; /* temporary unit variable */ double temparr[COEFCT]; /* temporary projection array */ /* setup initilization flags and output message flags ---------------------------------------------------*/ ininit_flag = FALSE; outinit_flag = FALSE; *iflg = 0; *iflg = init(*ipr,*jpr,efile,pfile); if (*iflg != 0) return; /* check to see if initilization is required only the first 13 projection parameters are currently used. If more are added the loop should be increased. ---------------------------------------------------------*/ if (iter == 0) { for (i = 0; i < MAXPROJ + 1; i++) { inpj[i] = 0; indat[i] = 0; inzn[i] = 0; outpj[i] = 0; outdat[i] = 0; outzn[i] = 0; for (j = 0; j < COEFCT; j++) { pdin[i][j] = 0.0; pdout[i][j] = 0.0; } } ininit_flag = TRUE; outinit_flag = TRUE; iter = 1; } else { if (*insys != GEO) { if ((inzn[*insys] != *inzone) || (indat[*insys] != *inspheroid) || (inpj[*insys] != *insys)) { ininit_flag = TRUE; } else for (i = 0; i < 13; i++) if (pdin[*insys][i] != inparm[i]) { ininit_flag = TRUE; break; } } if (*outsys != GEO) { if ((outzn[*outsys] != *outzone) || (outdat[*outsys] != *outspheroid) || (outpj[*outsys] != *outsys)) { outinit_flag = TRUE; } else for (i = 0; i < 13; i++) if (pdout[*outsys][i] != outparm[i]) { outinit_flag = TRUE; break; } } } /* Check input and output projection numbers ------------------------------------------*/ if ((*insys < GEO) || (*insys > MAXPROJ)) { p_error("Insys is illegal","GCTP-INPUT"); *iflg = 1; return; } if ((*outsys < GEO) || (*outsys > MAXPROJ)) { p_error("Outsys is illegal","GCTP-OUTPUT"); *iflg = 2; return; } /* find the correct conversion factor for units ---------------------------------------------*/ unit = *inunit; /* use legislated unit table for State Plane -------------------------------------------*/ if ((*inspheroid == 0) && (*insys == SPCS) && (*inunit == STPLN_TABLE)) unit = FEET; if ((*inspheroid == 8) && (*insys == SPCS) && (*inunit == STPLN_TABLE)) unit = NADUT[(*inzone)/100]; /* find the factor unit conversions--all transformations are in radians or meters --------------------------------*/ if (*insys == GEO) *iflg = untfz(unit,RADIAN,&factor); else *iflg = untfz(unit,METER,&factor); if (*insys == SPCS) *inunit = unit; if (*iflg != 0) { close_file(); return; } x = incoor[0] * factor; y = incoor[1] * factor; /* Initialize inverse transformation ----------------------------------*/ if (ininit_flag) { inpj[*insys] = *insys; indat[*insys] = *inspheroid; inzn[*insys] = *inzone; for (i = 0;i < COEFCT; i++) pdin[*insys][i] = inparm[i]; /* Call the initialization function ----------------------------------*/ inv_init(*insys,*inzone,inparm,*inspheroid,fn27,fn83,iflg,inv_trans); if (*iflg != 0) { close_file(); return; } } /* Do actual transformations --------------------------*/ /* Inverse transformations ------------------------*/ if (*insys == GEO) { lon = x; lat = y; } else if ((*iflg = inv_trans[*insys](x, y, &lon, &lat)) != 0) { close_file(); return; } /* DATUM conversion should go here --------------------------------*/ /* The datum conversion facilities should go here */ /* Initialize forward transformation ----------------------------------*/ if (outinit_flag) { outpj[*outsys] = *outsys; outdat[*outsys] = *outspheroid; outzn[*outsys] = *outzone; for (i = 0;i < COEFCT; i++) pdout[*outsys][i] = outparm[i]; /* If the projection is UTM, copy to a temporary array. This way, the user does not have to enter the zone nor a lat/long within the zone. The program will calculate the zone from the input lat/long. ---------------------------------------------------------------------*/ if (*outsys == UTM) { for (i = 2; i < COEFCT; i++) temparr[i] = outparm[i]; temparr[0] = 0; temparr[1] = 0; if (outparm[0] == 0.0) { temparr[0] = pakr2dm(lon); temparr[1] = pakr2dm(lat); } else { temparr[0] = outparm[0]; temparr[1] = outparm[1]; } for_init(*outsys,*outzone,temparr,*outspheroid,fn27,fn83,iflg,for_trans); } else for_init(*outsys,*outzone,outparm,*outspheroid,fn27,fn83,iflg,for_trans); if (*iflg != 0) { close_file(); return; } } /* Forward transformations ------------------------*/ if (*outsys == GEO) { outcoor[0] = lon; outcoor[1] = lat; } else if ((*iflg = for_trans[*outsys](lon, lat, &outcoor[0], &outcoor[1])) != 0) { close_file(); return; } /* find the correct conversion factor for units ---------------------------------------------*/ unit = *outunit; /* use legislated unit table ----------------------------*/ if ((*outspheroid == 0) && (*outsys == SPCS) && (*outunit == STPLN_TABLE)) unit = 1; if ((*outspheroid == 8) && (*outsys == SPCS) && (*outunit == STPLN_TABLE)) unit = NADUT[(*outzone)/100]; if (*outsys == GEO) *iflg = untfz(RADIAN,unit,&factor); else *iflg = untfz(METER,unit,&factor); if (*outsys == SPCS) *outunit = unit; outcoor[0] *= factor; outcoor[1] *= factor; close_file(); return; } libgctp-2.0/source/lamccinv.c0000644000175000017500000001152612335175401016427 0ustar alastairalastair/******************************************************************************* NAME LAMBERT CONFORMAL CONIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Lambert Conformal Conic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan 2-26-93 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double es; /* eccentricity squared */ static double e; /* eccentricity */ static double center_lon; /* center longituted */ static double center_lat; /* cetner latitude */ static double ns; /* ratio of angle between meridian*/ static double f0; /* flattening of ellipsoid */ static double rh; /* height above ellipsoid */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Lambert Conformal Conic projection ------------------------------------------------*/ long lamccinvint(r_maj,r_min,lat1,lat2,c_lon,c_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double lat1; /* first standard parallel */ double lat2; /* second standard parallel */ double c_lon; /* center longitude */ double c_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double sin_po; /* sin value */ double cos_po; /* cos value */ double con; /* temporary sin value */ double ms1; /* small m 1 */ double ms2; /* small m 2 */ double temp; /* temporary variable */ double ts0; /* small t 0 */ double ts1; /* small t 1 */ double ts2; /* small t 2 */ r_major = r_maj; r_minor = r_min; false_easting = false_east; false_northing = false_north; /* Standard Parallels cannot be equal and on opposite sides of the equator ------------------------------------------------------------------------*/ if (fabs(lat1+lat2) < EPSLN) { p_error("Equal Latitiudes for St. Parallels on opposite sides of equator", "lamcc-inv"); return(41); } temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); center_lon = c_lon; center_lat = c_lat; sincos(lat1,&sin_po,&cos_po); con = sin_po; ms1 = msfnz(e,sin_po,cos_po); ts1 = tsfnz(e,lat1,sin_po); sincos(lat2,&sin_po,&cos_po); ms2 = msfnz(e,sin_po,cos_po); ts2 = tsfnz(e,lat2,sin_po); sin_po = sin(center_lat); ts0 = tsfnz(e,center_lat,sin_po); if (fabs(lat1 - lat2) > EPSLN) ns = log (ms1/ms2)/ log (ts1/ts2); else ns = con; f0 = ms1 / (ns * pow(ts1,ns)); rh = r_major * f0 * pow(ts0,ns); /* Report parameters to the user -----------------------------*/ ptitle("LAMBERT CONFORMAL CONIC"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(center_lon); origin(c_lat); offsetp(false_easting,false_northing); return(OK); } /* Lambert Conformal Conic inverse equations--mapping x,y to lat/long -----------------------------------------------------------------*/ long lamccinv(x , y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh1; /* height above ellipsoid */ double con; /* sign variable */ double ts; /* small t */ double theta; /* angle */ long flag; /* error flag */ flag = 0; x -= false_easting; y = rh - y + false_northing; if (ns > 0) { rh1 = sqrt (x * x + y * y); con = 1.0; } else { rh1 = -sqrt (x * x + y * y); con = -1.0; } theta = 0.0; if (rh1 != 0) theta = atan2((con * x),(con * y)); if ((rh1 != 0) || (ns > 0.0)) { con = 1.0/ns; ts = pow((rh1/(r_major * f0)),con); *lat = phi2z(e,ts,&flag); if (flag != 0) return(flag); } else *lat = -HALF_PI; *lon = adjust_lon(theta/ns + center_lon); return(OK); } libgctp-2.0/source/millfor.c0000644000175000017500000000560012335175401016273 0ustar alastairalastair/******************************************************************************* NAME MILLER CYLINDRICAL PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Miller Cylindrical projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Miller Cylindrical projection -------------------------------------------*/ long millforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("MILLER CYLINDRICAL"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Miller Cylindrical forward equations--mapping lat,long to x,y ------------------------------------------------------------*/ long millfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); *x = false_easting + R * dlon; *y = false_northing + R * log(tan((PI / 4.0) + (lat / 2.5))) * 1.25; return(OK); } libgctp-2.0/source/nad27sp0000644000175000017500000016104012335175401015665 0ustar alastairalastairALABAMA EAST AXT·™™™š?{¹sËÇ^€Á*°?ïÿ¬)ÜrA~`Aš‚p;MQALABAMA WEST 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CROIX AXT·™™™š?{¹sËÇ^€Á$8?ðAJ@Aÿ@A\ÀAš‚p;MQ@ÝÄæÅHGUAM ISLAND AXT·™™™š?{¹sËÇ^€A6 g€¦v!A6§ìþœ@èj@èjlibgctp-2.0/source/molwfor.c0000644000175000017500000000667212335175401016326 0ustar alastairalastair/******************************************************************************* NAME MOLLWEIDE PURPOSE: Transforms input longitude and latitude to Easting and Northing for the MOllweide projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991; Updated Sept, 1992; Updated Feb, 1993 S. Nelson, EDC Jun, 2993; Made corrections in precision and number of iterations. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Mollweide projection ------------------------------------*/ long molwforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ false_easting = false_east; false_northing = false_north; R = r; lon_center = center_long; /* Report parameters to the user -----------------------------*/ ptitle("MOLLWEIDE"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Mollweide forward equations--mapping lat,long to x,y ----------------------------------------------------*/ long molwfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; double delta_theta; double con; long i; /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); theta = lat; con = PI * sin(lat); /* Iterate using the Newton-Raphson method to find theta -----------------------------------------------------*/ for (i=0;;i++) { delta_theta = -(theta + sin(theta) - con)/ (1.0 + cos(theta)); theta += delta_theta; if (fabs(delta_theta) < EPSLN) break; if (i >= 50) { p_error("Iteration failed to converge","Mollweide-forward"); return(241); } } theta /= 2.0; /* If the latitude is 90 deg, force the x coordinate to be "0 + false easting" this is done here because of precision problems with "cos(theta)" --------------------------------------------------------------------------*/ if (PI/2 - fabs(lat) < EPSLN) delta_lon =0; *x = 0.900316316158 * R * delta_lon * cos(theta) + false_easting; *y = 1.4142135623731 * R * sin(theta) + false_northing; return(OK); } libgctp-2.0/source/utminv.c0000644000175000017500000001375712335175401016165 0ustar alastairalastair/******************************************************************************* NAME UNIVERSAL TRANSVERSE MERCATOR PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Universal Transverse Mercator projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 S. Nelson Feb, 1995 Divided tminv.c into two files, one for UTM (utminv.c) and one for TM (tminv.c). This was a necessary change to run inverse projection conversions for both UTM and TM in the same process. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static long ind; /* sphere flag value */ /* Initialize the Universal Transverse Mercator (UTM) projection -------------------------------------------------------------*/ long utminvint(r_maj,r_min,scale_fact,zone) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ long zone; /* zone number */ { double temp; /* temprorary variables */ if ((abs(zone) < 1) || (abs(zone) > 60)) { p_error("Illegal zone number","utm-invint"); return(11); } r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lat_origin = 0.0; lon_center = ((6 * abs(zone)) - 183) * D2R; false_easting = 500000.0; false_northing = (zone < 0) ? 10000000.0 : 0.0; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = r_major * mlfn(e0, e1, e2, e3, lat_origin); esp = es / (1.0 - es); if (es < .00001) ind = 1; else ind = 0; /* Report parameters to the user -----------------------------*/ ptitle("UNIVERSAL TRANSVERSE MERCATOR (UTM)"); genrpt_long(zone, "Zone: "); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); cenlonmer(lon_center); return(OK); } /* Universal Transverse Mercator inverse equations--mapping x,y to lat,long Note: The algorithm for UTM is exactly the same as TM and therefore if a change is implemented, also make the change to TMINV.c -----------------------------------------------------------------------*/ long utminv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double con,phi; /* temporary angles */ double delta_phi; /* difference between longitudes */ long i; /* counter variable */ double sin_phi, cos_phi, tan_phi; /* sin cos and tangent values */ double c, cs, t, ts, n, r, d, ds; /* temporary variables */ double f, h, g, temp; /* temporary variables */ long max_iter = 6; /* maximun number of iterations */ /* fortran code for spherical form --------------------------------*/ if (ind != 0) { f = exp(x/(r_major * scale_factor)); g = .5 * (f - 1/f); temp = lat_origin + y/(r_major * scale_factor); h = cos(temp); con = sqrt((1.0 - h * h)/(1.0 + g * g)); *lat = asinz(con); if (temp < 0) *lat = -*lat; if ((g == 0) && (h == 0)) { *lon = lon_center; return(OK); } else { *lon = adjust_lon(atan2(g,h) + lon_center); return(OK); } } /* Inverse equations -----------------*/ x = x - false_easting; y = y - false_northing; con = (ml0 + y / scale_factor) / r_major; phi = con; for (i=0;;i++) { delta_phi=((con + e1 * sin(2.0*phi) - e2 * sin(4.0*phi) + e3 * sin(6.0*phi)) / e0) - phi; /* delta_phi = ((con + e1 * sin(2.0*phi) - e2 * sin(4.0*phi)) / e0) - phi; */ phi += delta_phi; if (fabs(delta_phi) <= EPSLN) break; if (i >= max_iter) { p_error("Latitude failed to converge","UTM-INVERSE"); return(95); } } if (fabs(phi) < HALF_PI) { sincos(phi, &sin_phi, &cos_phi); tan_phi = tan(phi); c = esp * SQUARE(cos_phi); cs = SQUARE(c); t = SQUARE(tan_phi); ts = SQUARE(t); con = 1.0 - es * SQUARE(sin_phi); n = r_major / sqrt(con); r = n * (1.0 - es) / con; d = x / (n * scale_factor); ds = SQUARE(d); *lat = phi - (n * tan_phi * ds / r) * (0.5 - ds / 24.0 * (5.0 + 3.0 * t + 10.0 * c - 4.0 * cs - 9.0 * esp - ds / 30.0 * (61.0 + 90.0 * t + 298.0 * c + 45.0 * ts - 252.0 * esp - 3.0 * cs))); *lon = adjust_lon(lon_center + (d * (1.0 - ds / 6.0 * (1.0 + 2.0 * t + c - ds / 20.0 * (5.0 - 2.0 * c + 28.0 * t - 3.0 * cs + 8.0 * esp + 24.0 * ts))) / cos_phi)); } else { *lat = HALF_PI * sign(y); *lon = lon_center; } return(OK); } libgctp-2.0/source/wviiinv.c0000644000175000017500000000551112335175401016323 0ustar alastairalastair/******************************************************************************* NAME WAGNER VII PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Wagner VII projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991 S. Nelson, EROS Dec, 1993 Added function call to "asinz" to fix errors at 90 and -90 deg lat. This replaced calls to "asin". This function was implemented with formulas supplied by John P. Snyder. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., Personal correspondence, January 1991. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset */ static double false_northing; /* y offset */ /* Initialize the Wagner VII projection ------------------------------------*/ long wviiinvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset */ double false_north; /* y offset */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("WAGNER VII"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Wagner VII inverse equations--mapping x,y to lat,long -----------------------------------------------------*/ long wviiinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double temp; /* Re-used temporary variable */ double t1, t2, p, c; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; t1 = x / 2.66723; t2 = y / 1.24104; t1 *= t1; t2 *= t2; p = sqrt(t1 + t2); c = 2.0 * asinz(p / (2.0 * R)); *lat = asinz(y * sin(c) / (1.24104 * 0.90631 * p)); *lon = adjust_lon(lon_center + 3.0 * atan2(x * tan(c), 2.66723 * p)); return(OK); } libgctp-2.0/source/proj.h0000644000175000017500000003514612335175401015616 0ustar alastairalastair/* Projection codes 0 = Geographic 1 = Universal Transverse Mercator (UTM) 2 = State Plane Coordinates 3 = Albers Conical Equal Area 4 = Lambert Conformal Conic 5 = Mercator 6 = Polar Stereographic 7 = Polyconic 8 = Equidistant Conic 9 = Transverse Mercator 10 = Stereographic 11 = Lambert Azimuthal Equal Area 12 = Azimuthal Equidistant 13 = Gnomonic 14 = Orthographic 15 = General Vertical Near-Side Perspective 16 = Sinusiodal 17 = Equirectangular 18 = Miller Cylindrical 19 = Van der Grinten 20 = (Hotine) Oblique Mercator 21 = Robinson 22 = Space Oblique Mercator (SOM) 23 = Alaska Conformal 24 = Interrupted Goode Homolosine 25 = Mollweide 26 = Interrupted Mollweide 27 = Hammer 28 = Wagner IV 29 = Wagner VII 30 = Oblated Equal Area 99 = User defined */ /* Define projection codes */ #define GEO 0 #define UTM 1 #define SPCS 2 #define ALBERS 3 #define LAMCC 4 #define MERCAT 5 #define PS 6 #define POLYC 7 #define EQUIDC 8 #define TM 9 #define STEREO 10 #define LAMAZ 11 #define AZMEQD 12 #define GNOMON 13 #define ORTHO 14 #define GVNSP 15 #define SNSOID 16 #define EQRECT 17 #define MILLER 18 #define VGRINT 19 #define HOM 20 #define ROBIN 21 #define SOM 22 #define ALASKA 23 #define GOOD 24 #define MOLL 25 #define IMOLL 26 #define HAMMER 27 #define WAGIV 28 #define WAGVII 29 #define OBEQA 30 #define USDEF 99 /* Define unit code numbers to their names */ #define RADIAN 0 /* Radians */ #define FEET 1 /* Feed */ #define METER 2 /* Meters */ #define SECOND 3 /* Seconds */ #define DEGREE 4 /* Decimal degrees */ #define INT_FEET 5 /* International Feet */ /* The STPLN_TABLE unit value is specifically used for State Plane -- if units equals STPLN_TABLE and Datum is NAD83--actual units are retrieved from a table according to the zone. If Datum is NAD27--actual units will be feet. An error will occur with this unit if the projection is not State Plane. */ #define STPLN_TABLE 6 /* General code numbers */ #define IN_BREAK -2 /* Return status if the interupted projection point lies in the break area */ #define COEFCT 15 /* projection coefficient count */ #define PROJCT 30 /* projection count */ #define SPHDCT 31 /* spheroid count */ #define MAXPROJ 31 /* Maximum projection number */ #define MAXUNIT 5 /* Maximum unit code number */ #define GEO_TERM 0 /* Array index for print-to-term flag */ #define GEO_FILE 1 /* Array index for print-to-file flag */ #define GEO_TRUE 1 /* True value for geometric true/false flags */ #define GEO_FALSE -1 /* False val for geometric true/false flags */ /* GCTP Function prototypes */ long alberforint(double r_maj, double r_min, double lat1, double lat2, double lon0, double lat0, double false_east, double false_north); long alberfor(double lon, double lat, double *x, double *y); long alberinvint( double r_maj, double r_min, double lat1, double lat2, double lon0, double lat0, double false_east, double false_north); long alberinv( double x, double y, double *lon, double *lat); long alconforint( double r_maj, double r_min, double false_east, double false_north); long alconfor(double lon, double lat, double *x, double *y); long alconinvint( double r_maj, double r_min, double false_east, double false_north); long alconinv( double x, double y, double *lon, double *lat); long azimforint( double r_maj, double center_lon, double center_lat, double false_east, double false_north); long azimfor( double lon, double lat, double *x, double *y); long aziminvint( double r_maj, double center_lon, double center_lat, double false_east, double false_north); long aziminv( double x, double y, double *lon, double *lat); /* Functions residing in cproj.c */ void sincos( double val, double *sin_val, double *cos_val); double asinz (double con); double msfnz (double eccent, double sinphi, double cosphi); double qsfnz (double eccent, double sinphi, double cosphi); double phi1z (double eccent, double qs, long *flag); double phi2z(double eccent, double ts, long *flag); double phi3z(double ml, double e0, double e1, double e2, double e3, long *flag); double phi4z (double eccent, double e0, double e1, double e2, double e3, double a, double b, double *c, double *phi); double pakcz(double pak); double pakr2dm(double pak); double tsfnz(double eccent, double phi, double sinphi); int sign(double x); double adjust_lon(double x); double e0fn(double x); double e1fn(double x); double e2fn(double x); double e3fn(double x); double e4fn(double x); double mlfn(double e0,double e1,double e2,double e3,double phi); long calc_utm_zone(double lon); /* End of functions residing in cproj.h */ long eqconforint(double r_maj, double r_min, double lat1, double lat2, double center_lon, double center_lat, double false_east, double false_north, long mode); long eqconfor(double lon, double lat, double *x, double *y); long eqconinvint(double r_maj, double r_min, double lat1, double lat2, double center_lon, double center_lat, double false_east, double false_north, long mode); long eqconinv(double x, double y, double *lon, double *lat); long equiforint(double r_maj, double center_lon, double lat1, double false_east, double false_north); long equifor(double lon, double lat, double *x, double *y); long equiinvint(double r_maj, double center_lon, double lat1, double false_east, double false_north); long equiinv(double x, double y, double *lon, double *lat); void for_init(long outsys, long outzone, double *outparm, long outspheroid, char *fn27, char *fn83, long *iflg, long (*for_trans[])()); void gctp(double *incoor, long *insys, long *inzone, double *inparm, long *inunit, long *inspheroid, long *ipr, char *efile, long *jpr, char *pfile, double *outcoor, long *outsys, long *outzone, double *outparm, long *outunit, long *outspheroid, char fn27[], char fn83[], long *iflg); long gnomforint(double r, double center_long, double center_lat, double false_east, double false_north); long gnomfor(double lon, double lat, double *x, double *y); long gnominvint(double r, double center_long, double center_lat, double false_east, double false_north); long gnominv(double x, double y, double *lon, double *lat); long goodforint(double r); long goodfor(double lon, double lat, double *x, double *y); long goodinvint(double r); long goodinv(double x, double y, double *lon, double *lat); long gvnspforint(double r, double h, double center_long, double center_lat, double false_east, double false_north); long gvnspfor(double lon, double lat, double *x, double *y); long gvnspinvint(double r, double h, double center_long, double center_lat, double false_east, double false_north); long gvnspinv(double x, double y, double *lon, double *lat); long hamforint(double r, double center_long, double false_east, double false_north); long hamfor(double lon, double lat, double *x, double *y); long haminvint(double r, double center_long, double false_east, double false_north); long haminv(double x, double y, double *lon, double *lat); long imolwforint(double r); long imolwfor(double lon, double lat, double *x, double *y); long imolwinvint(double r); long imolwinv(double x, double y, double *lon, double *lat); void inv_init(long insys, long inzone, double *inparm, long inspheroid, char *fn27, char *fn83, long *iflg, long (*inv_trans[])()); long lamazforint(double r, double center_long, double center_lat, double false_east, double false_north); long lamazfor(double lon, double lat, double *x, double *y); long lamazinvint(double r, double center_long, double center_lat, double false_east, double false_north); long lamazinv(double x, double y, double *lon, double *lat); long lamccforint(double r_maj, double r_min, double lat1, double lat2, double c_lon, double c_lat, double false_east, double false_north); long lamccfor(double lon, double lat, double *x, double *y); long lamccinvint(double r_maj, double r_min, double lat1, double lat2, double c_lon, double c_lat, double false_east, double false_north); long lamccinv(double x, double y, double *lon, double *lat); long merforint(double r_maj, double r_min, double center_lon, double center_lat, double false_east, double false_north); long merfor(double lon, double lat, double *x, double *y); long merinvint(double r_maj, double r_min, double center_lon, double center_lat, double false_east, double false_north); long merinv(double x, double y, double *lon, double *lat); long millforint(double r, double center_long, double false_east, double false_north); long millfor(double lon, double lat, double *x, double *y); long millinvint(double r, double center_long, double false_east, double false_north); long millinv(double x, double y, double *lon, double *lat); long molwforint(double r, double center_long, double false_east, double false_north); long molwfor(double lon, double lat, double *x, double *y); long molwinvint(double r, double center_long, double false_east, double false_north); long molwinv(double x, double y, double *lon, double *lat); long obleqforint(double r, double center_long, double center_lat, double shape_m, double shape_n, double angle, double false_east, double false_north); long obleqfor(double lon, double lat, double *x, double *y); long obleqinvint(double r, double center_long, double center_lat, double shape_m, double shape_n, double angle, double false_east, double false_north); long omerforint(double r_maj, double r_min, double scale_fact, double azimuth, double lon_orig, double lat_orig, double false_east, double false_north, double lon1, double lat1, double lon2, double lat2, long mode); long omerfor(double lon, double lat, double *x, double *y); long omerinvint(double r_maj, double r_min, double scale_fact, double azimuth, double lon_orig, double lat_orig, double false_east, double false_north, double lon1, double lat1, double lon2, double lat2, long mode); long omerinv(double x, double y, double *lon, double *lat); long orthforint(double r_maj, double center_lon, double center_lat, double false_east, double false_north); long orthfor( double lon, double lat, double *x, double *y); long orthinvint(double r_maj, double center_lon, double center_lat, double false_east, double false_north); long orthinv(double x, double y, double *lon, double *lat); double paksz(double ang, long *iflg); long polyforint(double r_maj, double r_min, double center_lon, double center_lat, double false_east, double false_north); long polyfor(double lon, double lat, double *x, double *y); long polyinvint(double r_maj, double r_min, double center_lon, double center_lat, double false_east, double false_north); long polyinv(double x, double y, double *lon, double *lat); long psforint(double r_maj, double r_min, double c_lon, double c_lat, double false_east, double false_north); long psfor( double lon, double lat, double *x, double *y); long psinvint(double r_maj, double r_min, double c_lon, double c_lat, double false_east, double false_north); long psinv( double x, double y, double *lon, double *lat); /* functions in report.c */ void close_file(); long init(long ipr, long jpr, char *efile, char *pfile); void ptitle(char *A); void radius(double A); void radius2(double A, double B); void cenlon( double A); void cenlonmer(double A); void cenlat(double A); void origin(double A); void stanparl(double A,double B); void stparl1(double A); void offsetp(double A, double B); void genrpt(double A, char *S); void genrpt_long(long A, char *S); void pblank(); void p_error(char *what, char *where); /* End of the report.c functions */ long robforint(double r, double center_long, double false_east, double false_north); long robfor( double lon, double lat, double *x, double *y); long robinvint(double r, double center_long, double false_east, double false_north); long robinv(double x, double y, double *lon, double *lat); long sinforint(double r, double center_long, double false_east, double false_north); long sinfor(double lon, double lat, double *x, double *y); long sininvint(double r, double center_long, double false_east, double false_north); long sininv(double x, double y, double *lon, double *lat); long somforint(double r_major, double r_minor, long satnum, long path, double alf_in, double lon, double false_east, double false_north, double time, long start1, long flag); long somfor(double lon, double lat, double *x, double *y); static double som_series(double *fb, double *fa2, double *fa4, double *fc1, double *fc3,double *dlam); long sominvint(double r_major, double r_minor, long satnum, long path, double alf_in, double lon, double false_east, double false_north, double time, long start1, long flag); long sominv(double x, double y, double *lon, double *lat); void sphdz(long isph, double *parm, double *r_major, double *r_minor, double *radius); long sterforint(double r_maj, double center_lon, double center_lat, double false_east, double false_north); long sterfor(double lon, double lat, double *x, double *y); long sterinvint(double r_maj, double center_lon, double center_lat, double false_east, double false_north); long sterinv(double x, double y, double *lon, double *lat); long stplnforint(long zone, long sphere, char *fn27, char *fn83); long stplnfor(double lon, double lat, double *x, double *y); long stplninvint(long zone, long sphere, char *fn27, char *fn83); long stplninv(double x, double y, double *lon, double *lat); long tmforint(double r_maj, double r_min, double scale_fact, double center_lon, double center_lat, double false_east, double false_north); long tmfor(double lon, double lat, double *x, double *y); long tminvint(double r_maj, double r_min, double scale_fact, double center_lon, double center_lat, double false_east, double false_north); long tminv(double x, double y, double *lon, double *lat); long untfz(long inunit, long outunit, double *factor); long utmforint(double r_maj, double r_min, double scale_fact, long zone); long utmfor(double lon, double lat, double *x, double *y); long utminvint(double r_maj, double r_min, double scale_fact, long zone); long vandgforint(double r, double center_long, double false_east, double false_north); long vandgfor( double lon, double lat, double *x, double *y); long vandginvint(double r, double center_long, double false_east, double false_north); long vandginv(double x, double y, double *lon, double *lat); long wivforint(double r, double center_long, double false_east, double false_north); long wivfor(double lon, double lat, double *x, double *y); long wivinvint(double r, double center_long, double false_east, double false_north); long wivinv(double x, double y, double *lon, double *lat); long wviiforint(double r, double center_long, double false_east, double false_north); long wviifor(double lon, double lat, double *x, double *y); long wviiinvint( double r, double center_long, double false_east, double false_north); long wviiinv(double x, double y, double *lon, double *lat); libgctp-2.0/source/report.c0000644000175000017500000001646612335175401016156 0ustar alastairalastair/******************************************************************************* NAME Projection support routines listed below PURPOSE: The following functions are included in REPORT.C INIT: Initializes the output device for error messages and report headings. P_ERROR: Reports errors to the terminal, a specified file, or both. PTITLE, RADIUS, RADIUS2, CENLON, CENLONMER, CENLAT, ORIGIN, STANPARL, STPARL1, OFFSET, GENRPT, GENRPT_LONG, PBLANK: Reports projection parameters to the terminal, specified file, or both. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS July, 1991 Initial development. T. Mittan Mar, 1993 Adapted code to new "C" version of GCTP library. S. Nelson Jun, 1993 Added inline code. Added error messages if no filename was specified. S. Nelson Jan, 1998 Returned OK instead of 0. *******************************************************************************/ #include #include #include "cproj.h" #define TRUE 1 #define FALSE 0 static long terminal_p; /* flag for printing parameters to terminal */ static long terminal_e; /* flag for printing errors to terminal */ static long file_p; /* flag for printing parameters to file */ static long file_e; /* flag for printing errors to terminal */ static FILE *fptr_p; static FILE *fptr_e; static char parm_file[256]; static char err_file[256]; /* initialize output device -------------------------*/ long init(ipr,jpr,efile,pfile) long ipr; /* flag for printing errors (0,1,or 2) */ long jpr; /* flag for printing parameters (0,1,or 2) */ char *efile; /* name of error file */ char *pfile; /* name of parameter file */ { if (ipr == 0) { terminal_e = TRUE; file_e = FALSE; } else if (ipr == 1) { terminal_e = FALSE; if (strlen(efile) == 0) { return(6); } file_e = TRUE; strcpy(err_file,efile); } else if (ipr == 2) { terminal_e = TRUE; if (strlen(efile) == 0) { file_e = FALSE; p_error("Output file name not specified","report-file"); return(6); } file_e = TRUE; strcpy(err_file,efile); } else { terminal_e = FALSE; file_e = FALSE; } if (jpr == 0) { terminal_p = TRUE; file_p = FALSE; } else if (jpr == 1) { terminal_p = FALSE; if (strlen(pfile) == 0) { return(6); } file_p = TRUE; strcpy(parm_file,pfile); } else if (jpr == 2) { terminal_p = TRUE; if (strlen(pfile) == 0) { file_p = FALSE; p_error("Output file name not specified","report-file"); return(6); } file_p = TRUE; strcpy(parm_file,pfile); } else { terminal_p = FALSE; file_p = FALSE; } return(OK); } void close_file() { if (fptr_e != NULL) fclose(fptr_e); if (fptr_p != NULL) fclose(fptr_p); } /* Functions to report projection parameters -----------------------------------------*/ void ptitle(A) char *A; { if (terminal_p) printf("\n%s PROJECTION PARAMETERS:\n\n",A); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p,"\n%s PROJECTION PARAMETERS:\n\n",A); fclose(fptr_p); } } void radius(A) double A; { if (terminal_p) printf(" Radius of Sphere: %lf meters\n",A); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Radius of Sphere: %lf meters\n",A); fclose(fptr_p); } } void radius2(A,B) double A,B; { if (terminal_p) { printf(" Semi-Major Axis of Ellipsoid: %lf meters\n",A); printf(" Semi-Minor Axis of Ellipsoid: %lf meters\n",B); } if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Semi-Major Axis of Ellipsoid: %lf meters\n",A); fprintf(fptr_p," Semi-Minor Axis of Ellipsoid: %lf meters\n",B); fclose(fptr_p); } } void cenlon(A) double A; { if (terminal_p) printf(" Longitude of Center: %lf degrees\n",A*R2D); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Longitude of Center: %lf degrees\n",A*R2D); fclose(fptr_p); } } void cenlonmer(A) double A; { if (terminal_p) printf(" Longitude of Central Meridian: %lf degrees\n",A*R2D); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Longitude of Central Meridian: %lf degrees\n",A*R2D); fclose(fptr_p); } } void cenlat(A) double A; { if (terminal_p) printf(" Latitude of Center: %lf degrees\n",A*R2D); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Latitude of Center: %lf degrees\n",A*R2D); fclose(fptr_p); } } void origin(A) double A; { if (terminal_p) printf(" Latitude of Origin: %lf degrees\n",A*R2D); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Latitude of Origin: %lf degrees\n",A*R2D); fclose(fptr_p); } } void stanparl(A,B) double A,B; { if (terminal_p) { printf(" 1st Standard Parallel: %lf degrees\n",A*R2D); printf(" 2nd Standard Parallel: %lf degrees\n",B*R2D); } if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," 1st Standard Parallel: %lf degrees\n",A*R2D); fprintf(fptr_p," 2nd Standard Parallel: %lf degrees\n",B*R2D); fclose(fptr_p); } } void stparl1(A) double A; { if (terminal_p) { printf(" Standard Parallel: %lf degrees\n",A*R2D); } if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," Standard Parallel: %lf degrees\n",A*R2D); fclose(fptr_p); } } void offsetp(A,B) double A,B; { if (terminal_p) { printf(" False Easting: %lf meters \n",A); printf(" False Northing: %lf meters \n",B); } if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," False Easting: %lf meters \n",A); fprintf(fptr_p," False Northing: %lf meters \n",B); fclose(fptr_p); } } void genrpt(A,S) double A; char *S; { if (terminal_p) printf(" %s %lf\n", S, A); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," %s %lf\n", S, A); fclose(fptr_p); } } void genrpt_long(A,S) long A; char *S; { if (terminal_p) printf(" %s %d\n", S, A); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p," %s %d\n", S, A); fclose(fptr_p); } } void pblank() { if (terminal_p) printf("\n"); if (file_p) { fptr_p = (FILE *)fopen(parm_file,"a"); fprintf(fptr_p,"\n"); fclose(fptr_p); } } /* Function to report errors -------------------------*/ void p_error(what, where) char *what; char *where; { if (terminal_e) printf("[%s] %s\n",where,what); if (file_e) { fptr_e = (FILE *)fopen(err_file,"a"); fprintf(fptr_e,"[%s] %s\n",where,what); fclose(fptr_e); } } libgctp-2.0/source/eqconfor.c0000644000175000017500000001045012335175401016442 0ustar alastairalastair/******************************************************************************* NAME EQUIDISTANT CONIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Equidistant Conic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double ns; static double g; static double rh; /* Initialize the Equidistant Conic projection ------------------------------------------*/ long eqconforint(r_maj,r_min,lat1,lat2,center_lon,center_lat,false_east, false_north, mode) double r_maj; /* major axis */ double r_min; /* minor axis */ double lat1; /* latitude of standard parallel*/ double lat2; /* latitude of standard parallel*/ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ long mode; /* which format is present A B */ { double temp; /* temporary variable */ double sinphi,cosphi; /* sin and cos values */ double ms1,ms2; double ml1,ml2; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); sincos(lat1,&sinphi,&cosphi); ms1 = msfnz(e,sinphi,cosphi); ml1 = mlfn(e0, e1, e2, e3, lat1); /* format B ---------*/ if (mode != 0) { if (fabs(lat1 + lat2) < EPSLN) { p_error("Standard Parallels on opposite sides of equator","eqcon_for"); return(81); } sincos(lat2,&sinphi,&cosphi); ms2 = msfnz(e,sinphi,cosphi); ml2 = mlfn(e0, e1, e2, e3, lat2); if (fabs(lat1 - lat2) >= EPSLN) ns = (ms1 - ms2) / (ml2 - ml1); else ns = sinphi; } else ns = sinphi; g = ml1 + ms1/ns; ml0 = mlfn(e0, e1, e2, e3, center_lat); rh = r_major * (g - ml0); /* Report parameters to the user -----------------------------*/ if (mode != 0) { ptitle("EQUIDISTANT CONIC"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(lon_center); origin(center_lat); offsetp(false_easting,false_northing); } else { ptitle("EQUIDISTANT CONIC"); radius2(r_major, r_minor); stparl1(lat1); cenlonmer(lon_center); origin(center_lat); offsetp(false_easting,false_northing); } return(OK); } /* Equidistant Conic forward equations--mapping lat,long to x,y -----------------------------------------------------------*/ long eqconfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double ml; double theta; double rh1; /* Forward equations -----------------*/ ml = mlfn(e0, e1, e2, e3, lat); rh1 = r_major * (g - ml); theta = ns * adjust_lon(lon - lon_center); *x = false_easting + rh1 * sin(theta); *y = false_northing + rh - rh1 * cos(theta); return(OK); } libgctp-2.0/source/obleqfor.c0000644000175000017500000000704112335175401016441 0ustar alastairalastair/******************************************************************************* NAME OBLATED EQUAL-AREA PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Oblated Equal Area projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAM HISTORY PROGRAMMER DATE ---------- ---- D. Steinwand May, 1991 ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" static double lon_center; static double lat_o; static double theta; static double m; static double n; static double R; static double sin_lat_o; static double cos_lat_o; static double false_easting; static double false_northing; long obleqforint(r, center_long, center_lat, shape_m, shape_n, angle, false_east, false_north) double r; double center_long; double center_lat; double shape_m,shape_n; double angle; double false_east; double false_north; { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_o = center_lat; m = shape_m; n = shape_n; theta = angle; false_easting = false_east; false_northing = false_north; /* Report parameters to the user (to device set up prior to this call) -------------------------------------------------------------------*/ ptitle("OBLATED EQUAL-AREA"); radius(R); cenlon(lon_center); cenlat(lat_o); genrpt(m,"Parameter m: "); genrpt(n,"Parameter n: "); genrpt(theta,"Theta: "); offsetp(false_easting,false_northing); /* Calculate the sine and cosine of the latitude of the center of the map and store in static storage for common use. -------------------------------------------*/ sincos(lat_o, &sin_lat_o, &cos_lat_o); return(OK); } long obleqfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; double sin_delta_lon; double cos_delta_lon; double sin_lat; double cos_lat; double z; double sin_z; double cos_z; double Az; double sin_Az; double cos_Az; double temp; /* Re-used temporary variable */ double x_prime; double y_prime; double M; double N; double diff_angle; double sin_diff_angle; double cos_diff_angle; /* Forward equations -----------------*/ delta_lon = lon - lon_center; sincos(lat, &sin_lat, &cos_lat); sincos(delta_lon, &sin_delta_lon, &cos_delta_lon); z = acos(sin_lat_o * sin_lat + cos_lat_o * cos_lat * cos_delta_lon); Az = atan2(cos_lat * sin_delta_lon , cos_lat_o * sin_lat - sin_lat_o * cos_lat * cos_delta_lon) + theta; sincos(Az, &sin_Az, &cos_Az); temp = 2.0 * sin(z / 2.0); x_prime = temp * sin_Az; y_prime = temp * cos_Az; M = asin(x_prime / 2.0); temp = y_prime / 2.0 * cos(M) / cos(2.0 * M / m); N = asin(temp); *y = n * R * sin(2.0 * N / n) + false_easting; *x = m * R * sin(2.0 * M / m) * cos(N) / cos(2.0 * N / n) + false_northing; return(OK); } libgctp-2.0/source/omerinv.c0000644000175000017500000001671312335175401016315 0ustar alastairalastair/******************************************************************************* NAME OBLIQUE MERCATOR (HOTINE) PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Oblique Mercator projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double azimuth; static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_origin; /* center longitude */ static double lat_origin; /* center latitude */ static double e,es; /* eccentricity constants */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p20,cos_p20; /* sin and cos values */ static double bl; static double al; static double ts; static double d; static double el,u; static double singam,cosgam; static double sinaz,cosaz; /* Initialize the Oblique Mercator projection ------------------------------------------*/ long omerinvint(r_maj,r_min,scale_fact,azimuth,lon_orig,lat_orig,false_east, false_north,lon1,lat1,lon2,lat2,mode) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ double azimuth; /* azimuth east of north */ double lon_orig; /* longitude of origin */ double lat_orig; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ double lon1; /* fist point to define central line */ double lat1; /* fist point to define central line */ double lon2; /* second point to define central line */ double lat2; /* second point to define central line */ long mode; /* which format type A or B */ { double temp; /* temporary variable */ double con,com; double h,l,ts1,ts2; double j,p,dlon; double f,g,gama; double sinphi,cosphi; /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lat_origin = lat_orig; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); sincos(lat_origin,&sin_p20,&cos_p20); con = 1.0 - es * sin_p20 * sin_p20; com = sqrt(1.0 - es); bl = sqrt(1.0 + es * pow(cos_p20,4.0)/(1.0 - es)); al = r_major * bl * scale_factor * com / con; if (fabs(lat_origin) < EPSLN) { ts = 1.0; d = 1.0; el = 1.0; } else { ts = tsfnz(e,lat_origin,sin_p20); con = sqrt(con); d = bl * com / (cos_p20 * con); if ((d * d - 1.0) > 0.0) { if (lat_origin >= 0.0) f = d + sqrt(d * d - 1.0); else f = d - sqrt(d * d - 1.0); } else f = d; el = f * pow(ts,bl); } /* Report parameters to the user that are the same for both formats ---------------------------------------------------------------*/ ptitle("OBLIQUE MERCATOR (HOTINE)"); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); offsetp(false_easting,false_northing); if (mode != 0) { g = .5 * (f - 1.0/f); gama = asinz(sin(azimuth) / d); lon_origin = lon_orig - asinz(g * tan(gama))/bl; /* Report parameters common to format B -------------------------------------*/ genrpt(azimuth * R2D,"Azimuth of Central Line: "); cenlon(lon_origin); cenlat(lat_origin); con = fabs(lat_origin); if ((con > EPSLN) && (fabs(con - HALF_PI) > EPSLN)) { sincos(gama,&singam,&cosgam); sincos(azimuth,&sinaz,&cosaz); if (lat_origin >= 0) u = (al / bl) * atan(sqrt(d*d - 1.0)/cosaz); else u = -(al / bl) * atan(sqrt(d*d - 1.0)/cosaz); } else { p_error("Input data error","omer-init"); return(201); } } else { sinphi = sin(lat1); ts1 = tsfnz(e,lat1,sinphi); sinphi = sin(lat2); ts2 = tsfnz(e,lat2,sinphi); h = pow(ts1,bl); l = pow(ts2,bl); f = el/h; g = .5 * (f - 1.0/f); j = (el * el - l * h)/(el * el + l * h); p = (l - h) / (l + h); dlon = lon1 - lon2; if (dlon < -PI) lon2 = lon2 - 2.0 * PI; if (dlon > PI) lon2 = lon2 + 2.0 * PI; dlon = lon1 - lon2; lon_origin = .5 * (lon1 + lon2) - atan(j * tan(.5 * bl * dlon)/p)/bl; dlon = adjust_lon(lon1 - lon_origin); gama = atan(sin(bl * dlon)/g); azimuth = asinz(d * sin(gama)); /* Report parameters common to format A -------------------------------------*/ genrpt(lon1 * R2D,"Longitude of First Point: "); genrpt(lat1 * R2D,"Latitude of First Point: "); genrpt(lon2 * R2D,"Longitude of Second Point: "); genrpt(lat2 * R2D,"Latitude of Second Point: "); if (fabs(lat1 - lat2) <= EPSLN) { p_error("Input data error","omer-init"); return(202); } else con = fabs(lat1); if ((con <= EPSLN) || (fabs(con - HALF_PI) <= EPSLN)) { p_error("Input data error","omer-init"); return(202); } else if (fabs(fabs(lat_origin) - HALF_PI) <= EPSLN) { p_error("Input data error","omer-init"); return(202); } sincos(gama,&singam,&cosgam); sincos(azimuth,&sinaz,&cosaz); if (lat_origin >= 0) u = (al/bl) * atan(sqrt(d * d - 1.0)/cosaz); else u = -(al/bl) * atan(sqrt(d * d - 1.0)/cosaz); } return(OK); } /* Oblique Mercator inverse equations--mapping x,y to lat/long ----------------------------------------------------------*/ long omerinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; /* angle */ double delta_theta; /* adjusted longitude */ double sin_phi, cos_phi;/* sin and cos value */ double b; /* temporary values */ double c, t, tq; /* temporary values */ double con, n, ml; /* cone constant, small m */ double vs,us,q,s,ts1; double vl,ul,bs; double dlon; long flag; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; flag = 0; vs = x * cosaz - y * sinaz; us = y * cosaz + x * sinaz; us = us + u; q = exp(-bl * vs / al); s = .5 * (q - 1.0/q); t = .5 * (q + 1.0/q); vl = sin(bl * us / al); ul = (vl * cosgam + s * singam)/t; if (fabs(fabs(ul) - 1.0) <= EPSLN) { *lon = lon_origin; if (ul >= 0.0) *lat = HALF_PI; else *lat = -HALF_PI; } else { con = 1.0 / bl; ts1 = pow((el / sqrt((1.0 + ul) / (1.0 - ul))),con); *lat = phi2z(e,ts1,&flag); if (flag != 0) return(flag); con = cos(bl * us /al); theta = lon_origin - atan2((s * cosgam - vl * singam) , con)/bl; *lon = adjust_lon(theta); } return(OK); } libgctp-2.0/source/nad83sp0000644000175000017500000016104012335175401015667 0ustar alastairalastairALABAMA EAST AXT¦@?{kô>àïÁ*°?ïÿ¬)ÜrA~`AjALABAMA WEST AXT¦@?{kô>àïÁ*¤P?ïÿt0›AO€A"O€ALASKA ZONE NO. 10 AXT¦@?{kô>àïÁ:Û?ðA S°AnàA ÀA.„€AMERICAN SAMOA AXT¦@?{kô>àïÁ9ð ?ðÁIÁIÁIAš‚p;MQ@÷<üÀ¬ARIZONA EAST AXT¦@?{kô>àïÁ0ÌÈ?ïÿ.Hè§AëÀA €ARIZONA CENTRAL AXT¦@?{kô>àïÁ1l?ïÿ.Hè§AëÀA €ARIZONA WEST AXT¦@?{kô>àïÁ1O¤?ïÿt0›AëÀA €ARKANSAS NORTH AXT¦@?{kô>àïÁ,€?ðAàAAßÀAjARKANSAS SOUTH AXT¦@?{kô>àïÁ,€?ðA`A@`AÆ€AjAjCALIFORNIA I AXT¦@?{kô>àïÁ2 ?ðADÀAjAíA>„€A„€CALIFORNIA II AXT¦@?{kô>àïÁ2 ?ðAàAPÀAÓÀA>„€A„€CALIFORNIA III AXT¦@?{kô>àïÁ2[8?ðAZ A›€A'àA>„€A„€CALIFORNIA IV 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AXT¦@?{kô>àïÁ4Zð?ïÿ.Hè§ÁJn†§ïžA!e A(ûéxlŽA!Œó`´?ÐALASKA ZONE NO. 2 AXT¦@?{kô>àïÁ5ªà?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 3 AXT¦@?{kô>àïÁ6G ?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 4 AXT¦@?{kô>àïÁ6ã`?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 5 AXT¦@?{kô>àïÁ7 ?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 6 AXT¦@?{kô>àïÁ8à?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 7 AXT¦@?{kô>àïÁ8¸ ?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 8 AXT¦@?{kô>àïÁ9T`?ïÿ.Hè§A zÀA„€ALASKA ZONE NO. 9 AXT¦@?{kô>àïÁ9ð ?ïÿ.Hè§A zÀA„€PUERTO RICO AND VIRGIN ISLANDS AXT¦@?{kô>àïÁ$8?ðAJ@Aÿ@A\ÀAjAjVIRGIN ISLANDS ST. CROIX AXT¦@?{kô>àïÁ$8?ðAJ@Aÿ@A\ÀAš‚p;MQ@ÝÄæÅHGUAM ISLAND AXT¦@?{kô>àïA6 g€¦v!A6§ìþœ@èj@èjlibgctp-2.0/source/Makefile0000755000175000017500000001130412335175401016124 0ustar alastairalastair INCDIR = ARCHIVE = geolib.a LIBDIR = SRCDIR = . INCS = cproj.h proj.h CC = cc OBJECTS= \ $(ARCHIVE)(alberfor.o) $(ARCHIVE)(alberinv.o) \ $(ARCHIVE)(alconfor.o) $(ARCHIVE)(alconinv.o) \ $(ARCHIVE)(azimfor.o) $(ARCHIVE)(aziminv.o) \ $(ARCHIVE)(eqconfor.o) $(ARCHIVE)(eqconinv.o) \ $(ARCHIVE)(equifor.o) $(ARCHIVE)(equiinv.o) \ $(ARCHIVE)(gnomfor.o) $(ARCHIVE)(gnominv.o) \ $(ARCHIVE)(goodfor.o) $(ARCHIVE)(goodinv.o) \ $(ARCHIVE)(gvnspfor.o) $(ARCHIVE)(gvnspinv.o) \ $(ARCHIVE)(hamfor.o) $(ARCHIVE)(haminv.o) \ $(ARCHIVE)(imolwfor.o) $(ARCHIVE)(imolwinv.o) \ $(ARCHIVE)(lamazfor.o) $(ARCHIVE)(lamazinv.o) \ $(ARCHIVE)(lamccfor.o) $(ARCHIVE)(lamccinv.o) \ $(ARCHIVE)(merfor.o) $(ARCHIVE)(merinv.o) \ $(ARCHIVE)(millfor.o) $(ARCHIVE)(millinv.o) \ $(ARCHIVE)(molwfor.o) $(ARCHIVE)(molwinv.o) \ $(ARCHIVE)(obleqfor.o) $(ARCHIVE)(obleqinv.o) \ $(ARCHIVE)(omerfor.o) $(ARCHIVE)(omerinv.o) \ $(ARCHIVE)(orthfor.o) $(ARCHIVE)(orthinv.o) \ $(ARCHIVE)(polyfor.o) $(ARCHIVE)(polyinv.o) \ $(ARCHIVE)(psfor.o) $(ARCHIVE)(psinv.o) \ $(ARCHIVE)(robfor.o) $(ARCHIVE)(robinv.o) \ $(ARCHIVE)(sinfor.o) $(ARCHIVE)(sininv.o) \ $(ARCHIVE)(somfor.o) $(ARCHIVE)(sominv.o) \ $(ARCHIVE)(sterfor.o) $(ARCHIVE)(sterinv.o) \ $(ARCHIVE)(stplnfor.o) $(ARCHIVE)(stplninv.o) \ $(ARCHIVE)(tmfor.o) $(ARCHIVE)(tminv.o) \ $(ARCHIVE)(utmfor.o) $(ARCHIVE)(utminv.o) \ $(ARCHIVE)(vandgfor.o) $(ARCHIVE)(vandginv.o) \ $(ARCHIVE)(wivfor.o) $(ARCHIVE)(wivinv.o) \ $(ARCHIVE)(wviifor.o) $(ARCHIVE)(wviiinv.o) \ $(ARCHIVE)(for_init.o) $(ARCHIVE)(inv_init.o) \ $(ARCHIVE)(cproj.o) $(ARCHIVE)(report.o) \ $(ARCHIVE)(paksz.o) $(ARCHIVE)(sphdz.o) \ $(ARCHIVE)(untfz.o) $(ARCHIVE)(gctp.o) \ $(ARCHIVE)(br_gctp.o) SOURCES = gctp.c alberfor.c alberinv.c alconfor.c alconinv.c azimfor.c \ aziminv.c eqconfor.c eqconinv.c equifor.c equiinv.c gnomfor.c \ gnominv.c goodfor.c goodinv.c gvnspfor.c gvnspinv.c hamfor.c \ haminv.c imolwfor.c imolwnv.c lamazfor.c lamazinv.c merfor.c \ merinv.c millfor.c millinv.c molwfor.c molwinv.c obleqfor.c \ obleqinv.c omerfor.c omerinv.c orthfor.c orthinv.c polyfor.c \ polyinv.c psfor.c psinv.c robfor.c robinv.c sinfor.c sininv.c \ somfor.c sominv.c sterfor.c sterinv.c stplnfor.c stplninv.c \ tmfor.c tminv.c utmfor.c utminv.c vandgfor.c vandginv.c \ wivfor.c wivinv.c wviifor.c wviiinv.c for_init.c inv_init.c \ cproj.c report.c lamccfor.c lamccinv.c paksz.c untfz.c sphdz.c \ br_gctp.c Makefile cproj.h proj.h $(ARCHIVE): $(OBJECTS) $(ARCHIVE)(gctp.o): $(INCS) $(ARCHIVE)(alberfor.o): $(INCS) $(ARCHIVE)(alberinv.o): $(INCS) $(ARCHIVE)(alconfor.o): $(INCS) $(ARCHIVE)(alconinv.o): $(INCS) $(ARCHIVE)(azimfor.o): $(INCS) $(ARCHIVE)(aziminv.o): $(INCS) $(ARCHIVE)(eqconfor.o): $(INCS) $(ARCHIVE)(eqconinv.o): $(INCS) $(ARCHIVE)(equifor.o): $(INCS) $(ARCHIVE)(equiinv.o): $(INCS) $(ARCHIVE)(for_init.o): $(INCS) $(ARCHIVE)(gnomfor.o): $(INCS) $(ARCHIVE)(gnominv.o): $(INCS) $(ARCHIVE)(goodfor.o): $(INCS) $(ARCHIVE)(goodinv.o): $(INCS) $(ARCHIVE)(gvnspfor.o): $(INCS) $(ARCHIVE)(gvnspinv.o): $(INCS) $(ARCHIVE)(hamfor.o): $(INCS) $(ARCHIVE)(haminv.o): $(INCS) $(ARCHIVE)(imolwfor.o): $(INCS) $(ARCHIVE)(imolwinv.o): $(INCS) $(ARCHIVE)(inv_init.o): $(INCS) $(ARCHIVE)(lamazfor.o): $(INCS) $(ARCHIVE)(lamazinv.o): $(INCS) $(ARCHIVE)(lamccfor.o): $(INCS) $(ARCHIVE)(lamccinv.o): $(INCS) $(ARCHIVE)(merfor.o): $(INCS) $(ARCHIVE)(merinv.o): $(INCS) $(ARCHIVE)(millfor.o): $(INCS) $(ARCHIVE)(millinv.o): $(INCS) $(ARCHIVE)(molwfor.o): $(INCS) $(ARCHIVE)(molwinv.o): $(INCS) $(ARCHIVE)(obleqfor.o): $(INCS) $(ARCHIVE)(obleqinv.o): $(INCS) $(ARCHIVE)(omerfor.o): $(INCS) $(ARCHIVE)(omerinv.o): $(INCS) $(ARCHIVE)(orthfor.o): $(INCS) $(ARCHIVE)(orthinv.o): $(INCS) $(ARCHIVE)(paksz.o): $(INCS) $(ARCHIVE)(polyinv.o): $(INCS) $(ARCHIVE)(polyfor.o): $(INCS) $(ARCHIVE)(psinv.o): $(INCS) $(ARCHIVE)(psfor.o): $(INCS) $(ARCHIVE)(robinv.o): $(INCS) $(ARCHIVE)(robfor.o): $(INCS) $(ARCHIVE)(sininv.o): $(INCS) $(ARCHIVE)(sinfor.o): $(INCS) $(ARCHIVE)(sominv.o): $(INCS) $(ARCHIVE)(somfor.o): $(INCS) $(ARCHIVE)(sphdz.o): $(INCS) $(ARCHIVE)(sterinv.o): $(INCS) $(ARCHIVE)(sterfor.o): $(INCS) $(ARCHIVE)(stplninv.o): $(INCS) $(ARCHIVE)(stplnfor.o): $(INCS) $(ARCHIVE)(tminv.o): $(INCS) $(ARCHIVE)(tmfor.o): $(INCS) $(ARCHIVE)(utminv.o): $(INCS) $(ARCHIVE)(utmfor.o): $(INCS) $(ARCHIVE)(untfz.o): $(INCS) $(ARCHIVE)(vandginv.o): $(INCS) $(ARCHIVE)(vandgfor.o): $(INCS) $(ARCHIVE)(wivinv.o): $(INCS) $(ARCHIVE)(wivfor.o): $(INCS) $(ARCHIVE)(wviiinv.o): $(INCS) $(ARCHIVE)(wviifor.o): $(INCS) $(ARCHIVE)(cproj.o): $(INCS) $(ARCHIVE)(report.o): $(INCS) $(ARCHIVE)(br_gctp.o): $(INCS) libgctp-2.0/source/aziminv.c0000644000175000017500000000716212335175401016311 0ustar alastairalastair/******************************************************************************* NAME AZIMUTHAL EQUIDISTANT PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Azimuthal Equidistant projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static double sin_p12; /* sin of center latitude */ static double cos_p12; /* cos of center latitude */ /* Initialize the Azimuthal projection ----------------------------------*/ long aziminvint(r_maj,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; sincos(center_lat,&sin_p12,&cos_p12); /* Report parameters to the user -----------------------------*/ ptitle("AZIMUTHAL EQUIDISTANT"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Azimuthal inverse equations--mapping x,y to lat/long ---------------------------------------------------*/ long aziminv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; /* height above ellipsoid */ double z; /* angle */ double sinz,cosz; /* sin of z and cos of z */ double temp; double con; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; rh = sqrt(x * x + y * y); if (rh > (2.0 * HALF_PI * r_major)) { p_error("Input data error","azim-inv"); return(125); } z = rh / r_major; sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_origin; return(OK); } *lat = asinz(cosz * sin_p12 + (y * sinz * cos_p12) / rh); con = fabs(lat_origin) - HALF_PI; if (fabs(con) <= EPSLN) { if (lat_origin >= 0.0) { *lon = adjust_lon(lon_center + atan2(x , -y)); return(OK); } else { *lon = adjust_lon(lon_center - atan2(-x , y)); return(OK); } } con = cosz - sin_p12 * sin(*lat); if ((fabs(con) < EPSLN) && (fabs(x) < EPSLN)) return(OK); temp = atan2((x * sinz * cos_p12), (con * rh)); *lon = adjust_lon(lon_center + atan2((x * sinz * cos_p12), (con * rh))); return(OK); } libgctp-2.0/source/sominv.c0000644000175000017500000001473612335175401016154 0ustar alastairalastair/******************************************************************************* NAME SPACE OBLIQUE MERCATOR (SOM) PURPOSE: The first method to Transform input Easting and Northing to longitude and latitude for the SOM projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAM HISTORY PROGRAMMER DATE ---------- ---- D. Steinwand July, 1992 T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" #define LANDSAT_RATIO 0.5201613 static double lon_center,a,b,a2,a4,c1,c3,q,t,u,w,xj,p21,sa,ca,es,s,start; static double false_easting; static double false_northing; long sominvint(r_major,r_minor,satnum,path,alf_in,lon,false_east,false_north, time, start1,flag) double r_major; /* major axis */ double r_minor; /* minor axis */ long satnum; /* Landsat satellite number (1,2,3,4,5) */ long path; /* Landsat path number */ double alf_in; double lon; double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ double time; long start1; long flag; { long i; double alf,e2c,e2s,one_es; double dlam,fb,fa2,fa4,fc1,fc3,suma2,suma4,sumc1,sumc3,sumb; /* Place parameters in static storage for common use -------------------------------------------------*/ false_easting = false_east; false_northing = false_north; a = r_major; b = r_minor; es = 1.0 - SQUARE(r_minor/r_major); if (flag != 0) { alf = alf_in; lon_center = lon; p21 = time/1440.0; start = start1; } else { if (satnum < 4) { alf = 99.092 * D2R; p21=103.2669323/1440.0; lon_center = (128.87 - (360.0/251.0 * path)) * D2R; } else { alf = 98.2 * D2R; p21=98.8841202/1440.0; lon_center = (129.30 - (360.0/233.0 * path)) * D2R; /* lon_center = (129.30557714 - (360.0/233.0 * path)) * D2R; */ } start=0.0; } /* Report parameters to the user (to device set up prior to this call) -------------------------------------------------------------------*/ ptitle("SPACE OBLIQUE MERCATOR"); radius2(a,b); genrpt_long(path, "Path Number: "); genrpt_long(satnum, "Satellite Number: "); genrpt(alf*R2D, "Inclination of Orbit: "); genrpt(lon_center*R2D, "Longitude of Ascending Orbit: "); offsetp(false_easting,false_northing); genrpt(LANDSAT_RATIO, "Landsat Ratio: "); ca=cos(alf); if (fabs(ca)<1.e-9) ca=1.e-9; sa=sin(alf); e2c=es*ca*ca; e2s=es*sa*sa; w=(1.0-e2c)/(1.0-es); w=w*w-1.0; one_es=1.0-es; q = e2s / one_es; t = (e2s*(2.0-es)) / (one_es*one_es); u= e2c / one_es; xj = one_es*one_es*one_es; dlam=0.0; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=fa2; suma4=fa4; sumb=fb; sumc1=fc1; sumc3=fc3; for(i=9;i<=81;i+=18) { dlam=i; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+4.0*fa2; suma4=suma4+4.0*fa4; sumb=sumb+4.0*fb; sumc1=sumc1+4.0*fc1; sumc3=sumc3+4.0*fc3; } for(i=18; i<=72; i+=18) { dlam=i; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+2.0*fa2; suma4=suma4+2.0*fa4; sumb=sumb+2.0*fb; sumc1=sumc1+2.0*fc1; sumc3=sumc3+2.0*fc3; } dlam=90.0; som_series(&fb,&fa2,&fa4,&fc1,&fc3,&dlam); suma2=suma2+fa2; suma4=suma4+fa4; sumb=sumb+fb; sumc1=sumc1+fc1; sumc3=sumc3+fc3; a2=suma2/30.0; a4=suma4/60.0; b=sumb/30.0; c1=sumc1/15.0; c3=sumc3/45.0; return(OK); } long sominv(y, x, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double tlon,conv,sav,sd,sdsq,blon,dif,st,defac,actan,tlat,dd,bigk,bigk2,xlamt; double sl,scl,dlat,dlon,temp; long inumb; /* Inverse equations. Begin inverse computation with approximation for tlon. Solve for transformed long. ---------------------------*/ temp=y; y=x - false_easting; x= temp - false_northing; tlon= x/(a*b); conv=1.e-9; for(inumb=0;inumb<50;inumb++) { sav=tlon; sd=sin(tlon); sdsq=sd*sd; s=p21*sa*cos(tlon)*sqrt((1.0+t*sdsq)/((1.0+w*sdsq)*(1.0+q*sdsq))); blon=(x/a)+(y/a)*s/xj-a2*sin(2.0*tlon)-a4*sin(4.0*tlon)-(s/xj)*(c1* sin(tlon)+c3*sin(3.0*tlon)); tlon=blon/b; dif=tlon-sav; if(fabs(dif)=50) { p_error("50 iterations without convergence","som-inverse"); return(214); } /* Compute transformed lat. ------------------------*/ st=sin(tlon); defac=exp(sqrt(1.0+s*s/xj/xj)*(y/a-c1*st-c3*sin(3.0*tlon))); actan=atan(defac); tlat=2.0*(actan-(PI/4.0)); /* Compute geodetic longitude --------------------------*/ dd=st*st; if(fabs(cos(tlon))<1.e-7) tlon=tlon-1.e-7; bigk=sin(tlat); bigk2=bigk*bigk; xlamt=atan(((1.0-bigk2/(1.0-es))*tan(tlon)*ca-bigk*sa*sqrt((1.0+q*dd) *(1.0-bigk2)-bigk2*u)/cos(tlon))/(1.0-bigk2*(1.0+u))); /* Correct inverse quadrant ------------------------*/ if(xlamt>=0.0) sl=1.0; if(xlamt<0.0) sl= -1.0; if(cos(tlon)>=0.0) scl=1.0; if(cos(tlon)<0.0) scl= -1.0; xlamt=xlamt-((PI/2.0)*(1.0-scl)*sl); dlon=xlamt-p21*tlon; /* Compute geodetic latitude -------------------------*/ if(fabs(sa)<1.e-7)dlat=asin(bigk/sqrt((1.0-es)*(1.0-es)+es*bigk2)); if(fabs(sa)>=1.e-7)dlat=atan((tan(tlon)*cos(xlamt)-ca*sin(xlamt))/((1.0-es)*sa)); *lon = adjust_lon(dlon+lon_center); *lat = dlat; return(OK); } /* Series to calculate a,b,c coefficients to convert from transform latitude,longitude to Space Oblique Mercator (SOM) rectangular coordinates Mathematical analysis by John Snyder 6/82 --------------------------------------------------------------------------*/ static double som_series(fb,fa2,fa4,fc1,fc3,dlam) double *fb,*fa2,*fa4,*fc1,*fc3,*dlam; { double sd,sdsq,h,sq,fc; *dlam= *dlam*0.0174532925; /* Convert dlam to radians */ sd=sin(*dlam); sdsq=sd*sd; s=p21*sa*cos(*dlam)*sqrt((1.0+t*sdsq)/((1.0+w*sdsq)*(1.0+q*sdsq))); h=sqrt((1.0+q*sdsq)/(1.0+w*sdsq))*(((1.0+w*sdsq)/((1.0+q*sdsq)*(1.0+ q*sdsq)))-p21*ca); sq=sqrt(xj*xj+s*s); *fb=(h*xj-s*s)/sq; *fa2= *fb*cos(2.0* *dlam); *fa4= *fb*cos(4.0* *dlam); fc=s*(h+xj)/sq; *fc1=fc*cos(*dlam); *fc3=fc*cos(3.0* *dlam); } libgctp-2.0/source/sinfor.c0000644000175000017500000000531712335175401016134 0ustar alastairalastair/******************************************************************************* NAME SINUSOIDAL PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Sinusoidal projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991 This function was adapted from the Sinusoidal projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Sinusoidal projection ------------------------------------*/ long sinforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("SINUSOIDAL"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Sinusoidal forward equations--mapping lat,long to x,y -----------------------------------------------------*/ long sinfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); *x = R * delta_lon * cos(lat) + false_easting; *y = R * lat + false_northing; return(OK); } libgctp-2.0/source/merfor.c0000644000175000017500000000642012335175401016122 0ustar alastairalastair/******************************************************************************* NAME MERCATOR PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Mercator projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e,es; /* eccentricity constants */ static double m1; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Mercator projection -------------------------------------------------*/ long merforint(r_maj,r_min,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); m1 = cos(center_lat)/(sqrt(1.0 - es * sin(center_lat) * sin(center_lat))); /* Report parameters to the user -----------------------------*/ ptitle("MERCATOR"); radius2(r_major, r_minor); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Mercator forward equations--mapping lat,long to x,y --------------------------------------------------*/ long merfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double ts; /* small t value */ double sinphi; /* sin value */ /* Forward equations -----------------*/ if (fabs(fabs(lat) - HALF_PI) <= EPSLN) { p_error("Transformation cannot be computed at the poles","mer-forward"); return(53); } else { sinphi = sin(lat); ts = tsfnz(e,lat,sinphi); *x = false_easting + r_major * m1 * adjust_lon(lon - lon_center); *y = false_northing - r_major * m1 * log(ts); } return(OK); } libgctp-2.0/source/gvnspfor.c0000644000175000017500000000746212335175401016503 0ustar alastairalastair/******************************************************************************* NAME GENERAL VERTICAL NEAR-SIDE PERSPECTIVE PURPOSE: Transforms input longitude and latitude to Easting and Northing for the General Vertical Near-Side Perspective projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 This function was adapted from the General Vertical Near-Side Perspective projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double p; /* Height above sphere */ static double sin_p15; /* Sine of the center latitude */ static double cos_p15; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the General Vertical Near-Side Perspective projection ---------------------------------------------------------------*/ long gvnspforint(r, h,center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double h; /* height above sphere */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; p = 1.0 + h / R; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_p15, &cos_p15); /* Report parameters to the user -----------------------------*/ ptitle("GENERAL VERTICAL NEAR-SIDE PERSPECTIVE"); radius(r); genrpt(h,"Height of Point Above Surface of Sphere: "); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* General Vertical Near-Side Perspective forward equations--mapping lat,long to x,y ----------------------------------------------------------------*/ long gvnspfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double sinphi,cosphi; double coslon; double g; double ksp; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); sincos(lat,&sinphi,&cosphi); coslon = cos(dlon); g = sin_p15 * sinphi + cos_p15 * cosphi * coslon; if (g < (1.0/ p)) { p_error("Point cannot be projected","gvnsp-for"); return(153); } ksp = (p - 1.0)/(p - g); *x = false_easting + R * ksp * cosphi * sin(dlon); *y = false_northing + R * ksp * (cos_p15 * sinphi - sin_p15 * cosphi * coslon); return(OK); } libgctp-2.0/source/stplnfor.c0000644000175000017500000001761412335175401016506 0ustar alastairalastair/******************************************************************************* NAME STATE PLANE PURPOSE: Transforms input longitude and latitude to Easting and Northing for the State Plane projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE Reason ---------- ---- ------ T. Mittan Apr, 1993 Original Development S. Nelson Jan, 1998 Took out reinitialization test. Initialization will be performed in all cases. Added comments. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" static long id; /* indicates which projection is to be transformed */ /* set the initialized values for zone and spheroid. This value determines wheather to initialize or not ------------------------------------------------------------------------*/ static long inzone = 0; /* previous zone value */ static long insphere = -1; /* previous spheroid value */ /* the Nad 27 State Plane Zones are set in this array --------------------------------------------------*/ static long NAD27[134] = {101,102,5010,5300,201,202,203,301,302,401,402,403,404, 405,406,407,501,502,503,600,700,901,902,903,1001,1002,5101, 5102,5103,5104,5105,1101,1102,1103,1201,1202,1301,1302,1401, 1402,1501,1502,1601,1602,1701,1702,1703,1801,1802,1900,2001, 2002,2101,2102,2103,2111,2112,2113,2201,2202,2203,2301,2302, 2401,2402,2403,2501,2502,2503,2601,2602,2701,2702,2703,2800, 2900,3001,3002,3003,3101,3102,3103,3104,3200,3301,3302,3401, 3402,3501,3502,3601,3602,3701,3702,3800,3901,3902,4001,4002, 4100,4201,4202,4203,4204,4205,4301,4302,4303,4400,4501,4502, 4601,4602,4701,4702,4801,4802,4803,4901,4902,4903,4904,5001, 5002,5003,5004,5005,5006,5007,5008,5009,5201,5202,5400}; static long NAD83[134] = {101,102,5010,5300,201,202,203,301,302,401,402,403, 404,405,406,0000,501,502,503,600,700,901,902,903,1001,1002, 5101,5102,5103,5104,5105,1101,1102,1103,1201,1202,1301,1302, 1401,1402,1501,1502,1601,1602,1701,1702,1703,1801,1802,1900, 2001,2002,2101,2102,2103,2111,2112,2113,2201,2202,2203,2301, 2302,2401,2402,2403,2500,0000,0000,2600,0000,2701,2702,2703, 2800,2900,3001,3002,3003,3101,3102,3103,3104,3200,3301,3302, 3401,3402,3501,3502,3601,3602,3701,3702,3800,3900,0000,4001, 4002,4100,4201,4202,4203,4204,4205,4301,4302,4303,4400,4501, 4502,4601,4602,4701,4702,4801,4802,4803,4901,4902,4903,4904, 5001,5002,5003,5004,5005,5006,5007,5008,5009,5200,0000,5400}; /* Initialize the State Plane projection ------------------------------------*/ long stplnforint( zone,sphere,fn27,fn83) long zone; /* zone number */ long sphere; /* spheroid number */ char *fn27; /* name of file containing the NAD27 parameters */ char *fn83; /* name of file containing the NAD83 parameters */ { long ind; /* index for the zone */ long i; /* loop control variable */ long nadval; /* datum value for the report (27 or 83) */ double table[9]; /* array containing the projection information */ char pname[32]; /* projection name */ char buf[100]; /* buffer for error messages */ /* projection parameters */ double r_maj,r_min,scale_fact,center_lon; double center_lat,false_east,false_north; double azimuth,lat_orig,lon_orig,lon1,lat1,lon2,lat2; long mode,iflg; FILE *ptr; ind = -1; /* Find the index for the zone --------------------------*/ if (zone > 0) { if (sphere == 0) { for (i = 0; i < 134; i++) { if (zone == NAD27[i]) { ind = i; break; } } } else if (sphere == 8) { for (i = 0; i < 134; i++) { if (zone == NAD83[i]) { ind = i; break; } } } else { sprintf(buf,"Illegal spheroid #%4d",sphere); p_error(buf,"state-spheroid"); return(23); } } if (ind == -1) { sprintf(buf,"Illegal zone #%4d for spheroid #%4d",zone,sphere); p_error(buf,"state-init"); return(21); } /* Open and read the parameter file to get this zone's parameters --------------------------------------------------------------*/ if (sphere == 0) ptr = fopen(fn27,"r"); else ptr = fopen(fn83,"r"); if (ptr == NULL) { p_error("Error opening State Plane parameter file","state-for"); return(22); } fseek(ptr,(ind) * 432, 0); fread(pname,1,32,ptr); fread(&id,sizeof(long),1,ptr); fread(table,sizeof(double),9,ptr); fclose(ptr); if (id <= 0) { sprintf(buf,"Illegal zone #%4d for spheroid #%4d",zone,sphere); p_error(buf,"state-init"); return(21); } /* Report parameters to the user -----------------------------*/ ptitle("STATE PLANE"); genrpt_long(zone,"Zone: "); if (sphere == 0) nadval = 27; else nadval = 83; genrpt_long(nadval,"Datum: NAD"); r_maj = table[0]; r_min = (sqrt(1.0 - table[1])) * table[0]; /* initialize proper projection -----------------------------*/ if (id == 1) { scale_fact = table[3]; center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; tmforint(r_maj,r_min,scale_fact,center_lon,center_lat,false_east, false_north); } else if (id == 2) { lat1 = paksz(pakcz(table[5]),&iflg) * D2R; if (iflg != 0) return(iflg); lat2 = paksz(pakcz(table[4]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; lamccforint(r_maj,r_min,lat1,lat2,center_lon,center_lat,false_east, false_north); } else if (id == 3) { center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[3]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[4]; false_north = table[5]; polyforint(r_maj,r_min,center_lon,center_lat,false_east,false_north); } else if (id == 4) { scale_fact = table[3]; azimuth = paksz(pakcz(table[5]),&iflg) * D2R; if (iflg != 0) return(iflg); lon_orig = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); lat_orig = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; mode = 1; omerforint(r_maj,r_min,scale_fact,azimuth,lon_orig,lat_orig,false_east, false_north,lon1,lat1,lon2,lat2,mode); } return(OK); } /* State plane forward equations--mapping lat,long to x,y -----------------------------------------------------*/ long stplnfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { long iflg; /* Forward equations -----------------*/ if (id == 1) { if ((iflg = tmfor(lon, lat, x, y)) != 0) return(iflg); } else if (id == 2) { if ((iflg = lamccfor(lon, lat, x, y)) != 0) return(iflg); } else if (id == 3) { if ((iflg = polyfor(lon, lat, x, y)) != 0) return(iflg); } else if (id == 4) { if ((iflg = omerfor(lon, lat, x, y)) != 0) return(iflg); } return(OK); } libgctp-2.0/source/untfz.c0000644000175000017500000000371112335175401015776 0ustar alastairalastair/******************************************************************************* NAME UNTFZ PURPOSE: This function determines the convergence factor between the input unit type and the output unit type. Valid types include: 0 = Radians 3 = Seconds of arc 1 = U.S. feet 4 = Degrees of arc 2 = Meters 5 = International feet PROGRAMMER DATE ---------- ---- T. Mittan MARCH, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" #include "proj.h" static double factors[6][6] = { {1.0, 0.0, 0.0, 206264.8062470963, 57.29577951308231, 0.0}, {0.0, 1.0, .3048006096012192, 0.0, 0.0, 1.000002000004}, {0.0, 3.280833333333333, 1.0, 0.0, 0.0, 3.280839895013124}, {.484813681109536e-5, 0.0, 0.0, 1.0, .27777777777778e-3, 0.0}, {.0174532925199433, 0.0, 0.0, 3600, 1.0, 0.0}, {0.0, .999998, .3048, 0.0, 0.0, 1.0}}; /* Convert DMS packed angle into deg ----------------------------------*/ long untfz(inunit,outunit,factor) long inunit; long outunit; double *factor; { if ((outunit >= 0) && (outunit <= MAXUNIT) && (inunit >= 0) && (inunit <= MAXUNIT)) { *factor = factors[inunit][outunit]; /* Angle units can not be converted to length units ------------------------------------------------*/ if (*factor == 0.0) { p_error("Incompatable unit codes","untfz-code"); return(1101); } } else { p_error("Illegal source or target unit code","untfz-unit"); return(5); } return(OK); } libgctp-2.0/source/gnominv.c0000644000175000017500000000731112335175401016305 0ustar alastairalastair/******************************************************************************* NAME GNOMONIC PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Gnomonic projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 This function was adapted from the Gnomonic projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double lat_center; /* Center latitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double sin_p13; /* Sine of the center latitude */ static double cos_p13; /* Cosine of the center latitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Gnomonic projection ---------------------------------*/ long gnominvint(r, center_long, center_lat,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double center_lat; /* (I) Center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_center = center_lat; false_easting = false_east; false_northing = false_north; sincos(center_lat, &sin_p13, &cos_p13); /* Report parameters to the user -----------------------------*/ ptitle("GNOMONIC"); radius(r); cenlon(center_long); cenlat(center_lat); offsetp(false_easting,false_northing); return(OK); } /* Gnomonic inverse equations--mapping x,y to lat/long --------------------------------------------------*/ long gnominv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh; double z,sinz,cosz; double con; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; rh = sqrt(x * x + y * y); z = atan(rh / R); sincos(z,&sinz,&cosz); *lon = lon_center; if (fabs(rh) <= EPSLN) { *lat = lat_center; return(OK); } *lat = asinz(cosz * sin_p13 + (y * sinz * cos_p13) / rh); con = fabs(lat_center) - HALF_PI; if (fabs(con) <= EPSLN) { if (lat_center >= 0.0) { *lon = adjust_lon(lon_center + atan2(x, -y)); return(OK); } else { *lon = adjust_lon(lon_center - atan2(-x, y)); return(OK); } } con = cosz - sin_p13 * sin(*lat); if ((fabs(con) < EPSLN) && (fabs(x) < EPSLN)) return(OK); *lon = adjust_lon(lon_center + atan2((x * sinz * cos_p13), (con * rh))); return(OK); } libgctp-2.0/source/for_init.c0000644000175000017500000004237612335175401016453 0ustar alastairalastair/******************************************************************************* NAME FOR_INIT PURPOSE: Initializes forward projection transformation parameters PROGRAMMER DATE REASON ---------- ---- ------ T. Mittan 3-09-93 Initial Development S. Nelson 11-94 Added Clarke spheroid default to UTM S. Nelson 1-98 Changed datum to spheroid ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" void for_init(outsys,outzone,outparm,outspheroid,fn27,fn83,iflg,for_trans) long outsys; /* output system code */ long outzone; /* output zone number */ double *outparm; /* output array of projection parameters */ long outspheroid; /* output spheroid */ char *fn27; /* NAD 1927 parameter file */ char *fn83; /* NAD 1983 parameter file */ long *iflg; /* status flag */ long (*for_trans[])(); /* forward function pointer */ { long zone; /* zone number */ double azimuth; /* azimuth */ double alf; /* SOM angle */ double angle; /* rotation anlge */ double lon1; /* longitude point in utm scene */ double lon2; /* 2nd longitude */ double lat1; /* 1st standard parallel */ double lat2; /* 2nd standard parallel */ double center_long; /* center longitude */ double center_lat; /* center latitude */ double h; /* height above sphere */ double lon_origin; /* longitude at origin */ double lat_origin; /* latitude at origin */ double r_major; /* major axis in meters */ double r_minor; /* minor axis in meters */ double scale_factor; /* scale factor */ double false_easting; /* false easting in meters */ double false_northing; /* false northing in meters */ double shape_m; /* constant used for Oblated Equal Area */ double shape_n; /* constant used for Oblated Equal Area */ long start; /* where SOM starts beginning or end */ double time; /* SOM time */ double radius; /* radius of sphere */ long tmpspheroid; /* temporary spheroid for UTM */ long path; /* SOM path number */ long satnum; /* SOM satellite number */ long mode; /* which initialization method to use A or B */ /* Function declarations for function pointer use -----------------------------------------------*/ long utmfor(); long stplnfor(); long alberfor(); long lamccfor(); long merfor(); long psfor(); long polyfor(); long eqconfor(); long tmfor(); long sterfor(); long lamazfor(); long azimfor(); long gnomfor(); long orthfor(); long gvnspfor(); long sinfor(); long equifor(); long millfor(); long vandgfor(); long omerfor(); long somfor(); long hamfor(); long robfor(); long goodfor(); long molwfor(); long imolwfor(); long alconfor(); long wivfor(); long wviifor(); long obleqfor(); /* Initialize forward transformations -----------------------------------*/ /* find the correct major and minor axis --------------------------------------*/ sphdz(outspheroid,outparm,&r_major,&r_minor,&radius); false_easting = outparm[6]; false_northing = outparm[7]; if (outsys == UTM) { /* this is the call to initialize U T M -------------------------------------*/ /* set Clarke 1866 spheroid if negative spheroid code -----------------------------------------------*/ if (outspheroid < 0) { tmpspheroid = 0; sphdz(tmpspheroid,outparm,&r_major,&r_minor,&radius); } zone = outzone; if (zone == 0) { lon1 = paksz(outparm[0],iflg)* 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(outparm[1],iflg)* 3600 * S2R; if (*iflg != 0) return; zone = calc_utm_zone(lon1 * R2D); if (lat1 < 0) zone = -zone; } scale_factor = .9996; *iflg = utmforint(r_major,r_minor,scale_factor,zone); for_trans[outsys] = utmfor; } else if (outsys == SPCS) { /* this is the call to initialize STATE PLANE -------------------------------------------*/ *iflg = stplnforint(outzone,outspheroid,fn27,fn83); if (*iflg != 0) return; for_trans[outsys] = stplnfor; } else if (outsys == ALBERS) { /* this is the call to initialize ALBERS CONICAL EQUAL AREA ----------------------------------------------------------*/ lat1 = paksz(outparm[2],iflg)* 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(outparm[3],iflg)* 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = alberforint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting, false_northing); for_trans[outsys] = alberfor; } else if (outsys == LAMCC) { /* this is the call to initialize LAMBERT CONFORMAL CONIC --------------------------------------------------------*/ lat1 = paksz(outparm[2],iflg)* 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(outparm[3],iflg)* 3600 * S2R; if (*iflg != 0) return; center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = lamccforint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting, false_northing); for_trans[outsys] = lamccfor; } else if (outsys == MERCAT) { /* this is the call to initialize MERCATOR ----------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = merforint(r_major,r_minor,center_long,lat1,false_easting, false_northing); for_trans[outsys] = merfor; } else if (outsys == PS) { /* this is the call to initialize POLAR STEREOGRAPHIC ----------------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = psforint(r_major,r_minor,center_long,lat1,false_easting, false_northing); for_trans[outsys] = psfor; } else if (outsys == POLYC) { /* this is the call to initialize POLYCONIC -----------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = polyforint(r_major,r_minor,center_long,lat_origin,false_easting, false_northing); for_trans[outsys] = polyfor; } else if (outsys == EQUIDC) { /* this is the call to initialize EQUIDISTANT CONIC -------------------------------------------------*/ lat1 = paksz(outparm[2],iflg)* 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(outparm[3],iflg)* 3600 * S2R; if (*iflg != 0) return; center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; if (outparm[8] == 0) mode = 0; else mode = 1; *iflg = eqconforint(r_major,r_minor,lat1,lat2,center_long,lat_origin, false_easting,false_northing,mode); for_trans[outsys] = eqconfor; } else if (outsys == TM) { /* this is the call to initialize TRANSVERSE MECTAR -------------------------------------------------*/ scale_factor = outparm[2]; center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = tmforint(r_major,r_minor,scale_factor,center_long,lat_origin, false_easting,false_northing); for_trans[outsys] = tmfor; } else if (outsys == STEREO) { /* this is the call to initialize STEREOGRAPHIC ---------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = sterforint(radius,center_long,center_lat,false_easting, false_northing); for_trans[outsys] = sterfor; } else if (outsys == LAMAZ) { /* this is the call to initialize LAMBERT AZIMUTHAL -------------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = lamazforint(radius,center_long, center_lat,false_easting, false_northing); for_trans[outsys] = lamazfor; } else if (outsys == AZMEQD) { /* this is the call to initialize AZIMUTHAL EQUIDISTANT -----------------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = azimforint(radius,center_long,center_lat,false_easting, false_northing); for_trans[outsys] = azimfor; } else if (outsys == GNOMON) { /* this is the call to initialize GNOMONIC ----------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = gnomforint(radius,center_long,center_lat,false_easting, false_northing); for_trans[outsys] = gnomfor; } else if (outsys == ORTHO) { /* this is the call to initalize ORTHOGRAPHIC -------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = orthforint(radius,center_long,center_lat,false_easting, false_northing); for_trans[outsys] = orthfor; } else if (outsys == GVNSP) { /* this is the call to initalize GENERAL VERTICAL NEAR-SIDE PERSPECTIVE ----------------------------------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; h = outparm[2]; *iflg = gvnspforint(radius,h,center_long,center_lat,false_easting, false_northing); for_trans[outsys] = gvnspfor; } else if (outsys == SNSOID) { /* this is the call to initialize SINUSOIDAL -------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = sinforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = sinfor; } else if (outsys == EQRECT) { /* this is the call to initialize EQUIRECTANGULAR -----------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = equiforint(radius,center_long,lat1,false_easting,false_northing); for_trans[outsys] = equifor; } else if (outsys == MILLER) { /* this is the call to initialize MILLER CYLINDRICAL --------------------------------------------------*/ center_long = paksz(outparm[4],iflg) * 3600 * S2R; if (*iflg != 0) return; *iflg = millforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = millfor; } else if (outsys == VGRINT) { /* this is the call to initialize VAN DER GRINTEN -----------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = vandgforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = vandgfor; } else if (outsys == HOM) { /* this is the call to initialize HOTLINE OBLIQUE MERCATOR ---------------------------------------------------------*/ scale_factor = outparm[2]; lat_origin = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; if (outparm[12] != 0) { mode = 1; azimuth = paksz(outparm[3],iflg)* 3600 * S2R; if (*iflg != 0) return; lon_origin = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; } else { mode = 0; lon1 = paksz(outparm[8],iflg)* 3600 * S2R; if (*iflg != 0) return; lat1 = paksz(outparm[9],iflg)* 3600 * S2R; if (*iflg != 0) return; lon2 = paksz(outparm[10],iflg)* 3600 * S2R; if (*iflg != 0) return; lat2 = paksz(outparm[11],iflg)* 3600 * S2R; if (*iflg != 0) return; } *iflg = omerforint(r_major,r_minor,scale_factor,azimuth,lon_origin, lat_origin,false_easting, false_northing,lon1,lat1, lon2,lat2,mode); for_trans[outsys] = omerfor; } else if (outsys == SOM) { /* this is the call to initialize SOM -----------------------------------*/ path = outparm[3]; satnum = outparm[2]; if (outparm[12] == 0) { mode = 1; alf = paksz(outparm[3],iflg)* 3600 * S2R; if (*iflg != 0) return; lon1 = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; time = outparm[8]; start = outparm[10]; } else mode = 0; /* *iflg = somforint(r_major,r_minor,satnum,path,false_easting,false_northing); */ *iflg = somforint(r_major,r_minor,satnum,path,alf,lon1,false_easting, false_northing,time,start,mode); for_trans[outsys] = somfor; } else if (outsys == HAMMER) { /* this is the call to initialize HAMMER --------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = hamforint(radius,center_long,false_easting,false_northing); for_trans[outsys] = hamfor; } else if (outsys == ROBIN) { /* this is the call to initialize ROBINSON ----------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = robforint(radius,center_long,false_easting,false_northing); for_trans[outsys] = robfor; } else if (outsys == GOOD) { /* this is the call to initialize GOODE'S HOMOLOSINE ---------------------------------------------------*/ *iflg = goodforint(radius); for_trans[outsys] = goodfor; } else if (outsys == MOLL) { /* this is the call to initialize MOLLWEIDE ------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = molwforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = molwfor; } else if (outsys == IMOLL) { /* this is the call to initialize INTERRUPTED MOLLWEIDE -----------------------------------------------------*/ *iflg = imolwforint(radius); for_trans[outsys] = imolwfor; } else if (outsys == ALASKA) { /* this is the call to initialize ALASKA CONFORMAL ------------------------------------------------*/ *iflg = alconforint(r_major,r_minor,false_easting,false_northing); for_trans[outsys] = alconfor; } else if (outsys == WAGIV) { /* this is the call to initialize WAGNER IV -----------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = wivforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = wivfor; } else if (outsys == WAGVII) { /* this is the call to initialize WAGNER VII ------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = wviiforint(radius, center_long,false_easting,false_northing); for_trans[outsys] = wviifor; } else if (outsys == OBEQA) { /* this is the call to initialize OBLATED EQUAL AREA ---------------------------------------------------*/ center_long = paksz(outparm[4],iflg)* 3600 * S2R; if (*iflg != 0) return; center_lat = paksz(outparm[5],iflg)* 3600 * S2R; if (*iflg != 0) return; shape_m = outparm[2]; shape_n = outparm[3]; angle = paksz(outparm[8],iflg)* 3600 * S2R; if (*iflg != 0) return; *iflg = obleqforint(radius,center_long,center_lat,shape_m, shape_n, angle,false_easting,false_northing); for_trans[outsys] = obleqfor; } return; } libgctp-2.0/source/alberinv.c0000644000175000017500000001257712335175401016444 0ustar alastairalastair/******************************************************************************* NAME ALBERS CONICAL EQUAL-AREA PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Albers Conical Equal Area projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan, Feb, 1992 S. Nelson Feb, 1996 Made a modification to the assignment to "con" enclosing the section 1.0 - e3 in parenthesis. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double c; /* constant c */ static double e3; /* eccentricity */ static double es; /* eccentricity squared */ static double rh; /* heigth above elipsoid */ static double ns0; /* ratio between meridians */ static double lon_center; /* center longitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Albers projection -------------------------------*/ long alberinvint(r_maj,r_min,lat1,lat2,lon0,lat0,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double lat1; /* first standard parallel */ double lat2; /* second standard parallel */ double lon0; /* center longitude */ double lat0; /* center lattitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double sin_po,cos_po; /* sine and cos values */ double con; /* temporary variable */ double temp; /* temporary variable */ double ms1; /* small m 1 */ double ms2; /* small m 2 */ double qs0; /* small q 0 */ double qs1; /* small q 1 */ double qs2; /* small q 2 */ false_easting = false_east; false_northing = false_north; lon_center = lon0; if (fabs(lat1 + lat2) < EPSLN) { p_error("Equal latitudes for Standard Parallels on opposite sides of equator" ,"alber-invinit"); return(31); } r_major = r_maj; r_minor = r_min; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e3 = sqrt(es); sincos(lat1, &sin_po, &cos_po); con = sin_po; ms1 = msfnz(e3,sin_po,cos_po); qs1 = qsfnz(e3,sin_po,cos_po); sincos(lat2,&sin_po,&cos_po); ms2 = msfnz(e3,sin_po,cos_po); qs2 = qsfnz(e3,sin_po,cos_po); sincos(lat0,&sin_po,&cos_po); qs0 = qsfnz(e3,sin_po,cos_po); if (fabs(lat1 - lat2) > EPSLN) ns0 = (ms1 * ms1 - ms2 *ms2)/ (qs2 - qs1); else ns0 = con; c = ms1 * ms1 + ns0 * qs1; rh = r_major * sqrt(c - ns0 * qs0)/ns0; /* Report parameters to the user -----------------------------*/ ptitle("ALBERS CONICAL EQUAL-AREA"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(lon_center); origin(lat0); offsetp(false_easting,false_northing); return(OK); } /* Albers Conical Equal Area inverse equations--mapping x,y to lat/long -------------------------------------------------------------------*/ long alberinv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double rh1; /* height above ellipsoid */ double qs; /* function q */ double con; /* temporary sign value */ double theta; /* angle */ long flag; /* error flag; */ flag = 0; x -= false_easting; y = rh - y + false_northing;; if (ns0 >= 0) { rh1 = sqrt(x * x + y * y); con = 1.0; } else { rh1 = -sqrt(x * x + y * y); con = -1.0; } theta = 0.0; if (rh1 != 0.0) theta = atan2(con * x, con * y); con = rh1 * ns0 / r_major; qs = (c - con * con) / ns0; if (e3 >= 1e-10) { con = 1 - .5 * (1.0 - es) * log((1.0 - e3) / (1.0 + e3))/e3; if (fabs(fabs(con) - fabs(qs)) > .0000000001 ) { *lat = phi1z(e3,qs,&flag); if (flag != 0) return(flag); } else { if (qs >= 0) *lat = .5 * PI; else *lat = -.5 * PI; } } else { *lat = phi1z(e3,qs,&flag); if (flag != 0) return(flag); } *lon = adjust_lon(theta/ns0 + lon_center); return(OK); } libgctp-2.0/source/tminv.c0000644000175000017500000001414112335175401015764 0ustar alastairalastair/******************************************************************************* NAME TRANSVERSE MERCATOR PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Transverse Mercator projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS Nov, 1991 T. Mittan Mar, 1993 S. Nelson Feb, 1995 Divided tminv.c into two files, one for UTM (utminv.c) and one for TM (tminv.c). This was a necessary change to run inverse projection conversions for both UTM and TM in the same process. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double scale_factor; /* scale factor */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ static long ind; /* sphere flag value */ /* Initialize the Transverse Mercator (TM) projection -------------------------------------------------------------*/ long tminvint(r_maj,r_min,scale_fact,center_lon,center_lat,false_east, false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double scale_fact; /* scale factor */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; scale_factor = scale_fact; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = r_major * mlfn(e0, e1, e2, e3, lat_origin); esp = es / (1.0 - es); if (es < .00001) ind = 1; /* Report parameters to the user -----------------------------*/ ptitle("TRANSVERSE MERCATOR (TM)"); radius2(r_major, r_minor); genrpt(scale_factor,"Scale Factor at C. Meridian: "); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Transverse Mercator inverse equations--mapping x,y to lat,long Note: The algorithm for UTM is exactly the same as TM and therefore if a change is implemented, also make the change to UTMINV.c --------------------------------------------------------------*/ long tminv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double con,phi; /* temporary angles */ double delta_phi; /* difference between longitudes */ long i; /* counter variable */ double sin_phi, cos_phi, tan_phi; /* sin cos and tangent values */ double c, cs, t, ts, n, r, d, ds; /* temporary variables */ double f, h, g, temp; /* temporary variables */ long max_iter = 6; /* maximun number of iterations */ /* fortran code for spherical form --------------------------------*/ if (ind != 0) { f = exp(x/(r_major * scale_factor)); g = .5 * (f - 1/f); temp = lat_origin + y/(r_major * scale_factor); h = cos(temp); con = sqrt((1.0 - h * h)/(1.0 + g * g)); *lat = asinz(con); if (temp < 0) *lat = -*lat; if ((g == 0) && (h == 0)) { *lon = lon_center; return(OK); } else { *lon = adjust_lon(atan2(g,h) + lon_center); return(OK); } } /* Inverse equations -----------------*/ x = x - false_easting; y = y - false_northing; con = (ml0 + y / scale_factor) / r_major; phi = con; for (i=0;;i++) { delta_phi = ((con + e1 * sin(2.0*phi) - e2 * sin(4.0*phi) + e3 * sin(6.0*phi)) / e0) - phi; /* delta_phi = ((con + e1 * sin(2.0*phi) - e2 * sin(4.0*phi)) / e0) - phi; */ phi += delta_phi; if (fabs(delta_phi) <= EPSLN) break; if (i >= max_iter) { p_error("Latitude failed to converge","TM-INVERSE"); return(95); } } if (fabs(phi) < HALF_PI) { sincos(phi, &sin_phi, &cos_phi); tan_phi = tan(phi); c = esp * SQUARE(cos_phi); cs = SQUARE(c); t = SQUARE(tan_phi); ts = SQUARE(t); con = 1.0 - es * SQUARE(sin_phi); n = r_major / sqrt(con); r = n * (1.0 - es) / con; d = x / (n * scale_factor); ds = SQUARE(d); *lat = phi - (n * tan_phi * ds / r) * (0.5 - ds / 24.0 * (5.0 + 3.0 * t + 10.0 * c - 4.0 * cs - 9.0 * esp - ds / 30.0 * (61.0 + 90.0 * t + 298.0 * c + 45.0 * ts - 252.0 * esp - 3.0 * cs))); *lon = adjust_lon(lon_center + (d * (1.0 - ds / 6.0 * (1.0 + 2.0 * t + c - ds / 20.0 * (5.0 - 2.0 * c + 28.0 * t - 3.0 * cs + 8.0 * esp + 24.0 * ts))) / cos_phi)); } else { *lat = HALF_PI * sign(y); *lon = lon_center; } return(OK); } libgctp-2.0/source/haminv.c0000644000175000017500000000562112335175401016114 0ustar alastairalastair/******************************************************************************* NAME HAMMER PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Hammer projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Hammer projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the HAMMER projection -------------------------------*/ long haminvint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { long i; /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("HAMMER"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* HAMMER inverse equations--mapping x,y to lat/long ------------------------------------------------*/ long haminv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { double dlon; double fac; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; fac = sqrt(4.0 * R * R - (x * x)/ 4.0 - y * y) / 2.0; *lon = adjust_lon(lon_center + 2.0 * atan2((x * fac), (2.0 * R * R - x * x/4 - y * y))); *lat = asinz(y * fac / R / R); return(OK); } libgctp-2.0/source/options0000644000175000017500000000002312335175401016073 0ustar alastairalastaircompression = "xz" libgctp-2.0/source/cproj.c0000644000175000017500000002733212335175401015752 0ustar alastairalastair/******************************************************************************* NAME Projection support routines listed below. PURPOSE: The following functions are included in CPROJ.C. SINCOS: Calculates the sine and cosine. ASINZ: Eliminates roundoff errors. MSFNZ: Computes the constant small m for Oblique Equal Area. QSFNZ: Computes the constant small q for Oblique Equal Area. PHI1Z: Computes phi1 for Albers Conical Equal-Area. PHI2Z: Computes the latitude angle, phi2, for Lambert Conformal Conic and Polar Stereographic. PHI3Z: Computes the latitude, phi3, for Equidistant Conic. PHI4Z: Computes the latitude, phi4, for Polyconic. PAKCZ: Converts a 2 digit alternate packed DMS format to standard packed DMS format. PAKR2DM: Converts radians to 3 digit packed DMS format. TSFNZ: Computes the small t for Lambert Conformal Conic and Polar Stereographic. SIGN: Returns the sign of an argument. ADJUST_LON: Adjusts a longitude angle to range -180 to 180. E0FN, E1FN, E2FN, E3FN: Computes the constants e0,e1,e2,and e3 for calculating the distance along a meridian. E4FN: Computes e4 used for Polar Stereographic. MLFN: Computes M, the distance along a meridian. CALC_UTM_ZONE: Calculates the UTM zone number. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS July, 1991 Initial development T. Mittan, EROS May, 1993 Modified from Fortran GCTP for C GCTP S. Nelson, EROS June, 1993 Added inline comments S. Nelson, EROS Nov, 1993 Added loop counter in ADJUST_LON S. Nelson, EROS Jan, 1998 Changed misspelled error message *******************************************************************************/ #include "cproj.h" #define MAX_VAL 4 #define MAXLONG 2147483647. #define DBLLONG 4.61168601e18 /* Function to calculate the sine and cosine in one call. Some computer systems have implemented this function, resulting in a faster implementation than calling each function separately. It is provided here for those computer systems which don`t implement this function ----------------------------------------------------*/ void sincos(val, sin_val, cos_val) double val; double *sin_val; double *cos_val; { *sin_val = sin(val); *cos_val = cos(val); return; } /* Function to eliminate roundoff errors in asin ----------------------------------------------*/ double asinz (con) double con; { if (fabs(con) > 1.0) { if (con > 1.0) con = 1.0; else con = -1.0; } return(asin(con)); } /* Function to compute the constant small m which is the radius of a parallel of latitude, phi, divided by the semimajor axis. ---------------------------------------------------------------*/ double msfnz (eccent,sinphi,cosphi) double eccent; double sinphi; double cosphi; { double con; con = eccent * sinphi; return((cosphi / (sqrt (1.0 - con * con)))); } /* Function to compute constant small q which is the radius of a parallel of latitude, phi, divided by the semimajor axis. ------------------------------------------------------------*/ double qsfnz (eccent,sinphi,cosphi) double eccent; double sinphi; double cosphi; { double con; if (eccent > 1.0e-7) { con = eccent * sinphi; return (( 1.0- eccent * eccent) * (sinphi /(1.0 - con * con) - (.5/eccent)* log((1.0 - con)/(1.0 + con)))); } else return(2.0 * sinphi); } /* Function to compute phi1, the latitude for the inverse of the Albers Conical Equal-Area projection. -------------------------------------------*/ double phi1z (eccent,qs,flag) double eccent; /* Eccentricity angle in radians */ double qs; /* Angle in radians */ long *flag; /* Error flag number */ { double eccnts; double dphi; double con; double com; double sinpi; double cospi; double phi; long i; phi = asinz(.5 * qs); if (eccent < EPSLN) return(phi); eccnts = eccent * eccent; for (i = 1; i <= 25; i++) { sincos(phi,&sinpi,&cospi); con = eccent * sinpi; com = 1.0 - con * con; dphi = .5 * com * com / cospi * (qs / (1.0 - eccnts) - sinpi / com + .5 / eccent * log ((1.0 - con) / (1.0 + con))); phi = phi + dphi; if (fabs(dphi) <= 1e-7) return(phi); } p_error ("Convergence error","phi1z-conv"); *flag = 001; return(ERROR); } /* Function to compute the latitude angle, phi2, for the inverse of the Lambert Conformal Conic and Polar Stereographic projections. ----------------------------------------------------------------*/ double phi2z(eccent,ts,flag) double eccent; /* Spheroid eccentricity */ double ts; /* Constant value t */ long *flag; /* Error flag number */ { double eccnth; double phi; double con; double dphi; double sinpi; long i; *flag = 0; eccnth = .5 * eccent; phi = HALF_PI - 2 * atan(ts); for (i = 0; i <= 15; i++) { sinpi = sin(phi); con = eccent * sinpi; dphi = HALF_PI - 2 * atan(ts *(pow(((1.0 - con)/(1.0 + con)),eccnth))) - phi; phi += dphi; if (fabs(dphi) <= .0000000001) return(phi); } p_error ("Convergence error","phi2z-conv"); *flag = 002; return(002); } /* Function to compute latitude, phi3, for the inverse of the Equidistant Conic projection. -----------------------------------------------------------------*/ double phi3z(ml,e0,e1,e2,e3,flag) double ml; /* Constant */ double e0; /* Constant */ double e1; /* Constant */ double e2; /* Constant */ double e3; /* Constant */ long *flag; /* Error flag number */ { double phi; double dphi; long i; phi = ml; for (i = 0; i < 15; i++) { dphi = (ml + e1 * sin(2.0 * phi) - e2 * sin(4.0 * phi) + e3 * sin(6.0 * phi)) / e0 - phi; phi += dphi; if (fabs(dphi) <= .0000000001) { *flag = 0; return(phi); } } p_error("Latitude failed to converge after 15 iterations","PHI3Z-CONV"); *flag = 3; return(3); } /* Function to compute, phi4, the latitude for the inverse of the Polyconic projection. ------------------------------------------------------------*/ double phi4z (eccent,e0,e1,e2,e3,a,b,c,phi) double eccent; /* Spheroid eccentricity squared */ double e0; double e1; double e2; double e3; double a; double b; double *c; double *phi; { double sinphi; double sin2ph; double tanphi; double ml; double mlp; double con1; double con2; double con3; double dphi; long i; *phi = a; for (i = 1; i <= 15; i++) { sinphi = sin(*phi); tanphi = tan(*phi); *c = tanphi * sqrt (1.0 - eccent * sinphi * sinphi); sin2ph = sin (2.0 * *phi); /* ml = e0 * *phi - e1 * sin2ph + e2 * sin (4.0 * *phi); mlp = e0 - 2.0 * e1 * cos (2.0 * *phi) + 4.0 * e2 * cos (4.0 * *phi); */ ml = e0 * *phi - e1 * sin2ph + e2 * sin (4.0 * *phi) - e3 * sin (6.0 * *phi); mlp = e0 - 2.0 * e1 * cos (2.0 * *phi) + 4.0 * e2 * cos (4.0 * *phi) - 6.0 * e3 * cos (6.0 * *phi); con1 = 2.0 * ml + *c * (ml * ml + b) - 2.0 * a * (*c * ml + 1.0); con2 = eccent * sin2ph * (ml * ml + b - 2.0 * a * ml) / (2.0 * *c); con3 = 2.0 * (a - ml) * (*c * mlp - 2.0 / sin2ph) - 2.0 * mlp; dphi = con1 / (con2 + con3); *phi += dphi; if (fabs(dphi) <= .0000000001 ) return(OK); } p_error("Latitude failed to converge","phi4z-conv"); return(004); } /* Function to convert 2 digit alternate packed DMS format (+/-)DDDMMSS.SSS to 3 digit standard packed DMS format (+/-)DDDMMMSSS.SSS. -----------------------------------------------------------------*/ double pakcz(pak) double pak; /* Angle in alternate packed DMS format */ { double con; double secs; long degs,mins; char sgna; sgna = ' '; if (pak < 0.0) sgna = '-'; con = fabs (pak); degs = (long) ((con / 10000.0) + .001); con = con - degs * 10000; mins = (long) ((con / 100.0) + .001); secs = con - mins * 100; con = (double) (degs) * 1000000.0 + (double) (mins) * 1000.0 + secs; if (sgna == '-') con = - con; return(con); } /* Function to convert radians to 3 digit packed DMS format (+/-)DDDMMMSSS.SSS ----------------------------------------------------------------------------*/ double pakr2dm(pak) double pak; /* Angle in radians */ { double con; double secs; long degs,mins; char sgna; sgna = ' '; pak *= R2D; if (pak < 0.0) sgna = '-'; con = fabs (pak); degs = (long) (con); con = (con - degs) * 60; mins = (long) con; secs = (con - mins) * 60; con = (double) (degs) * 1000000.0 + (double) (mins) * 1000.0 + secs; if (sgna == '-') con = - con; return(con); } /* Function to compute the constant small t for use in the forward computations in the Lambert Conformal Conic and the Polar Stereographic projections. --------------------------------------------------------------*/ double tsfnz(eccent,phi,sinphi) double eccent; /* Eccentricity of the spheroid */ double phi; /* Latitude phi */ double sinphi; /* Sine of the latitude */ { double con; double com; con = eccent * sinphi; com = .5 * eccent; con = pow(((1.0 - con) / (1.0 + con)),com); return (tan(.5 * (HALF_PI - phi))/con); } /* Function to return the sign of an argument ------------------------------------------*/ sign(x) double x; { if (x < 0.0) return(-1); else return(1); } /* Function to adjust a longitude angle to range from -180 to 180 radians added if statments -----------------------------------------------------------------------*/ double adjust_lon(x) double x; /* Angle in radians */ { long temp; long count = 0; for(;;) { if (fabs(x)<=PI) break; else if (((long) fabs(x / PI)) < 2) x = x-(sign(x) *TWO_PI); else if (((long) fabs(x / TWO_PI)) < MAXLONG) { x = x-(((long)(x / TWO_PI))*TWO_PI); } else if (((long) fabs(x / (MAXLONG * TWO_PI))) < MAXLONG) { x = x-(((long)(x / (MAXLONG * TWO_PI))) * (TWO_PI * MAXLONG)); } else if (((long) fabs(x / (DBLLONG * TWO_PI))) < MAXLONG) { x = x-(((long)(x / (DBLLONG * TWO_PI))) * (TWO_PI * DBLLONG)); } else x = x-(sign(x) *TWO_PI); count++; if (count > MAX_VAL) break; } return(x); } /* Functions to compute the constants e0, e1, e2, and e3 which are used in a series for calculating the distance along a meridian. The input x represents the eccentricity squared. ----------------------------------------------------------------*/ double e0fn(x) double x; { return(1.0-0.25*x*(1.0+x/16.0*(3.0+1.25*x))); } double e1fn(x) double x; { return(0.375*x*(1.0+0.25*x*(1.0+0.46875*x))); } double e2fn(x) double x; { return(0.05859375*x*x*(1.0+0.75*x)); } double e3fn(x) double x; { return(x*x*x*(35.0/3072.0)); } /* Function to compute the constant e4 from the input of the eccentricity of the spheroid, x. This constant is used in the Polar Stereographic projection. --------------------------------------------------------------------*/ double e4fn(x) double x; { double con; double com; con = 1.0 + x; com = 1.0 - x; return (sqrt((pow(con,con))*(pow(com,com)))); } /* Function computes the value of M which is the distance along a meridian from the Equator to latitude phi. ------------------------------------------------*/ double mlfn(e0,e1,e2,e3,phi) double e0,e1,e2,e3,phi; { return(e0*phi-e1*sin(2.0*phi)+e2*sin(4.0*phi)-e3*sin(6.0*phi)); } /* Function to calculate UTM zone number--NOTE Longitude entered in DEGREES!!! ---------------------------------------------------------------------------*/ long calc_utm_zone(lon) double lon; { return((long)(((lon + 180.0) / 6.0) + 1.0)); } libgctp-2.0/source/lamccfor.c0000644000175000017500000001321612335175401016417 0ustar alastairalastair /******************************************************************************* NAME LAMBERT CONFORMAL CONIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Lambert Conformal Conic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE REASON ---------- ---- ------ T. Mittan 2-26-93 S. Nelson 1-98 Corrected misspelling in error message ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double es; /* eccentricity squared */ static double e; /* eccentricity */ static double center_lon; /* center longituted */ static double center_lat; /* cetner latitude */ static double ns; /* ratio of angle between meridian*/ static double f0; /* flattening of ellipsoid */ static double rh; /* height above ellipsoid */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Lambert Conformal conic projection ------------------------------------------------*/ long lamccforint(r_maj,r_min,lat1,lat2,c_lon,c_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double lat1; /* first standard parallel */ double lat2; /* second standard parallel */ double c_lon; /* center longitude */ double c_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double sin_po; /* sin value */ double cos_po; /* cos value */ double con; /* temporary variable */ double ms1; /* small m 1 */ double ms2; /* small m 2 */ double temp; /* temporary variable */ double ts0; /* small t 0 */ double ts1; /* small t 1 */ double ts2; /* small t 2 */ r_major = r_maj; r_minor = r_min; false_northing = false_north; false_easting = false_east; /* Standard Parallels cannot be equal and on opposite sides of the equator ------------------------------------------------------------------------*/ if (fabs(lat1+lat2) < EPSLN) { p_error("Equal latitudes for St. Parallels on opposite sides of equator", "lamcc-for"); return(41); } temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); center_lon = c_lon; center_lat = c_lat; sincos(lat1,&sin_po,&cos_po); con = sin_po; ms1 = msfnz(e,sin_po,cos_po); ts1 = tsfnz(e,lat1,sin_po); sincos(lat2,&sin_po,&cos_po); ms2 = msfnz(e,sin_po,cos_po); ts2 = tsfnz(e,lat2,sin_po); sin_po = sin(center_lat); ts0 = tsfnz(e,center_lat,sin_po); if (fabs(lat1 - lat2) > EPSLN) ns = log (ms1/ms2)/ log (ts1/ts2); else ns = con; f0 = ms1 / (ns * pow(ts1,ns)); rh = r_major * f0 * pow(ts0,ns); /* Report parameters to the user -----------------------------*/ ptitle("LAMBERT CONFORMAL CONIC"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(center_lon); origin(c_lat); offsetp(false_easting,false_northing); return(OK); } /* Lambert Conformal conic forward equations--mapping lat,long to x,y -----------------------------------------------------------------*/ long lamccfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double con; /* temporary angle variable */ double rh1; /* height above ellipsoid */ double sinphi; /* sin value */ double theta; /* angle */ double ts; /* small value t */ con = fabs( fabs(lat) - HALF_PI); if (con > EPSLN) { sinphi = sin(lat); ts = tsfnz(e,lat,sinphi); rh1 = r_major * f0 * pow(ts,ns); } else { con = lat * ns; if (con <= 0) { p_error("Point can not be projected","lamcc-for"); return(44); } rh1 = 0; } theta = ns * adjust_lon(lon - center_lon); *x = rh1 * sin(theta) + false_easting; *y = rh - rh1 * cos(theta) + false_northing; return(OK); } libgctp-2.0/source/obleqinv.c0000644000175000017500000000710512335175401016450 0ustar alastairalastair/******************************************************************************* NAME OBLATED EQUAL-AREA PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Oblated Equal Area projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAM HISTORY PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand May, 1991 S. Nelson Nov, 1993 Added "double adjust_lon()" function declaration statement. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" static double lon_center; static double lat_o; static double theta; static double m; static double n; static double R; static double sin_lat_o; static double cos_lat_o; static double false_easting; static double false_northing; long obleqinvint(r, center_long, center_lat, shape_m, shape_n, angle,false_east, false_north) double r; double center_long; double center_lat; double shape_m,shape_n; double angle; double false_east; double false_north; { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; lat_o = center_lat; m = shape_m; n = shape_n; theta = angle; false_easting = false_east; false_northing = false_north; /* Report parameters to the user (to device set up prior to this call) -------------------------------------------------------------------*/ ptitle("OBLATED EQUAL-AREA"); radius(R); cenlon(lon_center); cenlat(lat_o); genrpt(m,"Parameter m: "); genrpt(n,"Parameter n: "); genrpt(theta,"Theta: "); offsetp(false_easting,false_northing); /* Calculate the sine and cosine of the latitude of the center of the map and store in static storage for common use. -------------------------------------------*/ sincos(lat_o, &sin_lat_o, &cos_lat_o); return(OK); } long obleqinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double z; double sin_z; double cos_z; double Az; double sin_Az; double cos_Az; double temp; /* Re-used temporary variable */ double x_prime; double y_prime; double M; double N; double diff_angle; double sin_diff_angle; double cos_diff_angle; /* Inverse equations -----------------*/ x -= false_easting; y -= false_northing; N = (n / 2.0) * asin(y / (n * R)); temp = x / (m * R) * cos(2.0 * N / n) / cos(N); M = (m / 2.0) * asin(temp); x_prime = 2.0 * sin(M); y_prime = 2.0 * sin(N) * cos(2.0 * M / m) / cos(M); temp = sqrt(x_prime * x_prime + y_prime * y_prime) / 2.0; z = 2.0 * asin(temp); Az = atan2(x_prime, y_prime); diff_angle = Az - theta; sincos(diff_angle, &sin_diff_angle, &cos_diff_angle); sincos(z, &sin_z, &cos_z); *lat = asin(sin_lat_o * cos_z + cos_lat_o * sin_z * cos_diff_angle); *lon = adjust_lon(lon_center + atan2((sin_z * sin_diff_angle), (cos_lat_o * cos_z - sin_lat_o * sin_z * cos_diff_angle))); return(OK); } libgctp-2.0/source/polyfor.c0000644000175000017500000000704012335175401016321 0ustar alastairalastair/******************************************************************************* NAME POLYCONIC PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Polyconic projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double e0,e1,e2,e3; /* eccentricity constants */ static double e,es,esp; /* eccentricity constants */ static double ml0; /* small value m */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the POLYCONIC projection ----------------------------------*/ long polyforint(r_maj,r_min,center_lon,center_lat,false_east,false_north) double r_maj; /* major axis */ double r_min; /* minor axis */ double center_lon; /* center longitude */ double center_lat; /* center latitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { double temp; /* temporary variable */ /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; r_minor = r_min; lon_center = center_lon; lat_origin = center_lat; false_northing = false_north; false_easting = false_east; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e = sqrt(es); e0 = e0fn(es); e1 = e1fn(es); e2 = e2fn(es); e3 = e3fn(es); ml0 = mlfn(e0, e1, e2, e3, lat_origin); /* Report parameters to the user -----------------------------*/ ptitle("POLYCONIC"); radius2(r_major, r_minor); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Polyconic forward equations--mapping lat,long to x,y ---------------------------------------------------*/ long polyfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sinphi, cosphi; /* sin and cos value */ double al; /* temporary values */ double c; /* temporary values */ double con, ml; /* cone constant, small m */ double ms; /* small m */ /* Forward equations -----------------*/ con = adjust_lon(lon - lon_center); if (fabs(lat) <= .0000001) { *x = false_easting + r_major * con; *y = false_northing - r_major * ml0; } else { sincos(lat,&sinphi,&cosphi); ml = mlfn(e0, e1, e2, e3, lat); ms = msfnz(e,sinphi,cosphi); con *= sinphi; *x = false_easting + r_major * ms * sin(con)/sinphi; *y = false_northing + r_major * (ml - ml0 + ms * (1.0 - cos(con))/sinphi); } return(OK); } libgctp-2.0/source/br_gctp.c0000755000175000017500000000140012335175401016244 0ustar alastairalastair#ifdef unix #include "cproj.h" /* Fortran bridge routine for the UNIX */ void gctp_(incoor,insys,inzone,inparm,inunit,inspheroid,ipr,efile,jpr,pfile, outcoor,outsys,outzone,outparm,outunit,outspheroid,fn27,fn83,iflg) double *incoor; long *insys; long *inzone; double *inparm; long *inunit; long *inspheroid; long *ipr; /* printout flag for error messages. 0=yes, 1=no*/ char *efile; long *jpr; /* printout flag for projection parameters 0=yes, 1=no*/ char *pfile; double *outcoor; long *outsys; long *outzone; double *outparm; long *outunit; long *outspheroid; long *iflg; { gctp(incoor,insys,inzone,inparm,inunit,inspheroid,ipr,efile,jpr,pfile,outcoor, outsys,outzone,outparm,outunit,outspheroid,fn27,fn83,iflg); return; } #endif libgctp-2.0/source/imolwinv.c0000644000175000017500000001017212335175401016473 0ustar alastairalastair/******************************************************************************* NAME INTERRUPTED MOLLWEIDE PURPOSE: Transforms input Easting and Northing to longitude and latitude for the Interrupted Mollweide projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS June, 1991 Initial Development S. Nelson, EDC June, 1993 Changed precision for values to determine regions and if coordinates are in the break, and for the values in the conversion algorithm. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double R; /* Radius of the earth (sphere) */ static double lon_center[6]; /* Central meridians, one for each region */ static double feast[6]; /* False easting, one for each region */ /* Initialize the Interrupted Mollweide projection --------------------------------------------*/ long imolwinvint(r) double r; /* (I) Radius of the earth (sphere) */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; /* Initialize central meridians for each of the 6 regions ------------------------------------------------------*/ lon_center[0] = 1.0471975512; /* 60.0 degrees */ lon_center[1] = -2.96705972839; /* -170.0 degrees */ lon_center[2] = -0.523598776; /* -30.0 degrees */ lon_center[3] = 1.57079632679; /* 90.0 degrees */ lon_center[4] = -2.44346095279; /* -140.0 degrees */ lon_center[5] = -0.34906585; /* -20.0 degrees */ /* Initialize false eastings for each of the 6 regions ---------------------------------------------------*/ feast[0] = R * -2.19988776387; feast[1] = R * -0.15713484; feast[2] = R * 2.04275292359; feast[3] = R * -1.72848324304; feast[4] = R * 0.31426968; feast[5] = R * 2.19988776387; /* Report parameters to the user -----------------------------*/ ptitle("INTERRUPTED MOLLWEIDE EQUAL-AREA"); radius(r); return(OK); } long imolwinv(x, y, lon, lat) double x; /* (I) X projection coordinate */ double y; /* (I) Y projection coordinate */ double *lon; /* (O) Longitude */ double *lat; /* (O) Latitude */ { double theta; double temp; long region; /* Inverse equations -----------------*/ if (y >= 0.0) { if (x <= R * -1.41421356248) region = 0; else if (x <= R * 0.942809042) region = 1; else region = 2; } else { if (x <= R * -0.942809042) region = 3; else if (x <= R * 1.41421356248) region = 4; else region = 5; } x = x - feast[region]; theta = asin(y / (1.4142135623731 * R)); *lon = adjust_lon(lon_center[region] + (x / (0.900316316158*R * cos(theta)))); *lat = asin((2.0 * theta + sin(2.0 * theta)) / PI); /* Are we in a interrupted area? If so, return status code of IN_BREAK. ---------------------------------------------------------------------*/ if (region == 0 && (*lon < 0.34906585 || *lon > 1.91986217719))return(IN_BREAK); if (region == 1 && ((*lon < 1.91986217719 && *lon > 0.34906585) || (*lon > -1.74532925199 && *lon < 0.34906585))) return(IN_BREAK); if (region == 2 && (*lon < -1.745329252 || *lon > 0.34906585)) return(IN_BREAK); if (region == 3 && (*lon < 0.34906585 || *lon > 2.44346095279))return(IN_BREAK); if (region == 4 && ((*lon < 2.44346095279 && *lon > 0.34906585) || (*lon > -1.2217304764 && *lon < 0.34906585))) return(IN_BREAK); if (region == 5 && (*lon < -1.2217304764 || *lon> 0.34906585))return(IN_BREAK); return(OK); } libgctp-2.0/source/goodfor.c0000644000175000017500000001360112335175401016266 0ustar alastairalastair/******************************************************************************* NAME GOODE'S HOMOLOSINE PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Goode's Homolosine projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- D. Steinwand, EROS May, 1991; Updated Sept, 1992; Updated Feb 1993 S. Nelson, EDC Jun, 1993 Make changes in precision and number of iterations. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. Goode, J.P., 1925, The Homolosine projection: a new device for portraying the Earth's surface entire: Assoc. Am. Geographers, Annals, v. 15, p. 119-125 *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double R; /* Radius of the earth (sphere) */ static double lon_center[12]; /* Central meridians, one for each region */ static double feast[12]; /* False easting, one for each region */ /* Initialize the Goode`s Homolosine projection --------------------------------------------*/ long goodforint(r) double r; /* (I) Radius of the earth (sphere) */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; /* Initialize central meridians for each of the 12 regions -------------------------------------------------------*/ lon_center[0] = -1.74532925199; /* -100.0 degrees */ lon_center[1] = -1.74532925199; /* -100.0 degrees */ lon_center[2] = 0.523598775598; /* 30.0 degrees */ lon_center[3] = 0.523598775598; /* 30.0 degrees */ lon_center[4] = -2.79252680319; /* -160.0 degrees */ lon_center[5] = -1.0471975512; /* -60.0 degrees */ lon_center[6] = -2.79252680319; /* -160.0 degrees */ lon_center[7] = -1.0471975512; /* -60.0 degrees */ lon_center[8] = 0.349065850399; /* 20.0 degrees */ lon_center[9] = 2.44346095279; /* 140.0 degrees */ lon_center[10] = 0.349065850399; /* 20.0 degrees */ lon_center[11] = 2.44346095279; /* 140.0 degrees */ /* Initialize false eastings for each of the 12 regions ----------------------------------------------------*/ feast[0] = R * -1.74532925199; feast[1] = R * -1.74532925199; feast[2] = R * 0.523598775598; feast[3] = R * 0.523598775598; feast[4] = R * -2.79252680319; feast[5] = R * -1.0471975512; feast[6] = R * -2.79252680319; feast[7] = R * -1.0471975512; feast[8] = R * 0.349065850399; feast[9] = R * 2.44346095279; feast[10] = R * 0.349065850399; feast[11] = R * 2.44346095279; /* Report parameters to the user -----------------------------*/ ptitle("GOODE'S HOMOLOSINE EQUAL-AREA"); radius(r); return(OK); } /* Goode`s Homolosine forward equations--mapping lat,long to x,y -------------------------------------------------------------*/ long goodfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; double delta_theta; double constant; long i; long region; /* Forward equations -----------------*/ if (lat >= 0.710987989993) /* if on or above 40 44' 11.8" */ { if (lon <= -0.698131700798) region = 0; /* If to the left of -40 */ else region = 2; } else if (lat >= 0.0) /* Between 0.0 and 40 44' 11.8" */ { if (lon <= -0.698131700798) region = 1; /* If to the left of -40 */ else region = 3; } else if (lat >= -0.710987989993) /* Between 0.0 & -40 44' 11.8" */ { if (lon <= -1.74532925199) region = 4; /* If between -180 and -100 */ else if (lon <= -0.349065850399) region = 5; /* If between -100 and -20 */ else if (lon <= 1.3962634016) region = 8; /* If between -20 and 80 */ else region = 9; /* If between 80 and 180 */ } else /* Below -40 44' */ { if (lon <= -1.74532925199) region = 6; /* If between -180 and -100 */ else if (lon <= -0.349065850399) region = 7; /* If between -100 and -20 */ else if (lon <= 1.3962634016) region = 10; /* If between -20 and 80 */ else region = 11; /* If between 80 and 180 */ } if (region==1||region==3||region==4||region==5||region==8||region==9) { delta_lon = adjust_lon(lon - lon_center[region]); *x = feast[region] + R * delta_lon * cos(lat); *y = R * lat; } else { delta_lon = adjust_lon(lon - lon_center[region]); theta = lat; constant = PI * sin(lat); /* Iterate using the Newton-Raphson method to find theta -----------------------------------------------------*/ for (i=0;;i++) { delta_theta = -(theta + sin(theta) - constant) / (1.0 + cos(theta)); theta += delta_theta; if (fabs(delta_theta) < EPSLN) break; if (i >= 50) { p_error("Iteration failed to converge","goode-forward"); return(251); } } theta /= 2.0; /* If the latitude is 90 deg, force the x coordinate to be "0 + false easting" this is done here because of precision problems with "cos(theta)" ------------------------------------------------------------------*/ if (PI / 2 - fabs(lat) < EPSLN) delta_lon = 0; *x = feast[region] + 0.900316316158 * R * delta_lon * cos(theta); *y = R * (1.4142135623731 * sin(theta) - 0.0528035274542 * sign(lat)); } return(OK); } libgctp-2.0/source/wivfor.c0000644000175000017500000000570612335175401016152 0ustar alastairalastair/******************************************************************************* NAME WAGNER IV PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Wagner IV projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE REASON ---------- ---- ------ D. Steinwand, EROS May, 1991 S. Nelson, EROS Feb, 1995 Changed perror to p_error. This function was implemented with formulas supplied by John P. Snyder. ALGORITHM REFERENCES 1. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. 2. Snyder, John P., Personal correspondence, January 1991. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset */ static double false_northing; /* y offset */ /* Initialize the Wagner IV projection ------------------------------------*/ long wivforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset */ double false_north; /* y offset */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("WAGNER IV"); radius(r); cenlon(center_long); offsetp(false_east,false_north); return(OK); } /* Wagner IV forward equations--mapping lat,long to x,y ----------------------------------------------------*/ long wivfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double delta_lon; /* Delta longitude (Given longitude - center */ double theta; double delta_theta; double con; long i; /* Forward equations -----------------*/ delta_lon = adjust_lon(lon - lon_center); theta = lat; con = 2.9604205062 * sin(lat); /* Iterate using the Newton-Raphson method to find theta -----------------------------------------------------*/ for (i=0;;i++) { delta_theta = -(theta + sin(theta) - con) / (1.0 + cos(theta)); theta += delta_theta; if (fabs(delta_theta) < EPSLN) break; if (i >= 30) p_error("Iteration failed to converge","wagneriv-forward"); } theta /= 2.0; *x = 0.86310 * R * delta_lon * cos(theta) + false_easting; *y = 1.56548 * R * sin(theta) + false_northing; return(OK); } libgctp-2.0/source/paksz.c0000644000175000017500000000510612335175401015760 0ustar alastairalastair/******************************************************************************* NAME PAKSZ PURPOSE: This function converts a packed DMS angle to seconds. The standard packed DMS format is: degrees * 1000000 + minutes * 1000 + seconds Example: ang = 120025045.25 yields deg = 120 min = 25 sec = 45.25 The algorithm used for the conversion is as follows: 1. The absolute value of the angle is used. 2. The degrees are separated out: deg = ang/1000000 (fractional portion truncated) 3. The minutes are separated out: min = (ang - deg * 1000000) / 1000 (fractional portion truncated) 4. The seconds are then computed: sec = ang - deg * 1000000 - min * 1000 5. The total angle in seconds is computed: sec = deg * 3600.0 + min * 60.0 + sec 6. The sign of sec is set to that of the input angle. PROGRAMMER DATE ---------- ---- T. Mittan MARCH, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Proffesional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Convert DMS packed angle into deg ----------------------------------*/ double paksz(ang,iflg) double ang; /* angle which in DMS */ long *iflg; /* error flag number */ { double fac; /* sign flag */ double deg; /* degree variable */ double min; /* minute variable */ double sec; /* seconds variable */ double tmp; /* temporary variable */ long i; /* temporary variable */ *iflg = 0; if (ang < 0.0) fac = -1; else fac = 1; /* find degrees -------------*/ sec = fabs(ang); tmp = 1000000.0; i = (long) sec/tmp; if (i > 360) { p_error("Illegal DMS field","paksz-deg"); *iflg = 1116; return(ERROR); } else deg = i; /* find minutes -------------*/ sec = sec - deg * tmp; tmp = 1000; i = (long) sec / tmp; if (i > 60) { p_error("Illegal DMS field","paksz-min"); *iflg = 1116; return(ERROR); } else min = i; /* find seconds -------------*/ sec = sec - min * tmp; if (sec > 60) { p_error("Illegal DMS field","paksz-sec"); *iflg = 1116; return(ERROR); } else sec = fac * (deg * 3600.0 + min * 60.0 + sec); deg = sec / 3600.0; return(deg); } libgctp-2.0/source/alberfor.c0000644000175000017500000000772112335175401016431 0ustar alastairalastair/******************************************************************************* NAME ALBERS CONICAL EQUAL AREA PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Albers Conical Equal Area projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan, Feb, 1992 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double r_minor; /* minor axis */ static double c; /* constant c */ static double e3; /* eccentricity */ static double rh; /* heigth above elipsoid */ static double ns0; /* ratio between meridians */ static double lon_center; /* center longitude */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Albers projection -------------------------------*/ long alberforint( double r_maj, /* major axis */ double r_min, /* minor axis */ double lat1, /* first standard parallel */ double lat2, /* second standard parallel */ double lon0, /* center longitude */ double lat0, /* center lattitude */ double false_east, /* x offset in meters */ double false_north) /* y offset in meters */ { double sin_po,cos_po; /* sin and cos values */ double con; /* temporary variable */ double es,temp; /* eccentricity squared and temp var */ double ms1; /* small m 1 */ double ms2; /* small m 2 */ double qs0; /* small q 0 */ double qs1; /* small q 1 */ double qs2; /* small q 2 */ false_easting = false_east; false_northing = false_north; lon_center = lon0; if (fabs(lat1 + lat2) < EPSLN) { p_error("Equal latitudes for St. Parallels on opposite sides of equator", "alber-forinit"); return(31); } r_major = r_maj; r_minor = r_min; temp = r_minor / r_major; es = 1.0 - SQUARE(temp); e3 = sqrt(es); sincos(lat1, &sin_po, &cos_po); con = sin_po; ms1 = msfnz(e3,sin_po,cos_po); qs1 = qsfnz(e3,sin_po,cos_po); sincos(lat2,&sin_po,&cos_po); ms2 = msfnz(e3,sin_po,cos_po); qs2 = qsfnz(e3,sin_po,cos_po); sincos(lat0,&sin_po,&cos_po); qs0 = qsfnz(e3,sin_po,cos_po); if (fabs(lat1 - lat2) > EPSLN) ns0 = (ms1 * ms1 - ms2 *ms2)/ (qs2 - qs1); else ns0 = con; c = ms1 * ms1 + ns0 * qs1; rh = r_major * sqrt(c - ns0 * qs0)/ns0; /* Report parameters to the user -----------------------------*/ ptitle("ALBERS CONICAL EQUAL-AREA"); radius2(r_major, r_minor); stanparl(lat1,lat2); cenlonmer(lon_center); origin(lat0); offsetp(false_easting,false_northing); return(OK); } /* Albers Conical Equal Area forward equations--mapping lat,long to x,y -------------------------------------------------------------------*/ long alberfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sin_phi,cos_phi; /* sine and cos values */ double qs; /* small q */ double theta; /* angle */ double rh1; /* height above ellipsoid */ sincos(lat,&sin_phi,&cos_phi); qs = qsfnz(e3,sin_phi,cos_phi); rh1 = r_major * sqrt(c - ns0 * qs)/ns0; theta = ns0 * adjust_lon(lon - lon_center); *x = rh1 * sin(theta) + false_easting; *y = rh - rh1 * cos(theta) + false_northing; return(OK); } libgctp-2.0/source/equifor.c0000644000175000017500000000546012335175401016305 0ustar alastairalastair/******************************************************************************* NAME EQUIRECTANGULAR PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Equirectangular projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan Mar, 1993 ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double r_major; /* major axis */ static double lon_center; /* Center longitude (projection center) */ static double lat_origin; /* center latitude */ static double false_northing; /* y offset in meters */ static double false_easting; /* x offset in meters */ /* Initialize the Equirectangular projection ----------------------------------------*/ long equiforint(r_maj,center_lon,lat1,false_east,false_north) double r_maj; /* major axis */ double center_lon; /* center longitude */ double lat1; /* latitude of true scale */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ r_major = r_maj; lon_center = center_lon; lat_origin = lat1; false_northing = false_north; false_easting = false_east; /* Report parameters to the user -----------------------------*/ ptitle("EQUIRECTANGULAR"); radius(r_major); cenlonmer(lon_center); origin(lat_origin); offsetp(false_easting,false_northing); return(OK); } /* Equirectangular forward equations--mapping lat,long to x,y ---------------------------------------------------------*/ long equifor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double sinphi, cosphi; /* sin and cos value */ double dlon; /* delta longitude value */ double coslon; /* cos of longitude */ double ksp; /* scale factor */ double g; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); *x = false_easting + r_major * dlon * cos(lat_origin); *y = false_northing + r_major * lat; return(OK); } libgctp-2.0/source/vandgfor.c0000644000175000017500000000743412335175401016444 0ustar alastairalastair/******************************************************************************* NAME VAN DER GRINTEN PURPOSE: Transforms input longitude and latitude to Easting and Northing for the Van der Grinten projection. The longitude and latitude must be in radians. The Easting and Northing values will be returned in meters. PROGRAMMER DATE ---------- ---- T. Mittan March, 1993 This function was adapted from the Lambert Azimuthal Equal Area projection code (FORTRAN) in the General Cartographic Transformation Package software which is available from the U.S. Geological Survey National Mapping Division. ALGORITHM REFERENCES 1. "New Equal-Area Map Projections for Noncircular Regions", John P. Snyder, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. 2. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 3. "Software Documentation for GCTP General Cartographic Transformation Package", U.S. Geological Survey National Mapping Division, May 1982. *******************************************************************************/ #include "cproj.h" /* Variables common to all subroutines in this code file -----------------------------------------------------*/ static double lon_center; /* Center longitude (projection center) */ static double R; /* Radius of the earth (sphere) */ static double false_easting; /* x offset in meters */ static double false_northing; /* y offset in meters */ /* Initialize the Van Der Grinten projection ----------------------------------------*/ long vandgforint(r, center_long,false_east,false_north) double r; /* (I) Radius of the earth (sphere) */ double center_long; /* (I) Center longitude */ double false_east; /* x offset in meters */ double false_north; /* y offset in meters */ { /* Place parameters in static storage for common use -------------------------------------------------*/ R = r; lon_center = center_long; false_easting = false_east; false_northing = false_north; /* Report parameters to the user -----------------------------*/ ptitle("VAN DER GRINTEN"); radius(r); cenlon(center_long); offsetp(false_easting,false_northing); return(OK); } /* Van Der Grinten forward equations--mapping lat,long to x,y ---------------------------------------------------------*/ long vandgfor(lon, lat, x, y) double lon; /* (I) Longitude */ double lat; /* (I) Latitude */ double *x; /* (O) X projection coordinate */ double *y; /* (O) Y projection coordinate */ { double dlon; double theta; double al,asq; double g,gsq; double m,msq; double con; double costh,sinth; double temp; /* Forward equations -----------------*/ dlon = adjust_lon(lon - lon_center); if (fabs(lat) <= EPSLN) { *x = false_easting + R * dlon; *y = false_northing; return (OK); } theta = asinz(2.0 * fabs(lat / PI)); if ((fabs(dlon) <= EPSLN) || (fabs(fabs(lat) - HALF_PI) <= EPSLN)) { *x = false_easting; if (lat >= 0) *y = false_northing + PI * R * tan(.5 * theta); else *y = false_northing + PI * R * -tan(.5 * theta); return(OK); } al = .5 * fabs((PI / dlon) - (dlon / PI)); asq = al * al; sincos(theta,&sinth,&costh); g = costh / (sinth + costh - 1.0); gsq = g * g; m = g * (2.0 / sinth - 1.0); msq = m * m; con = PI * R * (al * (g - msq) + sqrt(asq * (g - msq) * (g - msq) - (msq + asq) * (gsq - msq))) / (msq + asq); if (dlon < 0) con = -con; *x = false_easting + con; con = fabs(con / (PI * R)); if (lat >= 0) *y = false_northing + PI * R * sqrt(1.0 - con * con - 2.0 * al * con); else *y = false_northing - PI * R * sqrt(1.0 - con * con - 2.0 * al * con); return(OK); } libgctp-2.0/source/stplninv.c0000644000175000017500000001773012335175401016513 0ustar alastairalastair/******************************************************************************* NAME STATE PLANE PURPOSE: Transforms input Easting and Northing to longitude and latitude for the State Plane projection. The Easting and Northing must be in meters. The longitude and latitude values will be returned in radians. PROGRAMMER DATE ---------- ---- T. Mittan Apr, 1993 S. Nelson Jan, 1998 Took out reinitialization test. Initialization will be performed in all cases. Added comments. ALGORITHM REFERENCES 1. Snyder, John P., "Map Projections--A Working Manual", U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United State Government Printing Office, Washington D.C., 1987. 2. Snyder, John P. and Voxland, Philip M., "An Album of Map Projections", U.S. Geological Survey Professional Paper 1453 , United State Government Printing Office, Washington D.C., 1989. *******************************************************************************/ #include #include "cproj.h" static long id; /* indicates which projection is to be transformed */ /* set the initialized values for zone and spheroid. This value determines wheather to initialize or not ------------------------------------------------------------------------*/ static long inzone = 0; /* previous zone value */ static long insphere = -1; /* previous spheroid value */ /* the Nad 27 State Plane Zones are set in this array --------------------------------------------------*/ static long nad27[134] = {101,102,5010,5300,201,202,203,301,302,401,402,403, 404,405,406,407,501,502,503,600,700,901,902,903,1001,1002, 5101,5102,5103,5104,5105,1101,1102,1103,1201,1202,1301,1302, 1401,1402,1501,1502,1601,1602,1701,1702,1703,1801,1802,1900, 2001,2002,2101,2102,2103,2111,2112,2113,2201,2202,2203,2301, 2302,2401,2402,2403,2501,2502,2503,2601,2602,2701,2702,2703, 2800,2900,3001,3002,3003,3101,3102,3103,3104,3200,3301,3302, 3401,3402,3501,3502,3601,3602,3701,3702,3800,3901,3902,4001, 4002,4100,4201,4202,4203,4204,4205,4301,4302,4303,4400,4501, 4502,4601,4602,4701,4702,4801,4802,4803,4901,4902,4903,4904, 5001,5002,5003,5004,5005,5006,5007,5008,5009,5201,5202,5400}; /* the Nad 83 State Plane Zones are set in this array --------------------------------------------------*/ static long nad83[134] = {101,102,5010,5300,201,202,203,301,302,401,402,403, 404,405,406,0000,501,502,503,600,700,901,902,903,1001,1002, 5101,5102,5103,5104,5105,1101,1102,1103,1201,1202,1301,1302, 1401,1402,1501,1502,1601,1602,1701,1702,1703,1801,1802,1900, 2001,2002,2101,2102,2103,2111,2112,2113,2201,2202,2203,2301, 2302,2401,2402,2403,2500,0000,0000,2600,0000,2701,2702,2703, 2800,2900,3001,3002,3003,3101,3102,3103,3104,3200,3301,3302, 3401,3402,3501,3502,3601,3602,3701,3702,3800,3900,0000,4001, 4002,4100,4201,4202,4203,4204,4205,4301,4302,4303,4400,4501, 4502,4601,4602,4701,4702,4801,4802,4803,4901,4902,4903,4904, 5001,5002,5003,5004,5005,5006,5007,5008,5009,5200,0000,5400}; /* Initialize the State Plane projection ------------------------------------*/ long stplninvint( zone,sphere,fn27,fn83) long zone; /* zone number */ long sphere; /* spheroid number */ char *fn27; /* name of file containing the NAD27 parameters */ char *fn83; /* name of file containing the NAD83 parameters */ { long ind; /* index for the zone */ long i; /* loop control variable */ long nadval; /* datum value for the report (27 or 83) */ double table[9]; /* array containing the projection information */ char pname[33]; /* projection name */ char buf[100]; /* buffer for error messages */ /* projection parameters */ double r_maj,r_min,scale_fact,center_lon; double center_lat,false_east,false_north; double azimuth,lat_orig,lon_orig,lon1,lat1,lon2,lat2; long mode,iflg; long status; FILE *ptr; ind = -1; /* Find the index for the zone --------------------------*/ if (zone > 0) { if (sphere == 0) { for (i = 0; i < 134; i++) { if (zone == nad27[i]) { ind = i; break; } } } else if (sphere == 8) { for (i = 0; i < 134; i++) { if (zone == nad83[i]) { ind = i; break; } } } else { sprintf(buf,"Illegal spheroid #%4d",sphere); p_error(buf,"state-spheroid"); return(23); } } if (ind == -1) { sprintf(buf,"Illegal zone #%4d for spheroid #%4d",zone,sphere); p_error(buf,"state-init"); return(21); } /* Open and read the parameter file to get this zone's parameters --------------------------------------------------------------*/ if (sphere == 0) ptr = fopen(fn27,"r"); else ptr = fopen(fn83,"r"); if (ptr == NULL) { p_error("Error opening State Plane parameter file","state-inv"); return(22); } fseek(ptr,ind * 432, 0); status = ftell(ptr); fread(pname,sizeof(char),32,ptr); fread(&id,sizeof(long),1,ptr); fread(table,sizeof(double),9,ptr); fclose(ptr); if (id <= 0) { sprintf(buf,"Illegal zone #%4d for spheroid #%4d",zone,sphere); p_error(buf,"state-init"); return(21); } /* Report parameters to the user -----------------------------*/ ptitle("STATE PLANE"); genrpt_long(zone,"Zone: "); if (sphere == 0) nadval = 27; else nadval = 83; genrpt_long(nadval,"Datum: NAD"); /* initialize proper projection -----------------------------*/ r_maj = table[0]; r_min = (sqrt(1.0 - table[1])) * table[0]; if (id == 1) { scale_fact = table[3]; center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; tminvint(r_maj,r_min,scale_fact,center_lon,center_lat,false_east, false_north); } else if (id == 2) { lat1 = paksz(pakcz(table[5]),&iflg) * D2R; if (iflg != 0) return(iflg); lat2 = paksz(pakcz(table[4]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; lamccinvint(r_maj,r_min,lat1,lat2,center_lon,center_lat,false_east, false_north); } else if (id == 3) { center_lon = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); center_lat = paksz(pakcz(table[3]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[4]; false_north = table[5]; polyinvint(r_maj,r_min,center_lon,center_lat,false_east,false_north); } else if (id == 4) { scale_fact = table[3]; azimuth = paksz(pakcz(table[5]),&iflg) * D2R; if (iflg != 0) return(iflg); lon_orig = paksz(pakcz(table[2]),&iflg) * D2R; if (iflg != 0) return(iflg); lat_orig = paksz(pakcz(table[6]),&iflg) * D2R; if (iflg != 0) return(iflg); false_east = table[7]; false_north = table[8]; mode = 1; omerinvint(r_maj,r_min,scale_fact,azimuth,lon_orig,lat_orig,false_east, false_north,lon1,lat1,lon2,lat2,mode); } return(OK); } /* State Plane inverse equations--mapping x,y to lat/long -----------------------------------------------------*/ long stplninv(x, y, lon, lat) double x; /* (O) X projection coordinate */ double y; /* (O) Y projection coordinate */ double *lon; /* (I) Longitude */ double *lat; /* (I) Latitude */ { long iflg; /* Inverse equations -----------------*/ if (id == 1) { if ((iflg = tminv(x, y, lon, lat)) != 0) return(iflg); } else if (id == 2) { if ((iflg = lamccinv(x, y, lon, lat)) != 0) return(iflg); } else if (id == 3) { if ((iflg = polyinv(x, y, lon, lat)) != 0) return(iflg); } else if (id == 4) { if ((iflg = omerinv(x, y, lon, lat)) != 0) return(iflg); } return(OK); } libgctp-2.0/announce.txt0000644000175000017500000000577312335175401015545 0ustar alastairalastairAugust 1998 ******** Disclaimer ******** The General Cartographic Transformation Package (GCTP) is a system of software routines designed to permit the transformation of coordinate pairs from one map projection to another. The GCTP is the standard computer software used by the National Mapping Division for map projection computations. Because of requirements internal to the EROS Data Center, the GCTP software was converted from FORTRAN to the C programming language, and several new projections were added. During the conversion process, the software was tested on the following UNIX systems: Data General running DG/UX Release 5.4R2.01 AViiON, SUN running SunOS Release 4.1.3, and Silicon Graphics running IRIX Release 5.3 IP7. In addition, the software has also been verified against the current National Mapping Division (NMD) GCTP software. This new version, GCTPc, is being made available informally on a 'user-beware' basis. EDC assumes no responsibility for the accuracy of the routines in this package. Because of decreasing budgets and impacts on software development staff, EDC will not be responsible for supporting this software package. The user is responsible for using the package correctly. A set of validation data is provided so that each user/facility may perform its' own testing of the programs. A description of this data set and instructions for its use are in the test/README file. EDC will welcome any questions, comments, or suggestions, and will respond on a time-available basis based on our interests and requirements. Communications concerning the GCTPc package may be directed to this email address: gctpc@edcmail.cr.usgs.gov -------------------------------------------------------------------------------- ******** Announcement ******** The General Cartographic Transformation Package (GCTP) was converted to the C programming language, and several new projections were added. This new version, GCTPc, is being made available informally by EDC. The directories and files containing this package are available via anonymous ftp. Periodic updates and corrections will be put in this directory for access by the science community. Descriptions of these updates will be added to the README file in the main directory. The Package has been tar'd and compressed under the directory name gctpc. To access GCTPc, retrieve the file gctpc20.tar.Z by anonymous ftp from edcftp.cr.usgs.gov This file can be retrieved by following these steps: ftp> cd pub/software/gctpc ftp> bin ftp> get gctpc20.tar.Z ftp> quit Then on a UNIX system type: % uncompress gctpc20.tar % tar -xvf gctpc20.tar The uncompressed gctpc20.tar file is approximately 38 megabytes in size. A gctpc directory will be created and the files copied into it. Since the gctpc20.tar file is not automatically deleted, the installation will require approximately 76 megabytes of disk space. This will allow the actual package files and gctpc20.tar to be on disk at the same time. libgctp-2.0/doc/0000755000175000017500000000000012335175401013727 5ustar alastairalastairlibgctp-2.0/doc/inv_init.ps0000644000175000017500000002230312335175401016112 0ustar alastairalastair%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 2 %%PageOrder: Ascend %%Title: file:/sg2/csb/snelson/las5/gctpdoc/new/inv_init.html %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /c0126 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - 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Refer to GCTP for valid codes. ) show 18 f1 0 366.11 moveto (inzone \(input, long\)) show 12 f0 0 336.42 moveto (Input zone for UTM and State Plane projection systems. For Southern Hemisphere UTM, use a negative) show 12 f0 0 323.04 moveto (zone code. ) show 12 f2 54.4 323.04 moveto (Inzone) show 12 f0 86.39 323.04 moveto ( will be ignored for all other projections. ) show 18 f1 0 288.6 moveto (inparm \(input, double, length\(15\)\)) show 12 f0 0 258.91 moveto (Array of fifteen projection parameters. These parameters are required to define each map projection.) show 12 f0 0 245.53 moveto (\(See Appendix A\) ) show 18 f1 0 211.09 moveto (indatum \(input, long\)) show 12 f0 0 181.4 moveto (Input spheroid. This identifies the semi-major axis and eccentricity that is to be used in the) show 12 f0 0 168.02 moveto (transformation process. Refer to GCTP for valid spheroid codes. If a negative code is entered, elements) show 12 f0 0 154.64 moveto (1 and 2 of ) show 12 f2 51.32 154.64 moveto (inparm) show 12 f0 85.98 154.64 moveto ( will be used for the semi-major and semi-minor axis \(See Appendix A\). ) show 18 f1 0 120.2 moveto (fn27 \(input, character, length\(*\)\)) show 12 f0 0 90.51 moveto (Name of the NAD 1927 parameter files for State Plane zone parameters. ) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 18 f1 0 703.16 moveto (fn83 \(input, character, length\(*\)\)) show 12 f0 0 673.47 moveto (Name of the NAD 1983 parameter files for State Plane zone parameters. ) show 18 f1 0 639.03 moveto (iflg \(output, long\)) show 12 f0 0 609.34 moveto (Error flag after transformation. The error number returned will correspond to the specific error. ) show 18 f1 0 574.9 moveto (inv_trans \(output, long, length\(MAXPROJ + 1\)\)) show 12 f0 0 545.21 moveto (Function pointer. The pointer to the appropriate inverse transformation function is returned in the array) show 12 f2 0 531.83 moveto (inv_trans) show 12 f0 45.33 531.83 moveto ( at location ) show 12 f2 101.65 531.83 moveto (insys) show 12 f0 125.65 531.83 moveto (. For example, if ) show 12 f2 208.3 531.83 moveto (insys) show 12 f0 232.3 531.83 moveto ( = TM \(see GCTP\), then the pointer to the function) show 12 f2 0 518.45 moveto (tminv\(\)) show 12 f0 34.65 518.45 moveto ( would be returned in ) show 12 f2 140.29 518.45 moveto (inv_trans) show 12 f0 185.62 518.45 moveto ([TM]. This can be used to call ) show 12 f2 333.59 518.45 moveto (tmfor\(\)) show 12 f0 367.58 518.45 moveto ( in the following manner: ) show 12 f4 0 491.18 moveto ( ) show 12 f6 36 491.18 moveto (inv_trans) show 12 f4 100.8 491.18 moveto ([TM]\(x, y, &lon, &lat\);.) show 18 f1 0 456.35 moveto (DESCRIPTION) show 12 f2 0 426.66 moveto (inv_init\(\)) show 12 f0 44.66 426.66 moveto ( is used to initialize the proper inverse projection and to return the pointer to the proper inverse) show 12 f0 0 413.28 moveto (transformation routine. ) show 18 f1 0 378.84 moveto (RETURN VALUE) show 12 f2 0 349.15 moveto (inv_init\(\)) show 12 f0 44.66 349.15 moveto ( has no return value.) show pagelevel restore showpage %%EOF libgctp-2.0/doc/error_codes.txt0000644000175000017500000000314212335175401016776 0ustar alastairalastairError Messages: Since different projections my have the same error but different error code numbers, duplicate descriptions occur. code Corresponding Message ---- --------------------- 2 "Convergence error" 3 "Latitude failed to converge after 15 iterations" 4 "Latitude failed to converge" 5 "Illegal source or target unit code" 6 "Output file name not specified" 11 "Illegal zone number" 21 "Illegal zone # for spheroid #" 22 "Error opening State Plane parameter file" 23 "Illegal spheroid #" 31 "Equal latitudes for St. Parallels on opposite sides of equator", 41 "Equal Latitudes for St. Parallels on opposite sides of equator", 44 "Point can not be projected" 53 "Transformation cannot be computed at the poles" 81 "Standard Parallels on opposite sides of equator" 93 "Point projects into infinity" 95 "Latitude failed to converge" 103 "Point projects into infinity" 113 "Point projects to a circle of radius = " 115 "Input data error" 123 "Point projects into a circle of radius = " 125 "Input data error" 133 "Point projects into infinity" 143 "Point can not be projected" 145 "Input data error" 153 "Point cannot be projected" 155 "Input data error" 164 "Input data error" 174 "Input data error" 201 "Input data error" 202 "Input data error" 205 "Point projects into infinity" 214 "50 iterations without convergence" 234 "Too many iterations in inverse" 235 "Too many iterations in inverse" 236 "Too many iterations in inverse" 241 "Iteration failed to converge" 251 "Iteration failed to converge" 252 "Input data error" 1101 "Incompatable unit codes" 1116 "Illegal DMS field" libgctp-2.0/doc/appendixC.txt0000644000175000017500000001423312335175401016406 0ustar alastairalastairFebruary 1996 Appendix C -- State Plane Zone Codes State Plane Coordinate System uses zone codes instead of specific projection parameters. The table that follows lists State Plane zone codes as used by the GCTPc Projection Transformation Package. NAD27 NAD83 Jurisdiction Zone Zone Zone name or number Code Code ------------------- ----- ----- Alabama East 0101 0101 West 0102 0102 Alaska 01 through 10 5001 5001 thru 5010 5010 Arizona East 0201 0201 Central 0202 0202 West 0203 0203 Arkansas North 0301 0301 South 0302 0302 California 01 through 07 0401 0401 thru 0407 0406 Colorado North 0501 0501 Central 0502 0502 South 0503 0503 Connecticut 0600 0600 Delaware 0700 0700 District of Columbia 1900 1900 Florida East 0901 0901 West 0902 0902 North 0903 0903 Georgia East 1001 1001 West 1002 1002 Hawaii 01 through 05 5101 5101 thru 5105 5105 Idaho East 1101 1101 Central 1102 1102 West 1103 1103 Illinois East 1201 1201 West 1202 1202 Indiana East 1301 1301 West 1302 1302 Iowa North 1401 1401 South 1402 1402 Kansas North 1501 1501 South 1502 1502 Kentucky North 1601 1601 South 1602 1602 Louisiana North 1701 1701 South 1702 1702 Offshore 1703 1703 Maine East 1801 1801 West 1802 1802 Maryland 1900 1900 Massachusetts Mainland 2001 2001 Island 2002 2002 Michigan East(TM) 2101 ---- Central(TM) 2102 ---- West(TM) 2103 ---- North(Lam) 2111 2111 Central(Lam) 2112 2112 South(Lam) 2113 2113 Minnesota North 2201 2201 Central 2202 2202 South 2203 2203 Mississippi East 2301 2301 West 2302 2302 Missouri East 2401 2401 Central 2402 2402 West 2403 2403 Montana ---- 2500 North 2501 ---- Central 2502 ---- South 2503 ---- Nebraska ---- 2600 North 2601 ---- South 2602 ---- Nevada East 2701 2701 Central 2702 2702 West 2703 2703 New Hampshire 2800 2800 New Jersey 2900 2900 New Mexico East 3001 3001 Central 3002 3002 West 3003 3003 New York East 3101 3101 Central 3102 3102 West 3103 3103 Long Island 3104 3104 North Carolina 3200 3200 North Dakota North 3301 3301 South 3302 3302 Ohio North 3401 3401 South 3402 3402 Oklahoma North 3501 3501 South 3502 3502 Oregon North 3601 3601 South 3602 3602 Pennsylvania North 3701 3701 South 3702 3702 Rhode Island 3800 3800 South Carolina ---- 3900 North 3901 ---- South 3902 ---- South Dakota North 4001 4001 South 4002 4002 Tennessee 4100 4100 Texas North 4201 4201 North Central 4202 4202 Central 4203 4203 South Central 4204 4204 South 4205 4205 Utah North 4301 4301 Central 4302 4302 South 4303 4303 Vermont 4400 4400 Virginia North 4501 4501 South 4502 4502 Washington North 4601 4601 South 4602 4602 West Virginia North 4701 4701 South 4702 4702 Wisconsin North 4801 4801 Central 4802 4802 South 4803 4803 Wyoming East 4901 4901 East Central 4902 4902 West Central 4903 4903 West 4904 4904 Puerto Rico 5201 5200 Virgin Islands ---- 5200 St. John, St. Thomas 5201 ---- St. Croix 5202 ---- American Samoa 5300 ---- Guam 5400 ---- Obtained from Software Documentation for GCTP General Cartographic Transformation Package: National Mapping Program Technical Instructions, U.S. Geological Survey, National Mapping Division, Oct 1990, Note: Equations for State Plane zones are given in: Clarie, Charles N, State Plane Coordinates by Automatic Data Processing, U.S. Department of Commerce, Environmental Science Services Administration, Coast and Geodetic Survey, United States Government Printing Office, Publication 62-4, 1973. libgctp-2.0/doc/README0000644000175000017500000000135712335175401014615 0ustar alastairalastairFebruary 1996 The directory gctpc/doc contains GCTPC documentation. The files are in either ASCII and Post Script form. They include: Post Script Documents: overview.ps -- Overview of GCTPC. changes from Fortran GCTP and methods to access transformation routines are included. for_init.ps -- Description of function. A short description gctp.ps of the function and its parameters is included. inv_init.ps xxxfor.ps xxxinv.ps ASCII Documents: appendixA.txt -- Projection parameters. These parameters are required to define each projection. appendixB.txt -- UTM Zone Codes. appendixC.txt -- State Plane Zone Codes. error_codes.txt -- List of all error codes and their descriptions. reference.txt -- References. libgctp-2.0/doc/xxxfor.ps0000644000175000017500000002472012335175401015636 0ustar alastairalastair%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 2 %%PageOrder: Ascend %%Title: file:/sg2/csb/snelson/las5/gctpdoc/new/xxxfor.html %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /c0126 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - (string npix long) dup string 0 { rhc { cvr 4.784 mul } { exit } ifelse rhc { cvr 9.392 mul } { exit } ifelse rhc { cvr 1.824 mul } { exit } ifelse add add cvi 3 copy put pop 1 add dup 3 index ge { exit } if } loop pop 3 -1 roll 0 ne { rhc { pop } if } if exch pop } bind def /smartimage12rgb { % w h b [matrix] smartimage12rgb - /colorimage where { pop { currentfile rowdata readhexstring pop } false 3 colorimage } { exch pop 8 exch 3 index 12 mul 8 mod 0 ne { 1 } { 0 } ifelse 4 index 6 2 roll { 2 copy cvgray } image pop pop } ifelse } def /cshow { dup stringwidth pop 2 div neg 0 rmoveto show } bind def /rshow { dup stringwidth pop neg 0 rmoveto show } bind def %%EndProlog %%Page: 1 1 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 709.22 moveto (February 1996) show 12 f2 0.32 681.02 moveto (xxxfor - Transforms input longitude and latitude to Easting and Northing for the xxx projection) show 18 f1 0 646.59 moveto (SYNTAX) show 12 f0 0 616.9 moveto (FUNCTION xxxfor \(lon, lat, x, y\) ) show 12 f4 0 589.63 moveto ( double lon;) show 12 f4 0 576.97 moveto ( double lat;) show 12 f4 0 564.31 moveto ( double *x;) show 12 f4 0 551.65 moveto ( double *y;) show 18 f1 0 516.82 moveto (PARAMETERS) show 18 f1 0 481.07 moveto (lon \(input, double\)) show 12 f0 0 451.38 moveto (Input longitude. Value given in radians. ) show 18 f1 0 416.94 moveto (lat \(input, double\)) show 12 f0 0 387.25 moveto (Input latitude. Value given in radians. ) show 18 f1 0 352.81 moveto (x \(output, double\)) show 12 f0 0 323.12 moveto (Easting value. Value given in meters. ) show 18 f1 0 288.68 moveto (y \(output, double\)) show 12 f0 0 258.99 moveto (Northing value. Value given in meters. ) show 18 f1 0 224.55 moveto (DESCRIPTION) show 12 f2 0.32 194.86 moveto (xxxfor\(\)) show 12 f0 38.3 194.86 moveto ( converts input longitude and latitude to the corresponding Easting and Northing for the xxx) show 12 f0 0 181.48 moveto (projection \(xxx is replaced by the abbreviation of the projection\). The following subroutines follow this) show 12 f0 0 168.1 moveto (general format: ) show 12 f4 0 140.83 moveto ( utmfor\(lon, lat, x, y\) -- Universal Transverse Mercator \(UTM\) ) show 12 f4 0 128.17 moveto ( stplnfor\(lon, lat, x, y\) -- State Plane ) show 12 f4 0 115.51 moveto ( alberfor\(lon, lat, x, y\) -- Albers ) show 12 f4 0 102.85 moveto ( lamccfor\(lon, lat,x, y\) -- Lambert Conformal Conic) show 12 f4 0 90.19 moveto ( merfor\(lon, lat, x, y\) -- Mercator) show 12 f4 0 77.53 moveto ( psfor\(lon, lat, x, y\) -- Polar Stereographic) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f4 0 710.33 moveto ( polyfor\(lon, lat, x, y\) -- Polyconic) show 12 f4 0 697.67 moveto ( eqconfor\(lon, lat, x, y\) -- Equidistant Conic) show 12 f4 0 685.01 moveto ( tmfor\(lon, lat, x, y\) -- Transverse Mercator \(TM\)) show 12 f4 0 672.35 moveto ( sterfor\(lon, lat, x, y\) -- Stereographic) show 12 f4 0 659.69 moveto ( lamazfor\(lon, lat, x, y\) -- Lambert Azimuthal) show 12 f4 0 647.03 moveto ( azimfor\(lon, lat, x, y\) -- Azimuthal Equidistant) show 12 f4 0 634.37 moveto ( gnomfor\(lon, lat, x, y\) -- Gnomonic) show 12 f4 0 621.71 moveto ( orthfor\(lon, lat, x, y\) -- Orthographic) show 12 f4 0 609.05 moveto ( gvnspfor\(lon, lat, x, y\) -- General Near Side Perspective) show 12 f4 0 596.39 moveto ( sinfor\(lon, lat, x, y\) -- Sinusoidal) show 12 f4 0 583.73 moveto ( equifor\(lon, lat, x, y\) -- Equirectangular) show 12 f4 0 571.07 moveto ( millfor\(lon, lat, x, y\) -- Miller) show 12 f4 0 558.41 moveto ( vandgfor\(lon, lat, x, y\) -- Van der Grinten) show 12 f4 0 545.75 moveto ( omerfor\(lon, lat, x, y\) -- Hotine Oblique Mercator \(HOM\)) show 12 f4 0 533.09 moveto ( robfor\(lon, lat, x, y\) -- Robinson) show 12 f4 0 520.43 moveto ( somfor\(lon, lat, x, y\) -- Space Oblique Mercator \(SOM\)) show 12 f4 0 507.77 moveto ( alconfor\(lon, lat, x, y\) -- Alaska Conformal) show 12 f4 0 495.11 moveto ( goodfor\(lon, lat, x, y\) -- Goode) show 12 f4 0 482.45 moveto ( molwfor\(lon, lat, x, y\) -- Mollweide) show 12 f4 0 469.79 moveto ( imolwfor\(lon, lat, x, y\) -- Interrupted Mollweide) show 12 f4 0 457.13 moveto ( hamfor\(lon, lat, x, y\) -- Hammer) show 12 f4 0 444.47 moveto ( wivfor\(lon, lat, x, y\) -- Wagner IV) show 12 f4 0 431.81 moveto ( wviifor\(lon, lat, x, y\) -- Wagner VII) show 12 f4 0 419.15 moveto ( obleqfor\(lon, lat, x, y\) -- Oblated Equal Area ) show 12 f2 0 390.38 moveto (init_for\(\)) show 12 f0 44 390.38 moveto ( must be called once before calling any of the above subroutines. For example, if ) show 12 f2 434.92 390.38 moveto (utmfor\(\)) show 12 f0 474.91 390.38 moveto ( is to) show 12 f0 0 377 moveto (be called, ) show 12 f2 48.98 377 moveto (init_for\(\)) show 12 f0 92.98 377 moveto ( must be called setting the UTM projection, UTM zone, and ellipsoid. Then ) show 12 f2 458.94 377 moveto (utmfor\(\)) show 12 f0 0 363.62 moveto (may be called as many times as needed even if ) show 12 f2 227.28 363.62 moveto (init_for\(\)) show 12 f0 271.28 363.62 moveto ( is called initializing another projection. The) show 12 f0 0 350.24 moveto (only exception is if ) show 12 f2 95.32 350.24 moveto (init_for\(\)) show 12 f0 139.32 350.24 moveto ( is called initializing UTM with another zone or ellipsoid, then ) show 12 f2 442.63 350.24 moveto (init_for\(\)) show 12 f0 0 336.86 moveto (must be called again to perform the original conversion. ) show 18 f1 0 302.42 moveto (RETURN VALUE) show 12 f4 0 273.84 moveto ( E_SUCC \(0\) --> Successful completion) show 12 f4 0 261.18 moveto ( ERROR \(!= 0\) --> An error was encountered) show 18 f1 0 226.35 moveto (SPECIAL CONSIDERATIONS:) show 12 f0 0 196.66 moveto (The ) show 12 f2 21.98 196.66 moveto (xxxfor\(\)) show 12 f0 59.96 196.66 moveto ( call is for C only.) show pagelevel restore showpage %%EOF libgctp-2.0/doc/reference.txt0000644000175000017500000000143012335175401016424 0ustar alastairalastairFebruary 1996 References Snyder, John P., New Equal-Area Map Projections for Noncircular Regions, The American Cartographer, Vol 15, No. 4, October 1988, pp. 341-355. Snyder, John P., Map Projections--A Working Manual, U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United States Government Printing Office, Washington D.C., 1987. Snyder, John P. and Voxland, Philip M., An Album of Map Projections, U.S. Geological Survey Professional Paper 1453, United States Government Printing office, Washington D.C., 1989. Software Documentation for GCTP General Cartographic Transformation Package: National Mapping Program Technical Instructions, U.S. Geological Survey, National Mapping Division, May 1982. libgctp-2.0/doc/overview.ps0000644000175000017500000001322112335175401016140 0ustar alastairalastair%!PS-Adobe-2.0 %%Creator: overview.ps %%Pages: atend %%EndComments save 20 dict begin /sf { % scale /fontName => - (set current font) {findfont} stopped {pop /Courier findfont} if exch scalefont setfont } def /ws { 4 index 6 4 roll moveto sub 2 index stringwidth pop sub exch div 0 8#40 4 3 roll widthshow } def /as { 4 index 6 4 roll moveto sub 2 index stringwidth pop sub exch div 0 3 2 roll ashow } def %%EndProlog %%Page: 1 37.88 15.16 translate 0 0 0 setrgbcolor 14 /Times-Bold sf 69.7597 693.44(General Cartographic Transformation Package Interface \(GCTP\) ) 12 466.24 ws 190.72 664.64(GENERAL OVERVIEW ) 4 345.28 ws 14 /Times-BoldItalic sf 16 617.84(1. What has Changed and Why? ) 14 205.122 ws 14 /Times-Roman sf 26 585.44(GCTP has been converted to C from the latest \(March, 1993\) FORTRAN version of) 28 520 ws 26 571.04(GCTP as required by an EDC project. ) 14 238.162 ws 26 538.64(Initialization routines for each projection were separated into forward and inverse) 22 520 ws 26 524.24(initialization routines. Thus, forward and inverse routines can now be initialized separately.) 24 520 ws 26 509.84(For example, if a transformation is between the same projection with slightly different) 24 520 ws 26 495.44(parameters, say Albers with different Central Meridians, the FORTRAN version forces an) 22 520 ws 26 481.04(initialization step each time. In the new version, forward and inverse routines are initialized) 28 520 ws 26 466.64(separately. The re-init is not necessary, resulting in a significant run-time savings. ) 28 484.881 ws 26 434.24(The initialization of the Universal Transverse Mercator \(UTM\) has been changed so that) 24 520 ws 26 419.84(if a positive zone is specified and the input latitude is negative the zone stays positive. If) 34 520 ws 26 405.44(the user assigns a nonzero zone value, the sign will not change with the latitude. This) 32 520 ws 26 391.04(eliminates the changing of a zone's sign without the user's knowledge. ) 22 410.961 ws 26 358.64(The FORTRAN logical unit numbers for informational and error messages have been) 22 520 ws 26 344.24(replaced by file names. All messages are routed through a separate report routine which) 30 520 ws 26 329.84(can be easily modified to control the format of the reports and the output device for reports) 34 520 ws 26 315.44(so that the GCTP may be tailored more closely to the calling application package. ) 28 472.401 ws 26 283.04(The FORTRAN logical unit numbers for the State Plane Parameter Files have been) 24 520 ws 26 268.64(removed. These files can still be accessed by using the appropriate file names. ) 28 457.041 ws 14 /Times-BoldItalic sf 16 236.24(2. Methods to access transformation routines. ) 14 281.922 ws 14 /Times-Roman sf 26 203.84(There are two ways to access the projection conversion routines included with this) 24 520 ws 26 189.44(package. The first and most common method is to pass the necessary projection) 26 520 ws 26 175.04(information into the subroutine GCTP. The second method is to initialize the projections) 26 520 ws 26 160.64(as needed and to pass the coordinates directly to the conversion routines. ) 24 427.281 ws 26 128.24(Method I. The first method is the more general of the two methods. For this method, the) 36 520 ws 26 113.84(programmer need only pass the coordinates to the subroutine GCTP. The proper flags are) 28 520 ws 26 99.4397(checked to determine if initialization is required. The coordinates are converted to the) 26 520 ws 26 85.0397(proper units. Finally, the proper transformation routines are used and the transformed) 24 520 ws 26 70.6397(coordinates are returned. This method has the disadvantage of being slower then method) 26 520 ws showpage %%Page: 2 37.88 15.16 translate 0 0 0 setrgbcolor 14 /Times-Roman sf 26 693.44(two, but is nearly identical to the FORTRAN calling sequence. ) 22 371.602 ws 26 661.04(Method II. The second method is the more complicated of the two. For this method, the) 34 520 ws 26 646.639(programmer is responsible for converting the input coordinates to meters or radians, and) 24 520 ws 26 632.239(calling the initialization and transformation routines. This method has the advantage of) 24 520 ws 26 617.838(being faster and may be considered when only one or two projections are used by a given) 32 520 ws 26 603.438(application. For example, to transform geographic coordinates to Transverse Mercator,) 18 520 ws 26 589.038(the user would: ) 6 113.361 ws 46 556.637( 1. Initialize the Transverse Mercator projection with FOR_INIT. ) 24 413.681 ws 46 542.237( 2. Convert the input coordinates to radians. ) 22 294.643 ws 46 527.836( 3. Transform coordinates to TM by calling TMFOR. ) 24 343.602 ws 46 513.436( 4. Convert returned coordinates to desired units. ) 22 323.443 ws 26 499.036( ) 2 28.8804 ws 48.8804 499.036( 5. Loop to step 2. ) 16 153.524 ws 26 466.635(A similar method would be used to transform from Transverse Mercator to geographic) 24 520 ws 26 452.235(coordinates except call INV_INIT in step 1, convert to meters in step 2, and call TMINV) 30 520 ws 26 437.835(in step 3. ) 6 76.8815 ws showpage %%Trailer end restore %%Pages: 2 libgctp-2.0/doc/appendixB.txt0000644000175000017500000000575212335175401016413 0ustar alastairalastairFebruary 1996 Appendix B -- UTM Zone Codes The Universal Transverse Mercator (UTM) Coordinate System uses zone codes instead of specific projection parameters. The table that follows lists UTM zone codes as used by GCTPc Projection Transformation Package. Zone C.M. Range Zone C.M. Range ---- ---- ----- ---- ---- ----- 01 177W 180W-174W 31 003E 000E-006E 02 171W 174W-168W 32 009E 006E-012E 03 165W 168W-162W 33 015E 012E-018E 04 159W 162W-156W 34 021E 018E-024E 05 153W 156W-150W 35 027E 024E-030E 06 147W 150W-144W 36 033E 030E-036E 07 141W 144W-138W 37 039E 036E-042E 08 135W 138W-132W 38 045E 042E-048E 09 129W 132W-126W 39 051E 048E-054E 10 123W 126W-120W 40 057E 054E-060E 11 117W 120W-114W 41 063E 060E-066E 12 111W 114W-108W 42 069E 066E-072E 13 105W 108W-102W 43 075E 072E-078E 14 099W 102W-096W 44 081E 078E-084E 15 093W 096W-090W 45 087E 084E-090E 16 087W 090W-084W 46 093E 090E-096E 17 081W 084W-078W 47 099E 096E-102E 18 075W 078W-072W 48 105E 102E-108E 19 069W 072W-066W 49 111E 108E-114E 20 063W 066W-060W 50 117E 114E-120E 21 057W 060W-054W 51 123E 120E-126E 22 051W 054W-048W 52 129E 126E-132E 23 045W 048W-042W 53 135E 132E-138E 24 039W 042W-036W 54 141E 138E-144E 25 033W 036W-030W 55 147E 144E-150E 26 027W 030W-024W 56 153E 150E-156E 27 021W 024W-018W 57 159E 156E-162E 28 015W 018W-012W 58 165E 162E-168E 29 009W 012W-006W 59 171E 168E-174E 30 003W 006W-000E 60 177E 174E-180W Obtained from Software Documentation for GCTP General Cartographic Transformation Package: National Mapping Program Technical Instructions, U.S. Geological Survey, National Mapping Division, Oct 1990, Note: The following source contains UTM zones plotted on a world map: Snyder, John P. Map Projections--A Working Manual: U.S. Geological Survey Professional Paper 1395 (Supersedes USGS Bulletin 1532), United States Government Printing Office, Washington D.C. 1987. p. 42. libgctp-2.0/doc/gctp.ps0000644000175000017500000004774712335175401015253 0ustar alastairalastair%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 5 %%PageOrder: Ascend %%Title: file:/sg2/csb/snelson/las5/gctpdoc/new/gctp.html %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /c0126 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - (string npix long) dup string 0 { rhc { cvr 4.784 mul } { exit } ifelse rhc { cvr 9.392 mul } { exit } ifelse rhc { cvr 1.824 mul } { exit } ifelse add add cvi 3 copy put pop 1 add dup 3 index ge { exit } if } loop pop 3 -1 roll 0 ne { rhc { pop } if } if exch pop } bind def /smartimage12rgb { % w h b [matrix] smartimage12rgb - /colorimage where { pop { currentfile rowdata readhexstring pop } false 3 colorimage } { exch pop 8 exch 3 index 12 mul 8 mod 0 ne { 1 } { 0 } ifelse 4 index 6 2 roll { 2 copy cvgray } image pop pop } ifelse } def /cshow { dup stringwidth pop 2 div neg 0 rmoveto show } bind def /rshow { dup stringwidth pop neg 0 rmoveto show } bind def %%EndProlog %%Page: 1 1 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 709.22 moveto (February 1996) show 12 f2 0 680.84 moveto (gctp - Initializes projection transformation parameters and performs transformations.) show 12 f0 413.01 680.84 moveto ( ) show 18 f1 0 646.4 moveto (SYNTAX) show 12 f0 0 616.71 moveto (FUNCTION gctp \(incoor, insys, inzone, inparm, inunit, indatum, ipr, efile, jpr, pfile, outcoor, outsys,) show 12 f0 0 603.33 moveto (outzone, outparm, outunit, outdatum, fn27, fn83, iflg\) ) show 12 f4 0 576.06 moveto ( double incoor[2];) show 12 f4 0 563.4 moveto ( long *insys;) show 12 f4 0 550.74 moveto ( long *inzone;) show 12 f4 0 538.08 moveto ( double inparm[15];) show 12 f4 0 525.42 moveto ( long *inunit;) show 12 f4 0 512.76 moveto ( long *indatum;) show 12 f4 0 500.1 moveto ( long *ipr;) show 12 f4 0 487.44 moveto ( char efile[];) show 12 f4 0 474.78 moveto ( long *jpr;) show 12 f4 0 462.12 moveto ( char pfile[];) show 12 f4 0 449.46 moveto ( double outcoor[2];) show 12 f4 0 436.8 moveto ( long *outsys;) show 12 f4 0 424.14 moveto ( long *outzone;) show 12 f4 0 411.48 moveto ( double outparm[15];) show 12 f4 0 398.82 moveto ( long *outunit;) show 12 f4 0 386.16 moveto ( long *outdatum;) show 12 f4 0 373.5 moveto ( char fn27[];) show 12 f4 0 360.84 moveto ( char fn83[];) show 12 f4 0 348.18 moveto ( long *iflg;) show 18 f1 0 313.35 moveto (PARAMETERS) show 18 f1 0 277.6 moveto (incoor \(input, double, length\(2\)\)) show 12 f0 0 247.91 moveto (Array of two input coordinates \(X-Y, Longitude-Latitude, Northing-Easting, etc\) to be translated. The) show 12 f0 0 234.53 moveto (nature of the coordinates is defined by ) show 12 f2 186.96 234.53 moveto (insys) show 12 f0 210.96 234.53 moveto (, ) show 12 f2 216.96 234.53 moveto (inzone) show 12 f0 248.29 234.53 moveto (, and ) show 12 f2 274.61 234.53 moveto (inunit) show 12 f0 302.83 234.53 moveto (. The east-west dimension \(X, Longitude,) show 12 f0 0 221.15 moveto (Easting\) is first followed by the north-south \(Y, latitude, Northing\). ) show 18 f1 0 186.71 moveto (insys \(input, long\)) show 12 f0 0 157.02 moveto (Defines the input projection system. Valid codes are: ) show 12 f4 0 129.75 moveto ( = 0: GEO \(Geographic\) ) show 12 f4 0 117.09 moveto ( = 1: UTM \(Universal Transverse Mercator\)) show 12 f4 0 104.43 moveto ( = 2: SPCS \(State Plane Coordinates\)) show 12 f4 0 91.77 moveto ( = 3: ALBERS \(Albers Conical Equal Area\)) show 12 f4 0 79.11 moveto ( = 4: LAMCC \(Lambert Conformal Conic\)) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f4 0 710.33 moveto ( = 5: MERCAT \(Mercator\)) show 12 f4 0 697.67 moveto ( = 6: PS \(Polar Stereographic\)) show 12 f4 0 685.01 moveto ( = 7: POLYC \(Polyconic\)) show 12 f4 0 672.35 moveto ( = 8: EQUIDC \(Equidistant Conic\)) show 12 f4 0 659.69 moveto ( = 9: TM \(Transverse Mercator\)) show 12 f4 0 647.03 moveto ( = 10: STEREO \(Stereographic\)) show 12 f4 0 634.37 moveto ( = 11: LAMAZ \(Lambert Azimuthal Equal Area\)) show 12 f4 0 621.71 moveto ( = 12: AZMEQD \(Azimuthal Equidistant\)) show 12 f4 0 609.05 moveto ( = 13: GNOMON \(Gnomonic\)) show 12 f4 0 596.39 moveto ( = 14: ORTHO \(Orthographic\)) show 12 f4 0 583.73 moveto ( = 15: GVNSP \(General Vertical Near-Side Perspective\)) show 12 f4 0 571.07 moveto ( = 16: SNSOID \(Sinusoidal\)) show 12 f4 0 558.41 moveto ( = 17: EQRECT \(Equirectangular\)) show 12 f4 0 545.75 moveto ( = 18: MILLER \(Miller Cylindrical\)) show 12 f4 0 533.09 moveto ( = 19: VGRINT \(Van der Grinten\)) show 12 f4 0 520.43 moveto ( = 20: HOM \(Hotine Oblique Mercator--HOM\)) show 12 f4 0 507.77 moveto ( = 21: ROBIN \(Robinson\)) show 12 f4 0 495.11 moveto ( = 22: SOM \(Space Oblique Mercator--SOM\)) show 12 f4 0 482.45 moveto ( = 23: ALASKA \(Modified Stereographic Conformal--Alaska\)) show 12 f4 0 469.79 moveto ( = 24: GOOD \(Interrupted Goode Homolosine\)) show 12 f4 0 457.13 moveto ( = 25: MOLL \(Mollweide\)) show 12 f4 0 444.47 moveto ( = 26: IMOLL \(Interrupted Mollweide\)) show 12 f4 0 431.81 moveto ( = 27: HAMMER \(Hammer\)) show 12 f4 0 419.15 moveto ( = 28: WAGIV \(Wagner IV\)) show 12 f4 0 406.49 moveto ( = 29: WAGVII \(Wagner VII\)) show 12 f4 0 393.83 moveto ( = 30: OBLEQA \(Oblated Equal Area\)) show 18 f1 0 359 moveto (inzone \(input, long\)) show 12 f0 0 329.31 moveto (Input zone for UTM and State Plane projection systems. The UTM Coordinate System \() show 12 f2 423.28 329.31 moveto (insys) show 12 f0 447.28 329.31 moveto ( = 1\) and) show 12 f0 0 315.93 moveto (State Plane Coordinate System \() show 12 f2 155.32 315.93 moveto (insys) show 12 f0 179.32 315.93 moveto ( = 2\) use zone codes instead of specific projection parameters \(See) show 12 f0 0 302.55 moveto (Appendix B--UTM and Appendix C--State Plane\). For Southern Hemisphere UTM, use a negative zone) show 12 f0 0 289.17 moveto (code. ) show 12 f2 28.74 289.17 moveto (Inzone) show 12 f0 60.73 289.17 moveto ( will be ignored for all other projections. ) show 18 f1 0 254.73 moveto (inparm \(input, double, length\(15\)\)) show 12 f0 0 225.04 moveto (Array of fifteen projection parameters. These parameters are required to define each map projection.) show 12 f0 0 211.66 moveto (\(See Appendix A\) ) show 18 f1 0 177.22 moveto (inunit \(input, long\)) show 12 f0 0 147.53 moveto (Unit code for input coordinates. Valid unit codes are: ) show 12 f4 0 120.26 moveto ( = 0: radians) show 12 f4 0 107.6 moveto ( = 1: U.S. feet) show 12 f4 0 94.94 moveto ( = 2: meters) show 12 f4 0 82.28 moveto ( = 3: seconds of arc) show pagelevel restore showpage %%Page: 3 3 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f4 0 710.33 moveto ( = 4: degrees of arc) show 12 f4 0 697.67 moveto ( = 5: International feet) show 12 f4 0 685.01 moveto ( = 6: Table supplying the unit code, which is legislated) show 12 f4 0 672.35 moveto ( for the State zone selected) show 18 f1 0 637.52 moveto (indatum \(input, long\)) show 12 f0 0 607.83 moveto (Input spheroid code. This identifies the semi-major axis and eccentricity that is to be used in the) show 12 f0 0 594.45 moveto (transformation process. If a negative spheroid code is entered, ) show 12 f2 300.92 594.45 moveto (inparm) show 12 f0 335.58 594.45 moveto ( elements 1 and 2 are to be used) show 12 f0 0 581.07 moveto (\(See Appendix A\). Supported spheroids include: ) show 12 f4 0 553.8 moveto ( = 0: Clarke 1866 \(default\)) show 12 f4 0 541.14 moveto ( = 1: Clarke 1880) show 12 f4 0 528.48 moveto ( = 2: Bessel) show 12 f4 0 515.82 moveto ( = 3: International 1967) show 12 f4 0 503.16 moveto ( = 4: International 1909) show 12 f4 0 490.5 moveto ( = 5: WGS 72) show 12 f4 0 477.84 moveto ( = 6: Everest) show 12 f4 0 465.18 moveto ( = 7: WGS 66) show 12 f4 0 452.52 moveto ( = 8: GRS 1980) show 12 f4 0 439.86 moveto ( = 9: Airy) show 12 f4 0 427.2 moveto ( = 10: Modified Everest) show 12 f4 0 414.54 moveto ( = 11: Modified Airy) show 12 f4 0 401.88 moveto ( = 12: WGS 84) show 12 f4 0 389.22 moveto ( = 13: Southeast Asia) show 12 f4 0 376.56 moveto ( = 14: Australian National) show 12 f4 0 363.9 moveto ( = 15: Krassovsky) show 12 f4 0 351.24 moveto ( = 16: Hough) show 12 f4 0 338.58 moveto ( = 17: Mercury 1960) show 12 f4 0 325.92 moveto ( = 18: Modified Mercury 1968) show 12 f4 0 313.26 moveto ( = 19: Sphere of Radius 6370997 meters) show 12 f0 0 284.49 moveto (Note: State Plane projection \() show 12 f2 141.98 284.49 moveto (insys) show 12 f0 165.98 284.49 moveto ( = 2\) only supports Clarke 1866 \() show 12 f2 325.73 284.49 moveto (indatum) show 12 f0 365.06 284.49 moveto ( = 0\) and GRS 1980) show 12 f2 0 271.11 moveto (\(indatum) show 12 f0 43.33 271.11 moveto ( = 8\) spheroids corresponding to datums NAD27 and NAD83 respectively \(See Appendix B\). ) show 18 f1 0 236.67 moveto (ipr \(input, long\)) show 12 f0 0 206.98 moveto (Error message print flag. If ) show 12 f2 133.29 206.98 moveto (ipr) show 12 f0 147.57 206.98 moveto ( is zero, error messages will be printed to the terminal. If ) show 12 f2 422.85 206.98 moveto (ipr) show 12 f0 437.13 206.98 moveto ( is one, error) show 12 f0 0 193.6 moveto (messages will be printed to ) show 12 f2 133.65 193.6 moveto (efile) show 12 f0 154.31 193.6 moveto (. If ) show 12 f2 171.3 193.6 moveto (ipr) show 12 f0 185.58 193.6 moveto ( is two, error messages will be printed to both the terminal and) show 12 f2 0 180.22 moveto (efile) show 12 f0 20.66 180.22 moveto (. If ) show 12 f0 37.65 180.22 moveto (ipr) show 12 f0 51 180.22 moveto ( is something else, error messages will not be printed. ) show 18 f1 0 145.78 moveto (efile \(input, character, length\(*\)\)) show 12 f0 0 116.09 moveto (The file which will contain the output error messages. ) show 12 f2 261.96 116.09 moveto (efile) show 12 f0 282.62 116.09 moveto ( need not be opened at this time. ) show 18 f1 1.02 81.65 moveto (jpr \(input, long\)) show pagelevel restore showpage %%Page: 4 4 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 694.22 moveto (Projection parameter print flag. If ) show 12 f2 166.1 694.22 moveto (jpr) show 12 f0 180.38 694.22 moveto ( is zero, projection parameters will be printed to the terminal. If) show 12 f2 1.48 680.84 moveto (jpr) show 12 f0 15.76 680.84 moveto ( is one, projection parameters will be printed to ) show 12 f2 246.62 680.84 moveto (pfile) show 12 f0 267.95 680.84 moveto (. If ) show 12 f2 286.42 680.84 moveto (jpr) show 12 f0 300.7 680.84 moveto ( is two, projection parameters will be) show 12 f0 0 667.46 moveto (printed to both the terminal and ) show 12 f2 155.55 667.46 moveto (pfile) show 12 f0 176.88 667.46 moveto (. If ) show 12 f2 195.35 667.46 moveto (jpr) show 12 f0 209.63 667.46 moveto ( is something else, the projection parameters will not be) show 12 f0 0 654.08 moveto (printed. As specified by ) show 12 f2 119.12 654.08 moveto (jpr) show 12 f0 133.4 654.08 moveto (, Projection parameters are printed each time the input projection parameters) show 12 f0 0 640.7 moveto (\() show 12 f2 3.99 640.7 moveto (insys) show 12 f0 27.99 640.7 moveto (, ) show 12 f2 33.99 640.7 moveto (inzone) show 12 f0 65.32 640.7 moveto (, ) show 12 f2 71.32 640.7 moveto (inparm) show 12 f0 105.98 640.7 moveto (, ) show 12 f2 111.98 640.7 moveto (inunit) show 12 f0 140.2 640.7 moveto (, ) show 12 f2 146.2 640.7 moveto (indatum) show 12 f0 185.53 640.7 moveto (, ) show 12 f2 191.53 640.7 moveto (outsys) show 12 f0 221.53 640.7 moveto (, ) show 12 f2 227.53 640.7 moveto (outzone) show 12 f0 264.86 640.7 moveto (, ) show 12 f2 270.86 640.7 moveto (outparm) show 12 f0 311.52 640.7 moveto (, ) show 12 f2 317.52 640.7 moveto (outunit) show 12 f0 351.74 640.7 moveto (, and ) show 12 f2 378.06 640.7 moveto (outdatum) show 12 f0 423.39 640.7 moveto (\) change. ) show 18 f1 0 606.26 moveto (pfile \(input, character, length\(*\)\)) show 12 f0 0 576.57 moveto (The file which will contain the output projection parameter messages. ) show 12 f2 339.18 576.57 moveto (pfile) show 12 f0 360.51 576.57 moveto ( need not be opened at this) show 12 f0 0 563.19 moveto (time. ) show 18 f1 0 528.75 moveto (outcoor \(output, double, length\(2\)\)) show 12 f0 0 499.06 moveto (Array of two transformed coordinates. See ) show 12 f2 207.61 499.06 moveto (incoor) show 12 f0 239.21 499.06 moveto ( for an explanation. ) show 18 f1 0 464.62 moveto (outsys \(input, long\)) show 12 f0 0 434.93 moveto (Defines the output projection system. See ) show 12 f2 202.98 434.93 moveto (insys) show 12 f0 226.98 434.93 moveto (. ) show 18 f1 0 400.49 moveto (outzone \(input, long\)) show 12 f0 0 370.8 moveto (Output zone for UTM and State Plane projection systems. The UTM Coordinate System \() show 12 f2 431.29 370.8 moveto (outsys) show 12 f0 461.29 370.8 moveto ( = 1\)) show 12 f0 0 357.42 moveto (and State Plane Coordinate System \() show 12 f2 175.65 357.42 moveto (outsys) show 12 f0 205.65 357.42 moveto ( = 2\) use zone codes instead of specific projection parameters) show 12 f0 0 344.04 moveto (\(See Appendix B--UTM and Appendix C--State Plane\). For Southern Hemisphere UTM, use a negative) show 12 f0 0 330.66 moveto (zone code. ) show 12 f2 54.31 330.66 moveto (Outzone) show 12 f0 94.3 330.66 moveto ( will be ignored for all other projections. ) show 18 f1 0 296.22 moveto (outparm \(input, double, length\(15\)\)) show 12 f0 0 266.53 moveto (Array of fifteen projection parameters. These parameters are required to define each map projection.) show 12 f0 0 253.15 moveto (\(See Appendix A\) ) show 18 f1 0 218.71 moveto (outunit \(input, long\)) show 12 f0 0 189.02 moveto (Unit code for output coordinates. See ) show 12 f2 182.3 189.02 moveto (inunit) show 12 f0 210.52 189.02 moveto (. ) show 18 f1 0 154.58 moveto (outdatum \(input, long\)) show 12 f0 0 124.89 moveto (Output spheroid code. See ) show 12 f2 129.64 124.89 moveto (indatum) show 12 f0 168.97 124.89 moveto (. ) show 18 f1 0 90.45 moveto (fn27 \(input, character, length\(*\)\)) show pagelevel restore showpage %%Page: 5 5 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 694.22 moveto (Name of the file which contains the NAD 1927 State Plane zone parameters. ) show 18 f1 0 659.78 moveto (fn83 \(input, character, length\(*\)\)) show 12 f0 0 630.09 moveto (Name of the file which contains the NAD 1983 State Plane zone parameters.) show 18 f1 0 595.65 moveto (iflg \(output, long\)) show 12 f0 0 565.96 moveto (Error flag after transformation. The error number returned will correspond to the specific error.) show 18 f1 0 531.52 moveto (DESCRIPTION) show 12 f0 0 501.83 moveto (This routine initializes the proper projection parameters when initialization is required. The proper) show 12 f0 0 488.45 moveto (informational and error message handling is initialized. Then, the ) show 12 f2 316.95 488.45 moveto (incoor) show 12 f0 348.55 488.45 moveto ( coordinates are converted from) show 12 f0 0 475.07 moveto (the ) show 12 f2 17.66 475.07 moveto (insys) show 12 f0 41.66 475.07 moveto ( map projection to the ) show 12 f2 149.98 475.07 moveto (outsys) show 12 f0 179.98 475.07 moveto ( map projection and are returned in ) show 12 f2 351.6 475.07 moveto (outcoor) show 12 f0 389.2 475.07 moveto (. ) show 18 f1 0 440.63 moveto (RETURN VALUE) show 12 f2 0 410.94 moveto (gctp\(\)) show 12 f0 28.65 410.94 moveto ( has no return value.) show pagelevel restore showpage %%EOF libgctp-2.0/doc/appendixA.txt0000644000175000017500000002231012335175401016377 0ustar alastairalastairFebruary 1996 Appendix A: Projection Transformation Package Projection Parameters ----------------------------------------------------------------------------- | Array Element | Code & Projection Id |---------------------------------------------------- | 1 | 2 | 3 | 4 | 5 | 6 |7 | 8| ----------------------------------------------------------------------------- 0 Geographic | | | | | | | | | 1 U T M |Lon/Z |Lat/Z | | | | | | | 2 State Plane | | | | | | | | | 3 Albers Equal Area |SMajor|SMinor|STDPR1|STDPR2|CentMer|OriginLat|FE|FN| 4 Lambert Conformal C |SMajor|SMinor|STDPR1|STDPR2|CentMer|OriginLat|FE|FN| 5 Mercator |SMajor|SMinor| | |CentMer|TrueScale|FE|FN| 6 Polar Stereographic |SMajor|SMinor| | |LongPol|TrueScale|FE|FN| 7 Polyconic |SMajor|SMinor| | |CentMer|OriginLat|FE|FN| 8 Equid. Conic A |SMajor|SMinor|STDPAR| |CentMer|OriginLat|FE|FN| Equid. Conic B |SMajor|SMinor|STDPR1|STDPR2|CentMer|OriginLat|FE|FN| 9 Transverse Mercator |SMajor|SMinor|Factor| |CentMer|OriginLat|FE|FN| 10 Stereographic |Sphere| | | |CentLon|CenterLat|FE|FN| 11 Lambert Azimuthal |Sphere| | | |CentLon|CenterLat|FE|FN| 12 Azimuthal |Sphere| | | |CentLon|CenterLat|FE|FN| 13 Gnomonic |Sphere| | | |CentLon|CenterLat|FE|FN| 14 Orthographic |Sphere| | | |CentLon|CenterLat|FE|FN| 15 Gen. Vert. Near Per |Sphere| |Height| |CentLon|CenterLat|FE|FN| 16 Sinusoidal |Sphere| | | |CentMer| |FE|FN| 17 Equirectangular |Sphere| | | |CentMer|TrueScale|FE|FN| 18 Miller Cylindrical |Sphere| | | |CentMer| |FE|FN| 19 Van der Grinten |Sphere| | | |CentMer|OriginLat|FE|FN| 20 Hotin Oblique Merc A |SMajor|SMinor|Factor| | |OriginLat|FE|FN| Hotin Oblique Merc B |SMajor|SMinor|Factor|AziAng|AzmthPt|OriginLat|FE|FN| 21 Robinson |Sphere| | | |CentMer| |FE|FN| 22 Space Oblique Merc A |SMajor|SMinor| |IncAng|AscLong| |FE|FN| Space Oblique Merc B |SMajor|SMinor|Satnum|Path | | |FE|FN| 23 Alaska Conformal |SMajor|SMinor| | | | |FE|FN| 24 Interrupted Goode |Sphere| | | | | | | | 25 Mollweide |Sphere| | | |CentMer| |FE|FN| 26 Interrupt Mollweide |Sphere| | | | | | | | 27 Hammer |Sphere| | | |CentMer| |FE|FN| 28 Wagner IV |Sphere| | | |CentMer| |FE|FN| 29 Wagner VII |Sphere| | | |CentMer| |FE|FN| 30 Oblated Equal Area |Sphere| |Shapem|Shapen|CentLon|CenterLat|FE|FN| ----------------------------------------------------------------------------- Array elements 9-15 Continued on page 2 1 Projection Transformation Package Projection Parameters elements 9-15 continued from page 1: ---------------------------------------------------- | Array Element | Code & Projection Id |--------------------------- | 9 | 10 | 11 | 12 | 13 | ---------------------------------------------------- 0 Geographic | | | | | | 1 U T M | | | | | | 2 State Plane | | | | | | 3 Albers Equal Area | | | | | | 4 Lambert Conformal C | | | | | | 5 Mercator | | | | | | 6 Polar Stereographic | | | | | | 7 Polyconic | | | | | | 8 Equid. Conic A |zero | | | | | Equid. Conic B |one | | | | | 9 Transverse Mercator | | | | | | 10 Stereographic | | | | | | 11 Lambert Azimuthal | | | | | | 12 Azimuthal | | | | | | 13 Gnomonic | | | | | | 14 Orthographic | | | | | | 15 Gen. Vert. Near Per | | | | | | 16 Sinusoidal | | | | | | 17 Equirectangular | | | | | | 18 Miller Cylindrical | | | | | | 19 Van der Grinten | | | | | | 20 Hotin Oblique Merc A |Long1|Lat1|Long2|Lat2|zero| Hotin Oblique Merc B | | | | |one | 21 Robinson | | | | | | 22 Space Oblique Merc A |PSRev|LRat|PFlag| |zero| Space Oblique Merc B | | | | |one | 23 Alaska Conformal | | | | | | 24 Interrupted Goode | | | | | | 25 Mollweide | | | | | | 26 Interrupt Mollweide | | | | | | 27 Hammer | | | | | | 28 Wagner IV | | | | | | 29 Wagner VII | | | | | | 30 Oblated Equal Area |Angle| | | | | ---------------------------------------------------- where Lon/Z Longitude of any point in the UTM zone or zero. If zero, a zone code must be specified. Lat/Z Latitude of any point in the UTM zone or zero. If zero, a zone code must be specified. SMajor Semi-major axis of ellipsoid. If zero, Clarke 1866 in meters is assumed. SMinor Eccentricity squared of the ellipsoid if less than zero, if zero, a spherical form is assumed, or if greater than zero, the semi-minor axis of ellipsoid. 2 Sphere Radius of reference sphere. If zero, 6370997 meters is used. STDPAR Latitude of the standard parallel STDPR1 Latitude of the first standard parallel STDPR2 Latitude of the second standard parallel CentMer Longitude of the central meridian OriginLat Latitude of the projection origin FE False easting in the same units as the semi-major axis FN False northing in the same units as the semi-major axis TrueScale Latitude of true scale LongPol Longitude down below pole of map Factor Scale factor at central meridian (Transverse Mercator) or center of projection (Hotine Oblique Mercator) CentLon Longitude of center of projection CenterLat Latitude of center of projection Height Height of perspective point Long1 Longitude of first point on center line (Hotine Oblique Mercator, format A) Long2 Longitude of second point on center line (Hotine Oblique Mercator, format A) Lat1 Latitude of first point on center line (Hotine Oblique Mercator, format A) Lat2 Latitude of second point on center line (Hotine Oblique Mercator, format A) AziAng Azimuth angle east of north of center line (Hotine Oblique Mercator, format B) AzmthPt Longitude of point on central meridian where azimuth occurs (Hotine Oblique Mercator, format B) IncAng Inclination of orbit at ascending node, counter-clockwise from equator (SOM, format A) AscLong Longitude of ascending orbit at equator (SOM, format A) PSRev Period of satellite revolution in minutes (SOM, format A) LRat Landsat ratio to compensate for confusion at northern end of orbit (SOM, format A -- use 0.5201613) PFlag End of path flag for Landsat: 0 = start of path, 1 = end of path (SOM, format A) Satnum Landsat Satellite Number (SOM, format B) Path Landsat Path Number (Use WRS-1 for Landsat 1, 2 and 3 and WRS-2 for Landsat 4, 5 and 6.) (SOM, format B) Shapem Oblated Equal Area oval shape parameter m Shapen Oblated Equal Area oval shape parameter n Angle Oblated Equal Area oval rotation angle NOTES Array elements 14 and 15 are set to zero All array elements with blank fields are set to zero All angles (latitudes, longitudes, azimuths, etc.) are entered in packed degrees/ minutes/ seconds (DDDMMMSSS.SS) format 3 The following notes apply to the Space Oblique Mercator A projection. A portion of Landsat rows 1 and 2 may also be seen as parts of rows 246 or 247. To place these locations at rows 246 or 247, set the end of path flag (parameter 11) to 1--end of path. This flag defaults to zero. When Landsat-1,2,3 orbits are being used, use the following values for the specified parameters: Parameter 4 099005031.2 Parameter 5 128.87 degrees - (360/251 * path number) in packed DMS format Parameter 9 103.2669323 Parameter 10 0.5201613 When Landsat-4,5 orbits are being used, use the following values for the specified parameters: Parameter 4 098012000.0 Parameter 5 129.30 degrees - (360/233 * path number) in packed DMS format Parameter 9 98.884119 Parameter 10 0.5201613 4 libgctp-2.0/doc/for_init.ps0000644000175000017500000002214112335175401016104 0ustar alastairalastair%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 2 %%PageOrder: Ascend %%Title: file:/sg2/csb/snelson/las5/gctpdoc/new/for_init.html %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /c0126 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - (string npix long) dup string 0 { rhc { cvr 4.784 mul } { exit } ifelse rhc { cvr 9.392 mul } { exit } ifelse rhc { cvr 1.824 mul } { exit } ifelse add add cvi 3 copy put pop 1 add dup 3 index ge { exit } if } loop pop 3 -1 roll 0 ne { rhc { pop } if } if exch pop } bind def /smartimage12rgb { % w h b [matrix] smartimage12rgb - /colorimage where { pop { currentfile rowdata readhexstring pop } false 3 colorimage } { exch pop 8 exch 3 index 12 mul 8 mod 0 ne { 1 } { 0 } ifelse 4 index 6 2 roll { 2 copy cvgray } image pop pop } ifelse } def /cshow { dup stringwidth pop 2 div neg 0 rmoveto show } bind def /rshow { dup stringwidth pop neg 0 rmoveto show } bind def %%EndProlog %%Page: 1 1 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f2 1.76 709.4 moveto (for_init - Initializes forward projection transformation parameters) show 18 f1 0 674.97 moveto (SYNTAX) show 12 f0 0 645.28 moveto (FUNCTION for_init \(outsys, outzone, outparm, outdatum, fn27, fn83, iflg, for_trans\) ) show 12 f4 0 618.01 moveto ( long outsys;) show 12 f4 0 605.35 moveto ( long outzone;) show 12 f4 0 592.69 moveto ( double outparm[15];) show 12 f4 0 580.03 moveto ( long outdatum;) show 12 f4 0 567.37 moveto ( char fn27[];) show 12 f4 0 554.71 moveto ( char fn83[]; ) show 12 f4 0 542.05 moveto ( long *iflg; ) show 12 f4 0 529.39 moveto ( long \(*for_trans[MAXPROJ + 1]\)\(\);) show 18 f1 0 494.56 moveto (PARAMETERS) show 18 f1 0 458.81 moveto (outsys \(input, long\)) show 12 f0 0 429.12 moveto (Defines the output projection system. Refer to GCTP for valid codes. ) show 18 f1 0 394.68 moveto (outzone \(input, long\)) show 12 f0 0 364.99 moveto (Output zone for UTM and State Plane projection systems. For Southern Hemisphere UTM, use a) show 12 f0 0 351.61 moveto (negative zone code. ) show 12 f2 97.96 351.61 moveto (Outzone) show 12 f0 137.95 351.61 moveto ( is ignored for all other projections. ) show 18 f1 0 317.17 moveto (outparm \(input, double, length\(15\)\)) show 12 f0 0 287.48 moveto (Array of fifteen projection parameters. These parameters are required to define each map projection.) show 12 f0 0 274.1 moveto (\(See Appendix A\) ) show 18 f1 0 239.66 moveto (outdatum \(input, long\)) show 12 f0 0 209.97 moveto (Output spheroid. This identifies the semi-major axis and eccentricity that is to be used in the) show 12 f0 0 196.59 moveto (transformation process. Refer to GCTP for valid spheroid codes. If a negative code is entered, elements) show 12 f0 0 183.21 moveto (1 and 2 of ) show 12 f2 51.32 183.21 moveto (outparm) show 12 f0 91.98 183.21 moveto ( will be used for the semi-major and semi-minor axis \(See Appendix A\). ) show 18 f1 0 148.77 moveto (fn27 \(input, character, length\(*\)\)) show 12 f0 0 119.08 moveto (Name of the NAD 1927 parameter file for State Plane zone parameters. ) show 18 f1 0 84.64 moveto (fn83 \(input, character, length\(*\)\)) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 694.22 moveto (Name of the NAD 1983 parameter file for State Plane zone parameters. ) show 18 f1 0 659.78 moveto (iflg \(output, long\)) show 12 f0 0 630.09 moveto (Error flag after transformation. The error number returned will correspond to the specific error. ) show 18 f1 0 595.65 moveto (for_trans \(output, long, length\(MAXPROJ + 1\)\)) show 12 f0 0 565.96 moveto (Function pointer. The pointer to the appropriate forward transformation function is returned in the array) show 12 f2 1.76 552.58 moveto (for_trans) show 12 f0 46.43 552.58 moveto ( at location ) show 12 f2 102.75 552.58 moveto (outsys) show 12 f0 132.75 552.58 moveto (. For example, if ) show 12 f2 215.4 552.58 moveto (outsys) show 12 f0 245.4 552.58 moveto ( = TM \(see GCTP\), the pointer to the function ) show 12 f2 469.81 552.58 moveto (tmfor\(\)) show 12 f0 0 539.2 moveto (would be returned in ) show 12 f2 104.4 539.2 moveto (for_trans) show 12 f0 149.07 539.2 moveto ([TM]. This can be used to call ) show 12 f2 297.04 539.2 moveto (tmfor\(\)) show 12 f0 331.03 539.2 moveto ( in the following manner: ) show 12 f6 0 511.93 moveto (for_trans) show 12 f4 64.8 511.93 moveto ( [TM]\(lon, lat, &x, &y\);.) show 18 f1 0 477.1 moveto (DESCRIPTION) show 12 f2 1.76 447.41 moveto (for_init\(\)) show 12 f0 45.76 447.41 moveto ( is used to initialize the proper forward projection and to return the pointer to the proper) show 12 f0 0 434.03 moveto (forward transformation routine. ) show 18 f1 0 399.59 moveto (RETURN VALUE) show 12 f2 1.76 369.9 moveto (for_init\(\)) show 12 f0 45.76 369.9 moveto ( has no return value.) show pagelevel restore showpage %%EOF libgctp-2.0/doc/xxxinv.ps0000644000175000017500000002504212335175401015642 0ustar alastairalastair%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 2 %%PageOrder: Ascend %%Title: file:/sg2/csb/snelson/las5/gctpdoc/new/xxxinv.html %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /c0126 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - (string npix long) dup string 0 { rhc { cvr 4.784 mul } { exit } ifelse rhc { cvr 9.392 mul } { exit } ifelse rhc { cvr 1.824 mul } { exit } ifelse add add cvi 3 copy put pop 1 add dup 3 index ge { exit } if } loop pop 3 -1 roll 0 ne { rhc { pop } if } if exch pop } bind def /smartimage12rgb { % w h b [matrix] smartimage12rgb - /colorimage where { pop { currentfile rowdata readhexstring pop } false 3 colorimage } { exch pop 8 exch 3 index 12 mul 8 mod 0 ne { 1 } { 0 } ifelse 4 index 6 2 roll { 2 copy cvgray } image pop pop } ifelse } def /cshow { dup stringwidth pop 2 div neg 0 rmoveto show } bind def /rshow { dup stringwidth pop neg 0 rmoveto show } bind def %%EndProlog %%Page: 1 1 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f0 0 709.22 moveto (February 1996) show 12 f2 0.32 681.02 moveto (xxxinv - Transforms input Easting and Northing to longitude and latitude for the xxx projection) show 18 f1 0 646.59 moveto (SYNTAX) show 12 f0 0 616.9 moveto (FUNCTION xxxinv \(x, y, lon, lat\) ) show 12 f4 0 589.63 moveto ( double x;) show 12 f4 0 576.97 moveto ( double y;) show 12 f4 0 564.31 moveto ( double *lon;) show 12 f4 0 551.65 moveto ( double *lat;) show 18 f1 0 516.82 moveto (PARAMETERS) show 18 f1 0 481.07 moveto (x \(input, double\)) show 12 f0 0 451.38 moveto (Easting value. Value given in meters. ) show 18 f1 0 416.94 moveto (y \(input, double\)) show 12 f0 0 387.25 moveto (Northing value. Value given in meters. ) show 18 f1 0 352.81 moveto (lon \(output, double\)) show 12 f0 0 323.12 moveto (Output longitude. Value given in radians. ) show 18 f1 0 288.68 moveto (lat \(output, double\)) show 12 f0 0 258.99 moveto (Output latitude. Value given in radians. ) show 18 f1 0 224.55 moveto (DESCRIPTION) show 12 f2 0.32 194.86 moveto (xxxinv\(\)) show 12 f0 38.96 194.86 moveto ( converts input Easting and Northing to the corresponding longitude and latitude for the xxx) show 12 f0 0 181.48 moveto (projection \(xxx is replaced by the abbreviation of the projection\). The following subroutines follow this) show 12 f0 0 168.1 moveto (general format: ) show 12 f4 0 140.83 moveto ( utminv\(x, y, lon, lat\) -- Universal Transverse Mercator \(UTM\)) show 12 f4 0 128.17 moveto ( stplninv\(x, y, lon, lat\) -- State Plane) show 12 f4 0 115.51 moveto ( alberinv\(x, y, lon, lat\) -- Albers) show 12 f4 0 102.85 moveto ( lamccinv\(x, y, lon, lat\) -- Lambert Conformal Conic) show 12 f4 0 90.19 moveto ( merinv\(x, y, lon, lat\) -- Mercator) show 12 f4 0 77.53 moveto ( psinv\(x, y, lon, lat\) -- Polar Stereographic) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup 12 f4 0 710.33 moveto ( polyinv\(x, y, lon, lat\) -- Polyconic) show 12 f4 0 697.67 moveto ( eqconinv\(x, y, lon, lat\) -- Equidistant Conic) show 12 f4 0 685.01 moveto ( tminv\(x, y, lon, lat\) -- Transverse Mercator \(TM\)) show 12 f4 0 672.35 moveto ( sterinv\(x, y, lon, lat\) -- Stereographic) show 12 f4 0 659.69 moveto ( lamazinv\(x, y, lon, lat\) -- Lambert Azimuthal) show 12 f4 0 647.03 moveto ( aziminv\(x, y, lon, lat\) -- Azimuthal Equidistant) show 12 f4 0 634.37 moveto ( gnominv\(x, y, lon, lat\) -- Gnomonic) show 12 f4 0 621.71 moveto ( orthinv\(x, y, lon, lat\) -- Orthographic) show 12 f4 0 609.05 moveto ( gvnspinv\(x, y, lon, lat\) -- General Near Side Perspective) show 12 f4 0 596.39 moveto ( sininv\(x, y, lon, lat\) -- Sinusoidal) show 12 f4 0 583.73 moveto ( equiinv\(x, y, lon, lat\) -- Equirectangular) show 12 f4 0 571.07 moveto ( millinv\(x, y, lon, lat\) -- Miller) show 12 f4 0 558.41 moveto ( vandginv\(x, y, lon, lat\) -- Van der Grinten) show 12 f4 0 545.75 moveto ( omerinv\(x, y, lon, lat\) -- Hotine Oblique Mercator \(HOM\)) show 12 f4 0 533.09 moveto ( robinv\(x, y, lon, lat\) -- Robinson) show 12 f4 0 520.43 moveto ( sominv\(x, y, lon, lat\) -- Space Oblique Mercator \(SOM\)) show 12 f4 0 507.77 moveto ( alconinv\(x, y, lon, lat\) -- Alaska Conformal) show 12 f4 0 495.11 moveto ( goodinv\(x, y, lon, lat\) -- Goode) show 12 f4 0 482.45 moveto ( molwinv\(x, y, lon, lat\) -- Mollweide) show 12 f4 0 469.79 moveto ( imolwinv\(x, y, lon, lat\) -- Interrupted Mollweide) show 12 f4 0 457.13 moveto ( haminv\(x, y, lon, lat\) -- Hammer) show 12 f4 0 444.47 moveto ( wivinv\(x, y, lon, lat\) -- Wagner IV) show 12 f4 0 431.81 moveto ( wviiinv\(x, y, lon, lat\) -- Wagner VII) show 12 f4 0 419.15 moveto ( obleqinv\(x, y, lon, lat\) -- Oblated Equal Area) show 12 f2 0 390.38 moveto (init_inv\(\)) show 12 f0 44.66 390.38 moveto ( must be called once before calling any of the above subroutines. For example, if ) show 12 f2 435.58 390.38 moveto (utminv\(\)) show 12 f0 476.23 390.38 moveto ( is to) show 12 f0 0 377 moveto (be called, ) show 12 f2 48.98 377 moveto (init_inv\(\)) show 12 f0 93.64 377 moveto ( must be called setting the UTM projection, UTM zone, and ellipsoid. Then ) show 12 f2 459.6 377 moveto (utminv\(\)) show 12 f0 0 363.62 moveto (may be called as many times as needed even if ) show 12 f2 227.28 363.62 moveto (init_inv\(\)) show 12 f0 271.94 363.62 moveto ( is called initializing another projection. The) show 12 f0 0 350.24 moveto (only exception is if ) show 12 f2 95.32 350.24 moveto (init_inv\(\)) show 12 f0 139.98 350.24 moveto ( is called initializing UTM with another zone or ellipsoid, then ) show 12 f2 443.29 350.24 moveto (init_inv\(\)) show 12 f0 0 336.86 moveto (must be called again to perform the original conversion. ) show 18 f1 0 302.42 moveto (RETURN VALUE) show 12 f4 0 273.84 moveto ( E_SUCC \(0\) --> Successful completion) show 12 f4 0 261.18 moveto ( ERROR \(>0\) --> An error was encountered) show 12 f4 0 248.52 moveto ( IN_BREAK \(-2\) --> Coordinates fell into interrupted area) show 18 f1 0 213.69 moveto (SPECIAL CONSIDERATIONS:) show 12 f0 0 184 moveto (The ) show 12 f2 21.98 184 moveto (xxxinv\(\)) show 12 f0 60.62 184 moveto ( call is for C only.) show pagelevel restore showpage %%EOF