pax_global_header00006660000000000000000000000064152164355730014525gustar00rootroot0000000000000052 comment=e7540e973763a70b49f8e07b93891e37ba48eb36 sarsen-0.9.6/000077500000000000000000000000001521643557300130345ustar00rootroot00000000000000sarsen-0.9.6/.env.in000066400000000000000000000006741521643557300142410ustar00rootroot00000000000000# Configure your CDSE S3 credentials: https://eodata-s3keysmanager.dataspace.copernicus.eu/panel/s3-credentials # AWS_ACCESS_KEY_ID= # AWS_SECRET_ACCESS_KEY= AWS_ENDPOINT_URL=https://eodata.dataspace.copernicus.eu/ AWS_S3_ENDPOINT=eodata.dataspace.copernicus.eu AWS_VIRTUAL_HOSTING=False # Enable Proj downloading and caching the transformation grids # This allows using DEM on geoid heights like the Copernicus DEM and SRTM PROJ_NETWORK=ON sarsen-0.9.6/.github/000077500000000000000000000000001521643557300143745ustar00rootroot00000000000000sarsen-0.9.6/.github/dependabot.yml000066400000000000000000000001501521643557300172200ustar00rootroot00000000000000version: 2 updates: - package-ecosystem: github-actions directory: / schedule: interval: weekly sarsen-0.9.6/.github/workflows/000077500000000000000000000000001521643557300164315ustar00rootroot00000000000000sarsen-0.9.6/.github/workflows/on-push.yml000066400000000000000000000100501521643557300205410ustar00rootroot00000000000000name: on-push on: push: branches: - main tags: - '*' pull_request: branches: - main concurrency: group: ${{ github.workflow }}-${{ github.ref }} cancel-in-progress: true defaults: run: shell: bash -l {0} jobs: pre-commit: runs-on: ubuntu-latest steps: - uses: actions/checkout@v7 - uses: actions/setup-python@v6 with: python-version: 3.x - uses: pre-commit/action@v3.0.1 unit-tests: name: unit-tests runs-on: ubuntu-latest strategy: matrix: python-version: - "3.14" steps: - uses: actions/checkout@v7 - name: Install uv and set the python version uses: astral-sh/setup-uv@v7 with: version: "0.11.17" enable-cache: true python-version: ${{ matrix.python-version }} - name: Run unit tests run: make unit-tests COV_REPORT=xml type-check: needs: [unit-tests] runs-on: ubuntu-latest steps: - uses: actions/checkout@v7 - name: Install uv and set the python version uses: astral-sh/setup-uv@v7 with: version: "0.11.17" enable-cache: true python-version: "3.14" - name: Run type checks run: make type-check docs-build: needs: [unit-tests] runs-on: ubuntu-latest steps: - uses: actions/checkout@v7 - name: Install uv uses: astral-sh/setup-uv@v7 with: version: "0.11.17" enable-cache: true python-version: "3.14" - name: Build documentation run: uv run --frozen make docs-build integration-tests: needs: [unit-tests] if: | success() && true runs-on: ubuntu-latest strategy: matrix: python-version: - "3.11" - "3.12" - "3.13" steps: - uses: actions/checkout@v7 - name: Install uv and set the python version uses: astral-sh/setup-uv@v7 with: version: "0.11.17" enable-cache: true python-version: ${{ matrix.python-version }} - name: Run unit tests run: uv run --frozen -m pytest . minver-tests: needs: [unit-tests] if: | success() && true runs-on: ubuntu-latest steps: - uses: actions/checkout@v7 - name: Install uv and set the python version uses: astral-sh/setup-uv@v7 with: version: "0.11.17" enable-cache: true python-version: "3.14" - name: Run tests run: uv run --resolution lowest-direct -p python3.11 -m pytest . distribution: runs-on: ubuntu-latest needs: [unit-tests, type-check, docs-build, integration-tests] if: | always() && needs.unit-tests.result == 'success' && needs.type-check.result == 'success' && needs.docs-build.result == 'success' && (needs.integration-tests.result == 'success' || needs.integration-tests.result == 'skipped') steps: - uses: actions/checkout@v7 - uses: actions/setup-python@v6 with: python-version: '3.11' - name: Install package run: | python -m pip install --upgrade pip python -m pip install build twine - name: Build distribution run: | python -m build - name: Check wheels run: | cd dist || exit python -m pip install sarsen*.whl || exit python -m twine check --strict * || exit python -c "import sarsen" || exit cd .. - uses: actions/upload-artifact@v7 with: name: distribution path: dist upload-to-pypi: runs-on: ubuntu-latest needs: distribution if: | always() && true && needs.distribution.result == 'success' && github.event_name == 'push' && startsWith(github.ref, 'refs/tags') environment: name: pypi url: https://pypi.org/p/sarsen permissions: id-token: write # IMPORTANT: this permission is mandatory for trusted publish steps: - 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See the License for the specific language governing permissions and limitations under the License. sarsen-0.9.6/Makefile000066400000000000000000000012001521643557300144650ustar00rootroot00000000000000COV_REPORT := html PYTHON := uv run --frozen default: qa unit-tests type-check qa: $(PYTHON) -m pre_commit run --all-files unit-tests: $(PYTHON) -m pytest -vv --cov=. --cov-report=$(COV_REPORT) type-check: $(PYTHON) -m mypy . docs-build: cp README.md docs/. && cd docs && rm -fr _api && make clean && make html doc-tests: $(PYTHON) -m pytest -vv --doctest-glob="*.md" --doctest-glob="*.rst" README.md integration-tests: $(PYTHON) -m pytest -vv --cov=. --cov-report=$(COV_REPORT) --log-cli-level=INFO tests/integration*.py .env: .env.in -mv $@ $@.bck cp $^ $@ lab: .env $(PYTHON) --extra lab --env-file .env -m jupyter lab sarsen-0.9.6/README.md000066400000000000000000000205641521643557300143220ustar00rootroot00000000000000# Sarsen Algorithms and utilities for Synthetic Aperture Radar (SAR) sensors. Enables cloud-native SAR processing via [*Xarray*](https://xarray.pydata.org) and [*Dask*](https://dask.org). This Open Source project is sponsored by B-Open - https://www.bopen.eu. ## Features and limitations *Sarsen* is a Python library and command line tool with the following functionalities: - provides algorithms to terrain-correct satellite SAR data - geometric terrain correction (geocoding) - *fast mode*: to terrain-correct images - *accurate mode*: for interferometric processing - radiometric terrain correction (gamma flattening) - accesses SAR data via [*xarray-sentinel*](https://github.com/bopen/xarray-sentinel): - supports most Sentinel-1 data products as [distributed by ESA](https://browser.dataspace.copernicus.eu/): - Sentinel-1 Single Look Complex (SLC) SM/IW/EW - Sentinel-1 Ground Range Detected (GRD) SM/IW/EW - reads uncompressed and compressed SAFE data products on the local computer or on a network via [*fsspec*](https://filesystem-spec.readthedocs.io) - *depends on rasterio>=1.3* - accesses DEM data via [*rioxarray*](https://corteva.github.io/rioxarray): - reads local and remote data in virtually any raster format via [*rasterio*](https://rasterio.readthedocs.io) / [*GDAL*](https://gdal.org) - supports larger-than-memory and distributed data access and processing via *Dask* - efficient geometric terrain-correction for a full GRD - efficient radiometric terrain-correction for a full GRD. Sarsen can run on fully remote data, for example taking the DEM on-demand from [the Earth Data Hub](https://earthdatahub.destine.eu/collections/copernicus-dem-utm) and the Sentinel-1 products from the [CDSE S3 store](https://documentation.dataspace.copernicus.eu/APIs/S3.html). See the notebooks for examples on how to setup remote processing. Overall, the software is in the **beta** phase and the usual caveats apply. Current limitations: - documentation needs improvement. See #6. Non-objectives / Caveat emptor items: - No attempt is made to support UTC leap seconds. Observations that include a leap second may crash the code or silently return wrong results. ## SAR terrain-correction The typical side-looking SAR system acquires data with uniform sampling in azimuth and slant range, where the azimuth and range represents the time when a given target is acquired and the absolute sensor-to-target distance, respectively. Because of this, the near range appears compressed with respect to the far range. Furthermore, any deviation of the target elevation from a smooth geoid results in additional local geometric and radiometric distortions known as foreshortening, layover and shadow. - Radar foreshortening: Terrain surfaces sloping towards the radar appear shortened relative to those sloping away from the radar. These regions are much brighter than other places on the SAR image. - Radar layover: It's an extreme case of foreshortening occurring when the terrain slope is greater than the angle of the incident signal. - Radar shadows: They occur when ground points at the same azimuth but different slant ranges are aligned in the direction of the line-of-sight. This is usually due to a back slope with an angle steeper than the viewing angle. When this happens, the radar signal never reaches the farthest points, and thus there is no measurement, meaning that this lack of information is unrecoverable. The geometric terrain correction (GTC) corrects the distortions due to the target elevation. The radiometric terrain correction (RTC) also compensates for the backscatter modulation generated by the topography of the scene. ## Install The easiest way to install *sarsen* is in a *pip* environment. ```shell pip install sarsen ``` Note that in order to handle input DEM whose vertical coordinate is not on a known ellipsoid, for example *SRTM DEM* with heights over the *EGM96 geoid*, you need to configure the appropriate [PROJ transformation grids](https://pyproj4.github.io/pyproj/stable/transformation_grids.html), The software can do it automatically setting the the environment variable `PROJ_NETWORK=ON`. ## Command line usage The `sarsen` command line tool corrects SAR data based on a selected DEM and may produce geometrically terrain-corrected images (GTC) or radiometrically terrain-corrected images (RTC). Terrain-corrected images will have the same pixels as the input DEM, that should be resampled to the target projection and spacing in advance, for example using [`gdalwarp`](https://gdal.org/programs/gdalwarp.html). The following command performs a geometric terrain correction: ```shell sarsen gtc S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048.SAFE IW/VV South-of-Redmond-10m_UTM.tif ``` Performing geometric and radiometric terrain correction is more demanding, but it is possible to produce the RTC of a full GRD product at a 10m resolution in one go (and it takes approx 25 minutes on a 32Gb MacBook Pro): ```shell sarsen rtc S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048.SAFE IW/VV South-of-Redmond-10m_UTM.tif ``` ## Python API usage The python API has entry points to the same commands and it also gives access to several lower level algorithms, but internal APIs should not be considered stable: The following code applies the geometric terrain correction to the VV polarization of "S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048.SAFE" product: ```python >>> import sarsen >>> product = sarsen.Sentinel1SarProduct( ... "tests/data/S1B_IW_GRDH_1SDV_20211223T051122_20211223T051147_030148_039993_5371.SAFE", ... measurement_group="IW/VV", ... ) >>> gtc = sarsen.terrain_correction( ... product, ... dem_urlpath="tests/data/Rome-30m-DEM.tif", ... ) ``` The radiometric correction can be activated using the key `correct_radiometry`: ```python >>> rtc = sarsen.terrain_correction( ... product, ... dem_urlpath="tests/data/Rome-30m-DEM.tif", ... correct_radiometry="gamma_nearest", ... ) ``` ## Reference documentation This is the list of the reference documents: - the geometric terrain-correction algorithms are based on: ["Guide to Sentinel-1 Geocoding" UZH-S1-GC-AD 1.10 26.03.2019](https://sentinel.esa.int/documents/247904/0/Guide-to-Sentinel-1-Geocoding.pdf/e0450150-b4e9-4b2d-9b32-dadf989d3bd3) - the radiometric terrain-correction algorithms are based on: [D. Small, "Flattening Gamma: Radiometric Terrain Correction for SAR Imagery," in IEEE Transactions on Geoscience and Remote Sensing, vol. 49, no. 8, pp. 3081-3093, Aug. 2011, doi: 10.1109/TGRS.2011.2120616](https://www.geo.uzh.ch/microsite/rsl-documents/research/publications/peer-reviewed-articles/201108-TGRS-Small-tcGamma-3809999360/201108-TGRS-Small-tcGamma.pdf) ## Project resources [![on-push](https://github.com/bopen/sarsen/actions/workflows/on-push.yml/badge.svg)](https://github.com/bopen/sarsen/actions/workflows/on-push.yml) [![codecov](https://codecov.io/gh/bopen/sarsen/branch/main/graph/badge.svg?token=62S9EXDF0V)](https://codecov.io/gh/bopen/sarsen) ## Contributing The main repository is hosted on GitHub. Testing, bug reports and contributions are highly welcomed and appreciated: https://github.com/bopen/sarsen Lead developer: - [Alessandro Amici](https://github.com/alexamici) - [B-Open](https://bopen.eu) Main contributors: - [Aureliana Barghini](https://github.com/aurghs) - [B-Open](https://bopen.eu) See also the list of [contributors](https://github.com/bopen/sarsen/contributors) who participated in this project. ## Sponsoring [B-Open](https://bopen.eu) commits to maintain the project long term and we are happy to accept sponsorships to develop new features. We wish to express our gratitude to the project sponsors: - [Microsoft](https://microsoft.com) has sponsored the support for *GRD* products and the *gamma flattening* algorithm. ## License ``` Copyright 2016-2026 B-Open Solutions srl Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ``` sarsen-0.9.6/docs/000077500000000000000000000000001521643557300137645ustar00rootroot00000000000000sarsen-0.9.6/docs/Makefile000066400000000000000000000011721521643557300154250ustar00rootroot00000000000000# Minimal makefile for Sphinx documentation # # You can set these variables from the command line, and also # from the environment for the first two. SPHINXOPTS ?= SPHINXBUILD ?= sphinx-build SOURCEDIR = . BUILDDIR = _build # Put it first so that "make" without argument is like "make help". help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) .PHONY: help Makefile # Catch-all target: route all unknown targets to Sphinx using the new # "make mode" option. $(O) is meant as a shortcut for $(SPHINXOPTS). %: Makefile @$(SPHINXBUILD) -M $@ "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) sarsen-0.9.6/docs/REQUIREMENTS.md000066400000000000000000000051501521643557300162320ustar00rootroot00000000000000# Requirements Requirements status: :white_check_mark: for final and :construction: for draft ## General 1. :white_check_mark: _Package type_: Command line tool and python library 1. :white_check_mark: _License_: Apache v2 1. :white_check_mark: _Technology foundation_: Python, xarray / dask and rioxarray / rasterio / GDAL / libgeotiff / PROJ 1. :white_check_mark: _Target platform_: Ubuntu 20.04 LTS (No additional limitation on top of the technology foundation) 1. :white_check_mark: _Home repository_: On the GitHub "bopen" organisation 1. :white_check_mark: _Distribution channels_: PyPI and conda-forge ## Input / output 7. :white_check_mark: _Input DEM formats_: Any file supported by GDAL / PROJ 1. :white_check_mark: _Input SAR products_: Sentinel-1 L1 GRD 1. :white_check_mark: _Input access_: Shall be able to load scenes from the filesystem or from the Sentinel-1 GRD archive on Azure Blob Storage 1. :white_check_mark: _Output format_: Cloud Optimized GeoTIFF plus the associated STAC Item ## Functionalities 11. :white_check_mark: _Geometric terrain correction_: Shall apply geometric terrain corrections based on [D. Small et al, "Guide to Sentinel-1 Geocoding" UZH-S1-GC-AD 1.10 26.03.2019](https://sentinel.esa.int/documents/247904/1653442/Guide-to-Sentinel-1-Geocoding.pdf) 01. :white_check_mark: _Internal geometric accuracy_: Interferometric accuracy (Can be tested on SLC products by comparing the coherence values with the ones obtained with SNAP) 01. :white_check_mark: _Geometric accuracy:_ Comparable with the accuracy of Sentinel-1 RTC products on Azure Blob Storage 01. :white_check_mark: _Radiometric terrain correction_: Shall apply radiometric terrain corrections based on [D. Small, "Flattening Gamma: Radiometric Terrain Correction for SAR Imagery" in IEEE Transactions on Geoscience and Remote Sensing, vol. 49, no. 8, pp. 3081-3093, Aug. 2011, doi: 10.1109/TGRS.2011.2120616](https://www.doi.org/10.1109/TGRS.2011.2120616) 01. :white_check_mark: _Radiometric accuracy_: Comparable with the accuracy of Sentinel-1 RTC products on Azure Blob Storage (Acceptance criteria/process to be defined) ## Efficiency 16. :white_check_mark: _Chunked data access_: Data access shall use chunking for all potentially large input files, in particular: SAR imagery and DEM files 01. :white_check_mark: _Chunked processing_: Performance critical algorithms shall be able to perform processing on chunks of input data 01. :construction: _Parallel processing_: Applying the terrain correction on a single image shall scale with the number of CPU cores assigned to the computation sarsen-0.9.6/docs/_static/000077500000000000000000000000001521643557300154125ustar00rootroot00000000000000sarsen-0.9.6/docs/_static/.gitkeep000066400000000000000000000000001521643557300170310ustar00rootroot00000000000000sarsen-0.9.6/docs/_templates/000077500000000000000000000000001521643557300161215ustar00rootroot00000000000000sarsen-0.9.6/docs/_templates/.gitkeep000066400000000000000000000000001521643557300175400ustar00rootroot00000000000000sarsen-0.9.6/docs/conf.py000066400000000000000000000044251521643557300152700ustar00rootroot00000000000000# Configuration file for the Sphinx documentation builder. # # This file only contains a selection of the most common options. For a full # list see the documentation: # https://www.sphinx-doc.org/en/master/usage/configuration.html # -- Import and path setup --------------------------------------------------- import os import sys import sarsen sys.path.insert(0, os.path.abspath("../")) # -- Project information ----------------------------------------------------- project = "sarsen" copyright = "2016-2026 B-Open Solutions srl" author = "B-Open Solutions srl" version = sarsen.__version__ release = sarsen.__version__ # -- General configuration --------------------------------------------------- # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom # ones. extensions = [ "autoapi.extension", "myst_parser", "sphinx.ext.autodoc", "sphinx.ext.napoleon", ] # autodoc configuration autodoc_typehints = "none" # autoapi configuration autoapi_add_toctree_entry = False autoapi_dirs = ["../sarsen"] autoapi_ignore = ["*/version.py"] autoapi_member_order = "groupwise" autoapi_options = [ "members", "inherited-members", "undoc-members", "show-inheritance", "show-module-summary", "imported-members", ] autoapi_root = "_api" # napoleon configuration napoleon_google_docstring = False napoleon_numpy_docstring = True napoleon_preprocess_types = True # Add any paths that contain templates here, relative to this directory. templates_path = ["_templates"] # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. # This pattern also affects html_static_path and html_extra_path. exclude_patterns = ["_build", "Thumbs.db", ".DS_Store"] # -- Options for HTML output ------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. # html_theme = "pydata_sphinx_theme" # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ["_static"] sarsen-0.9.6/docs/index.md000066400000000000000000000003321521643557300154130ustar00rootroot00000000000000# Welcome to sarsen's documentation Sarsen. ```{toctree} :caption: 'Contents:' :maxdepth: 2 README.md API Reference <_api/sarsen/index> ``` # Indices and tables - {ref}`genindex` - {ref}`modindex` - {ref}`search` sarsen-0.9.6/docs/make.bat000066400000000000000000000013751521643557300153770ustar00rootroot00000000000000@ECHO OFF pushd %~dp0 REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set SOURCEDIR=. set BUILDDIR=_build %SPHINXBUILD% >NUL 2>NUL if errorlevel 9009 ( echo. echo.The 'sphinx-build' command was not found. Make sure you have Sphinx echo.installed, then set the SPHINXBUILD environment variable to point echo.to the full path of the 'sphinx-build' executable. Alternatively you echo.may add the Sphinx directory to PATH. echo. echo.If you don't have Sphinx installed, grab it from echo.https://www.sphinx-doc.org/ exit /b 1 ) if "%1" == "" goto help %SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% goto end :help %SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% :end popd sarsen-0.9.6/notebooks/000077500000000000000000000000001521643557300150375ustar00rootroot00000000000000sarsen-0.9.6/notebooks/gamma_wrt_incidence_angle-S1-GRD-IW-RTC-South-of-Redmond.ipynb000066400000000000000000052152141521643557300301670ustar00rootroot00000000000000{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "1391c47f-d76e-4840-8eed-d547b4784331", "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2\n", "\n", "%matplotlib inline\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "import matplotlib.pyplot as plt\n", "from matplotlib.colors import Normalize\n", "from matplotlib import cm\n", "\n", "\n", "plt.rcParams[\"figure.figsize\"] = (10, 7)\n", "plt.rcParams[\"font.size\"] = 12" ] }, { "cell_type": "markdown", "id": "4611867b-79d3-46f6-9c38-ac3b44a17ad7", "metadata": {}, "source": [ "## install dependencies" ] }, { "cell_type": "code", "execution_count": 2, "id": "f552f512-205d-4812-9fa4-5f1572edce12", "metadata": {}, "outputs": [], "source": [ "# !mamba install -c conda-forge -y make proj-data sentinelsat xmlschema" ] }, { "cell_type": "code", "execution_count": 3, "id": "a757e10c-fb0c-403f-b5ee-9af96f06e2a3", "metadata": {}, "outputs": [], "source": [ "# !pip install elevation sarsen xarray-sentinel" ] }, { "cell_type": "code", "execution_count": 4, "id": "01386435", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "import numpy as np\n", "import rioxarray # enable the `.rio` accessor\n", "import xarray as xr\n", "from scipy.stats import gaussian_kde as kde\n", "\n", "\n", "from sarsen import apps, scene" ] }, { "cell_type": "markdown", "id": "86970ee8", "metadata": {}, "source": [ "## processing definition" ] }, { "cell_type": "code", "execution_count": 5, "id": "dce0c439", "metadata": {}, "outputs": [], "source": [ "os.makedirs(\"data\", exist_ok=True)\n", "dem_urlpath = \"data/South-of-Redmond-10m.tif\"\n", "dem_10m_UTM_urlpath = dem_urlpath.strip(\".tif\") + \"_UTM.tif\"\n", "dem_raster_10m_UTM_crop_urlpath = dem_10m_UTM_urlpath.strip(\".tif\") + \"_crop.tif\"\n", "\n", "product_folder = \"GRD/2021/12/17/IW/DV/S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048\"\n", "measurement_group = \"IW/VV\"" ] }, { "cell_type": "markdown", "id": "19adb6a3-26a4-4fdb-862a-1f6aa4f2abf6", "metadata": {}, "source": [ "## download DEM" ] }, { "cell_type": "code", "execution_count": null, "id": "65ae53fb", "metadata": {}, "outputs": [], "source": [ "import adlfs\n", "import planetary_computer\n", "import pystac_client\n", "import stackstac" ] }, { "cell_type": "code", "execution_count": null, "id": "bf19616d", "metadata": {}, "outputs": [], "source": [ "seattle = [-121.95, 47.04]\n", "areas_of_interest = {\"type\": \"Point\", \"coordinates\": seattle}\n", "\n", "catalog = pystac_client.Client.open(\n", " \"https://planetarycomputer.microsoft.com/api/stac/v1\"\n", ")\n", "threedep = catalog.get_child(id=\"3dep-seamless\")\n", "\n", "longitude, latitude = seattle\n", "buffer = 0.2\n", "bbox = [longitude - buffer, latitude - buffer, longitude + buffer, latitude + buffer]\n", "search = catalog.search(collections=\"3dep-seamless\", bbox=bbox)\n", "items = list(search.get_items())\n", "items" ] }, { "cell_type": "code", "execution_count": null, "id": "3ed91642", "metadata": {}, "outputs": [], "source": [ "items_high_res = [\n", " planetary_computer.sign(item).to_dict()\n", " for item in items\n", " if item.properties[\"gsd\"] == 10\n", "]\n", "\n", "dem_raster_all = stackstac.stack(items_high_res, bounds=bbox).squeeze()\n", "dem_raster_all" ] }, { "cell_type": "code", "execution_count": null, "id": "b8c5b7dd", "metadata": {}, "outputs": [], "source": [ "dem_raster = dem_raster_all.compute()\n", "if \"time\" in dem_raster.dims:\n", " dem_raster = dem_raster.mean(\"time\")\n", "dem_raster.rio.set_crs(dem_raster_all.rio.crs)\n", "dem_raster.rio.to_raster(dem_urlpath)" ] }, { "cell_type": "markdown", "id": "c508e760", "metadata": {}, "source": [ "### RESAMPLING UTM DEM" ] }, { "cell_type": "markdown", "id": "cc49ad59", "metadata": {}, "source": [ "#### 10 meters" ] }, { "cell_type": "code", "execution_count": null, "id": "f6ad2b6e", "metadata": {}, "outputs": [], "source": [ "dem_raster" ] }, { "cell_type": "code", "execution_count": null, "id": "5c4a8e3b", "metadata": {}, "outputs": [], "source": [ "t_srs = dem_raster.rio.estimate_utm_crs()\n", "str(t_srs)" ] }, { "cell_type": "code", "execution_count": null, "id": "7082c7d4", "metadata": {}, "outputs": [], "source": [ "! export t_srs=str(t_srs), dem_urlpath={dem_urlpath}; export dem_10m_UTM_urlpath={dem_10m_UTM_urlpath}; gdalwarp -r bilinear -s_srs EPSG:4326+5773 -t_srs {t_srs} -tr 10 10 -overwrite -ot Float32 -co COMPRESS=DEFLATE {dem_urlpath} {dem_10m_UTM_urlpath}" ] }, { "cell_type": "code", "execution_count": null, "id": "4356b4e0", "metadata": {}, "outputs": [], "source": [ "corners = dict(x=slice(565000, 595000), y=slice(5190000, 5220000))" ] }, { "cell_type": "code", "execution_count": null, "id": "0c35e4ca", "metadata": { "scrolled": false }, "outputs": [], "source": [ "dem_raster_10m_UTM = scene.open_dem_raster(dem_10m_UTM_urlpath)\n", "dem_raster_10m_UTM.plot()" ] }, { "cell_type": "code", "execution_count": null, "id": "89f2a94d", "metadata": { "scrolled": false }, "outputs": [], "source": [ "dem_raster_10m_UTM = scene.open_dem_raster(dem_10m_UTM_urlpath)\n", "dem_raster_10m_UTM = dem_raster_10m_UTM.sel(**corners)\n", "dem_raster_10m_UTM" ] }, { "cell_type": "code", "execution_count": null, "id": "81012b36", "metadata": {}, "outputs": [], "source": [ "_ = dem_raster_10m_UTM.plot()" ] }, { "cell_type": "code", "execution_count": null, "id": "0b1daaa9", "metadata": {}, "outputs": [], "source": [ "dem_raster_10m_UTM.rio.to_raster(dem_10m_UTM_urlpath)" ] }, { "cell_type": "markdown", "id": "1a7a2326-e415-4dd3-9858-a31bff62591d", "metadata": {}, "source": [ "## download data" ] }, { "cell_type": "code", "execution_count": null, "id": "ac77356e", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "\n", "def mirror_folder(fs, bucket, folder, exclude=\"vh\"):\n", " for path, folders, files in fs.walk(f\"{bucket}/{folder}\"):\n", " os.makedirs(path[len(bucket) + 1 :], exist_ok=True)\n", " for f in files:\n", " if exclude in f:\n", " continue\n", " file_path = os.path.join(path, f)\n", " lfile_path = file_path[len(bucket) + 1 :]\n", " if not os.path.isfile(lfile_path):\n", " print(file_path)\n", " fs.download(file_path, lfile_path + \"~\")\n", " os.rename(lfile_path + \"~\", lfile_path)" ] }, { "cell_type": "code", "execution_count": null, "id": "90c5f13f", "metadata": {}, "outputs": [], "source": [ "grd_account_name = \"sentinel1euwest\"\n", "grd_bucket = \"s1-grd\"\n", "grd_token = planetary_computer.sas.get_token(grd_account_name, grd_bucket).token\n", "\n", "grd_product_folder = f\"{grd_bucket}/{product_folder}\"\n", "\n", "grd_fs = adlfs.AzureBlobFileSystem(grd_account_name, credential=grd_token)\n", "grd_fs.ls(grd_product_folder)" ] }, { "cell_type": "code", "execution_count": null, "id": "6fc9f6e6", "metadata": { "scrolled": false }, "outputs": [], "source": [ "mirror_folder(grd_fs, grd_bucket, product_folder)" ] }, { "cell_type": "code", "execution_count": null, "id": "69b4a3d3", "metadata": {}, "outputs": [], "source": [ "ds = xr.open_dataset(\n", " product_folder,\n", " engine=\"sentinel-1\",\n", " group=measurement_group,\n", " # storage_options=storage_options,\n", " override_product_files=\"{dirname}/{prefix}{swath}-{polarization}{ext}\",\n", " chunks={\"slant_range_time\": 2048},\n", ")\n", "ds" ] }, { "cell_type": "code", "execution_count": null, "id": "5a579f9c", "metadata": {}, "outputs": [], "source": [ "rtc_account_name = \"sentinel1euwestrtc\"\n", "rtc_bucket = \"sentinel1-grd-rtc\"\n", "rtc_token = planetary_computer.sas.get_token(rtc_account_name, rtc_bucket).token\n", "\n", "rtc_product_folder = f\"{rtc_bucket}/{product_folder}\"\n", "\n", "rtc_fs = adlfs.AzureBlobFileSystem(rtc_account_name, credential=rtc_token)\n", "rtc_fs.ls(rtc_product_folder)" ] }, { "cell_type": "code", "execution_count": null, "id": "ce44debc", "metadata": {}, "outputs": [], "source": [ "mirror_folder(rtc_fs, rtc_bucket, product_folder)" ] }, { "cell_type": "markdown", "id": "89f8c899", "metadata": {}, "source": [ "## process" ] }, { "cell_type": "markdown", "id": "5a308418", "metadata": {}, "source": [ "#### GTC" ] }, { "cell_type": "code", "execution_count": 6, "id": "41add520", "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0...10...20...30...40...50...60...70...80...90...100 - done.\n", "CPU times: user 1min 10s, sys: 1min, total: 2min 11s\n", "Wall time: 3min 3s\n" ] }, { "data": { "text/plain": [ "'S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048.GTC.tif'" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "\n", "gtc_path = os.path.basename(product_folder) + \".GTC.tif\"\n", "\n", "gtc = apps.terrain_correction(\n", " product_folder,\n", " measurement_group,\n", " dem_10m_UTM_urlpath,\n", " interp_method=\"nearest\",\n", " override_product_files=\"{dirname}/{prefix}{swath}-{polarization}{ext}\",\n", " chunks={\"slant_range_time\": 2048},\n", " output_urlpath=gtc_path,\n", ")\n", "\n", "!gdaladdo -r average {gtc_path}\n", "\n", "gtc_path" ] }, { "cell_type": "code", "execution_count": null, "id": "27a84435", "metadata": {}, "outputs": [], "source": [ "gtc.plot(vmax=0.4);" ] }, { "cell_type": "markdown", "id": "c7399622", "metadata": {}, "source": [ "#### RTC" ] }, { "cell_type": "code", "execution_count": 7, "id": "bfdd3e96", "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0...10...20...30...40...50...60...70...80...90...100 - done.\n", "CPU times: user 2min 35s, sys: 1min 13s, total: 3min 48s\n", "Wall time: 4min 39s\n" ] }, { "data": { "text/plain": [ "'S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_9048.RTC.tif'" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "\n", "rtc_path = os.path.basename(product_folder) + \".RTC.tif\"\n", "\n", "rtc = apps.terrain_correction(\n", " product_folder,\n", " measurement_group,\n", " dem_10m_UTM_urlpath,\n", " interp_method=\"nearest\",\n", " override_product_files=\"{dirname}/{prefix}{swath}-{polarization}{ext}\",\n", " correct_radiometry=\"gamma_nearest\",\n", " output_urlpath=rtc_path,\n", " grouping_area_factor=(1, 1),\n", ")\n", "\n", "!gdaladdo -r average {rtc_path}\n", "\n", "rtc_path" ] }, { "cell_type": "code", "execution_count": null, "id": "849a9019", "metadata": {}, "outputs": [], "source": [ "rtc.plot(vmax=0.4);" ] }, { "cell_type": "markdown", "id": "646acd93", "metadata": {}, "source": [ "## Gamma vs Local incidence Angle" ] }, { "cell_type": "markdown", "id": "3bc92d66", "metadata": {}, "source": [ "#### Compute local incidence angle" ] }, { "cell_type": "markdown", "id": "f93af76d", "metadata": {}, "source": [ "![SNOWFALL](https://forum.step.esa.int/uploads/default/original/3X/e/3/e372bf0efa0133c63977111b15614bc0c7d96fd8.png)" ] }, { "cell_type": "code", "execution_count": 10, "id": "9ae6def8", "metadata": {}, "outputs": [], "source": [ "dem_raster_10m_UTM = scene.open_dem_raster(dem_10m_UTM_urlpath)\n", "\n", "measurement_ds, kwargs = apps.open_dataset_autodetect(\n", " product_folder,\n", " group=measurement_group,\n", ")\n", "\n", "\n", "orbit_ecef = xr.open_dataset(\n", " product_folder, engine=\"sentinel-1\", group=f\"{measurement_group}/orbit\", **kwargs\n", ")\n", "dem_ecef = scene.convert_to_dem_ecef(dem_raster_10m_UTM)\n", "\n", "acquisition = apps.simulate_acquisition(dem_ecef, orbit_ecef.position)\n", "oriented_area = scene.compute_dem_oriented_area(dem_ecef)\n", "dem_normal = -oriented_area / np.sqrt(xr.dot(oriented_area, oriented_area, dims=\"axis\"))" ] }, { "cell_type": "code", "execution_count": 11, "id": "3940e0f6", "metadata": {}, "outputs": [], "source": [ "angle = np.arccos(xr.dot(dem_normal, acquisition.dem_direction, dims=\"axis\"))" ] }, { "cell_type": "markdown", "id": "5c69085f", "metadata": {}, "source": [ "#### Load Data" ] }, { "cell_type": "code", "execution_count": 12, "id": "a45cd942", "metadata": {}, "outputs": [], "source": [ "angle = angle.load()\n", "gtc = gtc.load()\n", "rtc = rtc.load()" ] }, { "cell_type": "markdown", "id": "3391a375", "metadata": {}, "source": [ "#### GTC and RTC distribution of foreslope backslope anf flat terrain " ] }, { "cell_type": "code", "execution_count": 13, "id": "ec10dc44", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.6806784082777886" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# incidence angle on ellipsoid is about 3.9 degree in this zone\n", "ellipsoid_incidence = 39.0 / 180 * np.pi\n", "ellipsoid_incidence" ] }, { "cell_type": "code", "execution_count": 14, "id": "f05770a8", "metadata": {}, "outputs": [], "source": [ "## foreslope backslope and flat terrain\n", "gtc_backslope = xr.where(angle < ellipsoid_incidence - 0.2, gtc, np.nan)\n", "gtc_foreslope = xr.where(angle > ellipsoid_incidence + 0.2, gtc, np.nan)\n", "gtc_flat = xr.where(\n", " (angle < ellipsoid_incidence + 0.2) & (angle > ellipsoid_incidence - 0.2),\n", " gtc,\n", " np.nan,\n", ")\n", "\n", "rtc_backslope = xr.where(angle < ellipsoid_incidence - 0.2, rtc, np.nan)\n", "rtc_foreslope = xr.where(angle > 1, rtc, np.nan)\n", "rtc_flat = xr.where(\n", " (angle < ellipsoid_incidence + 0.2) & (angle > ellipsoid_incidence - 0.2),\n", " rtc,\n", " np.nan,\n", ")" ] }, { "cell_type": "code", "execution_count": null, "id": "2d5c31f9", "metadata": {}, "outputs": [], "source": [ "f, axes = plt.subplots(nrows=1, ncols=3, figsize=(30, 9))\n", "\n", "gtc_backslope.plot(ax=axes[0], vmax=0.4)\n", "axes[0].grid(c=\"red\")\n", "axes[0].set_title(\"GTC basckslope\")\n", "\n", "gtc_foreslope.plot(ax=axes[1], vmax=0.4)\n", "axes[1].grid(c=\"red\")\n", "axes[1].set_title(\"GTC foreslope\")\n", "\n", "\n", "gtc_flat.plot(ax=axes[2], vmax=0.4, vmin=-0.4)\n", "axes[2].grid(c=\"red\")\n", "axes[2].set_title(\"GTC flat terrain\")\n", "\n", "\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 16, "id": "fe1193db", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, 'gamma_T')" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 718, "width": 1703 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "f, axes = plt.subplots(nrows=1, ncols=2, figsize=(30, 12))\n", "\n", "gtc_backslope_h = xr.plot.hist(\n", " gtc_backslope,\n", " range=[0, 1],\n", " bins=50,\n", " color=[0, 1, 0, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"foreslope\",\n", ")\n", "gtc_foreslope_h = xr.plot.hist(\n", " gtc_foreslope,\n", " range=[0, 1],\n", " bins=50,\n", " color=[1, 0, 0, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"backslope\",\n", ")\n", "gtc_flat_h = xr.plot.hist(\n", " gtc_flat,\n", " range=[0, 1],\n", " bins=50,\n", " color=[0, 0, 1, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"flat\",\n", ")\n", "\n", "rtc_backslope_h = xr.plot.hist(\n", " rtc_backslope,\n", " range=[0, 1],\n", " bins=50,\n", " color=[0, 1, 0, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"foreslope\",\n", ")\n", "rtc_foreslope_h = xr.plot.hist(\n", " rtc_foreslope,\n", " range=[0, 1],\n", " bins=50,\n", " color=[1, 0, 0, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"backslope\",\n", ")\n", "rtc_flat_h = xr.plot.hist(\n", " rtc_flat,\n", " range=[0, 1],\n", " bins=50,\n", " color=[0, 0, 1, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"flat\",\n", ")\n", "\n", "axes[0].legend()\n", "axes[1].legend()\n", "\n", "axes[0].set_title(\"GTC distribution\")\n", "axes[0].set_xlabel(\"beta\")\n", "\n", "axes[1].set_title(\"RTC distribution\")\n", "axes[1].set_xlabel(\"gamma_T\")" ] }, { "cell_type": "markdown", "id": "ffdb7bc9", "metadata": {}, "source": [ "#### GTC and RTC distribution of foreslope backslope and flat terrain in db" ] }, { "cell_type": "code", "execution_count": 18, "id": "12ef90a7", "metadata": {}, "outputs": [], "source": [ "gtc_backslope_db = np.log(gtc_backslope)\n", "gtc_foreslope_db = np.log(gtc_foreslope)\n", "gtc_flat_db = np.log(gtc_flat)\n", "\n", "rtc_backslope_db = np.log(rtc_backslope)\n", "rtc_foreslope_db = np.log(rtc_foreslope)\n", "rtc_flat_db = np.log(rtc_flat)" ] }, { "cell_type": "code", "execution_count": 19, "id": "7219841a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, 'gamma_T DB')" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 718, "width": 1714 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "f, axes = plt.subplots(nrows=1, ncols=2, figsize=(30, 12))\n", "\n", "gtc_backslope_db_h = xr.plot.hist(\n", " gtc_backslope_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[0, 1, 0, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"foreslope\",\n", ")\n", "gtc_foreslope_db_h = xr.plot.hist(\n", " gtc_foreslope_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[1, 0, 0, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"backslope\",\n", ")\n", "gtc_flat_db_h = xr.plot.hist(\n", " gtc_flat_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[0, 0, 1, 0.4],\n", " density=True,\n", " ax=axes[0],\n", " label=\"flat\",\n", ")\n", "\n", "rtc_backslope_db_h = xr.plot.hist(\n", " rtc_backslope_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[0, 1, 0, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"foreslope\",\n", ")\n", "rtc_foreslope_db_h = xr.plot.hist(\n", " rtc_foreslope_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[1, 0, 0, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"backslope\",\n", ")\n", "rtc_flat_db_h = xr.plot.hist(\n", " rtc_flat_db,\n", " range=[-10, 5],\n", " bins=50,\n", " color=[0, 0, 1, 0.4],\n", " density=True,\n", " ax=axes[1],\n", " label=\"flat\",\n", ")\n", "axes[0].legend()\n", "axes[1].legend()\n", "\n", "axes[0].set_title(\"GTC distribution\")\n", "axes[0].set_xlabel(\"beta DB\")\n", "\n", "axes[1].set_title(\"RTC distribution\")\n", "axes[1].set_xlabel(\"gamma_T DB\")" ] }, { "cell_type": "markdown", "id": "456b4611", "metadata": {}, "source": [ "#### Scatterplots comparison between gamma flattening normalization and beta0" ] }, { "cell_type": "code", "execution_count": 20, "id": "82786f69", "metadata": {}, "outputs": [], "source": [ "def makeColours(vals):\n", " colours = np.zeros((len(vals), 3))\n", " norm = Normalize(vmin=vals.min(), vmax=vals.max())\n", "\n", " # Can put any colormap you like here.\n", " colours = [cm.ScalarMappable(norm=norm, cmap=\"jet\").to_rgba(val) for val in vals]\n", "\n", " return colours\n", "\n", "\n", "def plot_density(x, y, ax=None):\n", " if ax is None:\n", " ax = plt\n", " mask = np.logical_and(np.isfinite(y), np.isfinite(x))\n", " samples = np.stack([x[mask], y[mask]])\n", "\n", " densObj = kde(samples)\n", " colours = makeColours(densObj.evaluate(samples))\n", " fig = ax.scatter(samples[0], samples[1], color=colours)\n", " return fig" ] }, { "cell_type": "code", "execution_count": 21, "id": "05ab2ee8", "metadata": {}, "outputs": [], "source": [ "gtc_db = np.log(gtc).load()\n", "rtc_db = np.log(rtc).load()\n", "angle = angle.load()" ] }, { "cell_type": "code", "execution_count": 22, "id": "4987a5a5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, 'local incidence angle')" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 718, "width": 1729 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "f, axes = plt.subplots(nrows=1, ncols=2, figsize=(30, 12))\n", "\n", "fig = plot_density(\n", " angle[::30, ::30].data.ravel(), gtc_db[::30, ::30].data.ravel(), ax=axes[0]\n", ")\n", "fig = plot_density(\n", " angle[::30, ::30].data.ravel(), rtc_db[::30, ::30].data.ravel(), ax=axes[1]\n", ")\n", "\n", "axes[0].set_title(\"GTC\")\n", "axes[0].set_ylabel(\"beta DB\")\n", "axes[0].set_xlabel(\"local incidence angle\")\n", "\n", "axes[1].set_title(\"RTC\")\n", "axes[1].set_ylabel(\"gamma_T DB\")\n", "axes[1].set_xlabel(\"local incidence angle\")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.4" } }, "nbformat": 4, "nbformat_minor": 5 } sarsen-0.9.6/notebooks/test-S1-GRD-IW-RTC-Gran-Sasso.ipynb000066400000000000000000000245061521643557300227010ustar00rootroot00000000000000{ "cells": [ { "cell_type": "code", "execution_count": null, "id": "1391c47f-d76e-4840-8eed-d547b4784331", "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2\n", "\n", "%matplotlib inline\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams[\"figure.figsize\"] = (10, 7)\n", "plt.rcParams[\"font.size\"] = 12" ] }, { "cell_type": "markdown", "id": "4611867b-79d3-46f6-9c38-ac3b44a17ad7", "metadata": {}, "source": [ "## Import libraries" ] }, { "cell_type": "code", "execution_count": null, "id": "01386435", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "import rasterio.warp\n", "import sarsen\n", "import xarray as xr" ] }, { "cell_type": "raw", "id": "e92cb7bf-584d-4c17-a40d-fcd82cf36739", "metadata": { "execution": { "iopub.execute_input": "2026-06-22T11:15:44.215866Z", "iopub.status.busy": "2026-06-22T11:15:44.215491Z", "iopub.status.idle": "2026-06-22T11:15:46.280356Z", "shell.execute_reply": "2026-06-22T11:15:46.276697Z", "shell.execute_reply.started": "2026-06-22T11:15:44.215816Z" } }, "source": [ "import distributed\n", "\n", "client = distributed.Client(processes=True)\n", "client" ] }, { "cell_type": "markdown", "id": "86970ee8", "metadata": {}, "source": [ "## Configure the processing" ] }, { "cell_type": "code", "execution_count": null, "id": "dce0c439", "metadata": {}, "outputs": [], "source": [ "# GRD COG from the CDSE\n", "product_urlpath = \"s3://eodata/Sentinel-1/SAR/IW_GRDH_1S-COG/2021/12/23/S1B_IW_GRDH_1SDV_20211223T051122_20211223T051147_030148_039993_F198_COG.SAFE\"\n", "measurement_group = \"IW/VV\"\n", "\n", "# Copernicus DEM in UTM from the Earth Data Hub configure your .netrc accordingly:\n", "# https://earthdatahub.destine.eu/collections/copernicus-dem-utm \n", "dem_utm_urlpath = \"https://data.earthdatahub.destine.eu/copernicus-dem-utm/GLO-30-UTM-v0/33N\"" ] }, { "cell_type": "markdown", "id": "6c1010f1", "metadata": {}, "source": [ "## Open and inspect the SAR product\n", "\n", "**Action needed**:\n", "\n", "For the notebook to run you need to configure your [CDSE S3 credentials](https://eodata-s3keysmanager.dataspace.copernicus.eu/panel/s3-credentials) as environment variables.\n", "\n", "Note that using `storage_options` will not work in most cases as rasterio / GDAL need additional configuration." ] }, { "cell_type": "code", "execution_count": null, "id": "e3a3ac08", "metadata": {}, "outputs": [], "source": [ "# needed by boto and GDAL\n", "os.environ[\"AWS_ACCESS_KEY_ID\"] = os.getenv(\n", " \"AWS_ACCESS_KEY_ID\",\n", " \"your_S3_key_here\", # <---\n", ")\n", "os.environ[\"AWS_SECRET_ACCESS_KEY\"] = os.getenv(\n", " \"AWS_SECRET_ACCESS_KEY\",\n", " \"your_S3_secret_here\", # <---\n", ")\n", "os.environ[\"AWS_ENDPOINT_URL\"] = \"https://eodata.dataspace.copernicus.eu/\"\n", "\n", "# needed only by GDAL\n", "os.environ[\"AWS_S3_ENDPOINT\"] = \"eodata.dataspace.copernicus.eu\"\n", "os.environ[\"AWS_VIRTUAL_HOSTING\"] = \"False\"" ] }, { "cell_type": "code", "execution_count": null, "id": "a830a0be-074a-41b0-8f5c-fa3ff325dd2a", "metadata": {}, "outputs": [], "source": [ "product = sarsen.Sentinel1SarProduct(\n", " product_urlpath,\n", " measurement_group,\n", " measurement_chunks={},\n", ")\n", "product" ] }, { "cell_type": "code", "execution_count": null, "id": "5e6a7f51", "metadata": {}, "outputs": [], "source": [ "product_info = product.product_info()\n", "product_info" ] }, { "cell_type": "code", "execution_count": null, "id": "f4756e41", "metadata": {}, "outputs": [], "source": [ "product.measurement" ] }, { "cell_type": "markdown", "id": "1f7f2a4d", "metadata": {}, "source": [ "## Open and inspect the DEM" ] }, { "cell_type": "code", "execution_count": null, "id": "b73dcd47", "metadata": {}, "outputs": [], "source": [ "dem_raster_20m_UTM = xr.open_dataset(\n", " dem_utm_urlpath,\n", " storage_options={\"https\": {\"client_kwargs\":{\"trust_env\":True}}},\n", " chunks={},\n", " engine=\"zarr\",\n", " decode_coords=\"all\",\n", ").dem\n", "dem_raster_20m_UTM" ] }, { "cell_type": "code", "execution_count": null, "id": "00e733c7", "metadata": {}, "outputs": [], "source": [ "geospatial_bbox = [int(v) for v in rasterio.warp.transform_bounds(4326, dem_raster_20m_UTM.rio.crs, *product_info[\"geospatial_bbox\"])]\n", "geospatial_bbox" ] }, { "cell_type": "code", "execution_count": null, "id": "91679238", "metadata": {}, "outputs": [], "source": [ "geospatial_bbox_aligned = [\n", " geospatial_bbox[0] // 50_000 * 50_000,\n", " geospatial_bbox[1] // 50_000 * 50_000,\n", " (geospatial_bbox[2] // 50_000 + 1) * 50_000,\n", " (geospatial_bbox[3] // 50_000 + 1) * 50_000,\n", "]\n", "geospatial_bbox_aligned" ] }, { "cell_type": "code", "execution_count": null, "id": "c85aacd4", "metadata": {}, "outputs": [], "source": [ "trim_x = 150_000\n", "trim_y = 100_000\n", "\n", "dem_UTM_corners = {\n", " \"x\": slice(geospatial_bbox_aligned[0] + trim_x, geospatial_bbox_aligned[2] - trim_x),\n", " \"y\": slice(geospatial_bbox_aligned[1] + trim_y, geospatial_bbox_aligned[3] - trim_y),\n", "}\n", "dem_UTM_corners" ] }, { "cell_type": "code", "execution_count": null, "id": "628d87b3", "metadata": {}, "outputs": [], "source": [ "dem_raster_20m_UTM_product = dem_raster_20m_UTM.sel(dem_UTM_corners)\n", "dem_raster_20m_UTM_product" ] }, { "cell_type": "code", "execution_count": null, "id": "23b43395-65d8-48a6-86d0-271dae3d57fd", "metadata": {}, "outputs": [], "source": [ "# dem_raster_20m_UTM_product_p = dem_raster_20m_UTM_product.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "1e4b97a6", "metadata": {}, "outputs": [], "source": [ "# dem_raster_20m_UTM_product_p.coarsen(x=10, y=10).mean().plot(vmin=0)" ] }, { "cell_type": "markdown", "id": "89f8c899", "metadata": {}, "source": [ "## process" ] }, { "cell_type": "markdown", "id": "5a308418", "metadata": {}, "source": [ "#### GTC" ] }, { "cell_type": "code", "execution_count": null, "id": "180f7dac-15d4-4a43-8728-7b9a7dc1861d", "metadata": {}, "outputs": [], "source": [ "gtc, _ = sarsen.apps.do_terrain_correction(\n", " product,\n", " dem_raster_20m_UTM_product,\n", " interp_method=\"nearest\",\n", " convert_to_dem_ecef_kwargs={\"source_crs\": dem_raster_20m_UTM.attrs[\"comp_crs\"]},\n", ")\n", "\n", "gtc" ] }, { "cell_type": "code", "execution_count": null, "id": "e719dfb9-4530-463c-9f36-3daf7fbb65cc", "metadata": {}, "outputs": [], "source": [ "gtc_p = gtc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "f218f8d3-65ff-40a1-8297-aa3bc75fb49e", "metadata": {}, "outputs": [], "source": [ "gtc_p.coarsen(x=10, y=10).mean().plot(vmax=0.5)" ] }, { "cell_type": "markdown", "id": "6f32dc41-c297-4169-a073-0dd59c63f074", "metadata": {}, "source": [ "#### STC" ] }, { "cell_type": "code", "execution_count": null, "id": "119fc749-ee3d-4b0b-a9e6-acce4169e571", "metadata": {}, "outputs": [], "source": [ "rtc, stc = sarsen.apps.do_terrain_correction(\n", " product,\n", " dem_raster_20m_UTM_product,\n", " interp_method=\"nearest\",\n", " convert_to_dem_ecef_kwargs={\"source_crs\": dem_raster_20m_UTM.attrs[\"comp_crs\"]},\n", " correct_radiometry=\"gamma_bilinear\",\n", ")\n", "\n", "stc" ] }, { "cell_type": "code", "execution_count": null, "id": "3ebdb576-55f5-4b3a-803d-f628c85ce09a", "metadata": {}, "outputs": [], "source": [ "stc_p = stc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "e6515b71-4b74-4816-887d-5390ef66ce23", "metadata": {}, "outputs": [], "source": [ "stc_p.coarsen(x=10, y=10).mean().plot(vmax=3)" ] }, { "cell_type": "markdown", "id": "c7399622", "metadata": {}, "source": [ "#### RTC" ] }, { "cell_type": "code", "execution_count": null, "id": "73d3c5b3-5d52-410d-8b89-dedbf382b823", "metadata": {}, "outputs": [], "source": [ "rtc" ] }, { "cell_type": "code", "execution_count": null, "id": "88b1ad42-c79e-43a4-8044-6fe579cca583", "metadata": {}, "outputs": [], "source": [ "rtc_p = rtc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "d223d134-4d74-4e30-9d71-0794b9bcf861", "metadata": {}, "outputs": [], "source": [ "rtc_p.coarsen(x=10, y=10).mean().plot(vmax=0.5)" ] }, { "cell_type": "code", "execution_count": null, "id": "6226ee75", "metadata": {}, "outputs": [], "source": [ "f, axes = plt.subplots(nrows=1, ncols=2, figsize=(30, 12))\n", "\n", "gtc_p.coarsen(x=10, y=10).mean().plot(ax=axes[0], vmax=0.5)\n", "axes[0].grid(c=\"red\")\n", "\n", "rtc_p.coarsen(x=10, y=10).mean().plot(ax=axes[1], vmax=0.5)\n", "axes[1].grid(c=\"red\")\n", "\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": null, "id": "490a9ff4-6ce6-4e63-a887-49b58e93df5f", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.14.3" } }, "nbformat": 4, "nbformat_minor": 5 } sarsen-0.9.6/notebooks/test-S1-GRD-IW-RTC-South-of-Redmond.ipynb000066400000000000000000000245711521643557300240200ustar00rootroot00000000000000{ "cells": [ { "cell_type": "code", "execution_count": null, "id": "1391c47f-d76e-4840-8eed-d547b4784331", "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2\n", "\n", "%matplotlib inline\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams[\"figure.figsize\"] = (10, 7)\n", "plt.rcParams[\"font.size\"] = 12" ] }, { "cell_type": "markdown", "id": "4611867b-79d3-46f6-9c38-ac3b44a17ad7", "metadata": {}, "source": [ "## Import libraries" ] }, { "cell_type": "code", "execution_count": null, "id": "01386435", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "import rasterio.warp\n", "import sarsen\n", "import xarray as xr" ] }, { "cell_type": "raw", "id": "e92cb7bf-584d-4c17-a40d-fcd82cf36739", "metadata": { "execution": { "iopub.execute_input": "2026-06-22T14:05:10.749516Z", "iopub.status.busy": "2026-06-22T14:05:10.748586Z", "iopub.status.idle": "2026-06-22T14:05:12.829386Z", "shell.execute_reply": "2026-06-22T14:05:12.827079Z", "shell.execute_reply.started": "2026-06-22T14:05:10.749485Z" } }, "source": [ "import distributed\n", "\n", "client = distributed.Client(processes=True)\n", "client" ] }, { "cell_type": "markdown", "id": "86970ee8", "metadata": {}, "source": [ "## Configure the processing" ] }, { "cell_type": "code", "execution_count": null, "id": "dce0c439", "metadata": {}, "outputs": [], "source": [ "# GRD COG from the CDSE\n", "product_urlpath = \"s3://eodata/Sentinel-1/SAR/IW_GRDH_1S-COG/2021/12/17/S1B_IW_GRDH_1SDV_20211217T141304_20211217T141329_030066_039705_12BA_COG.SAFE\"\n", "measurement_group = \"IW/VV\"\n", "\n", "# Copernicus DEM in UTM from the Earth Data Hub configure your .netrc accordingly:\n", "# https://earthdatahub.destine.eu/collections/copernicus-dem-utm \n", "dem_utm_urlpath = \"https://data.earthdatahub.destine.eu/copernicus-dem-utm/GLO-30-UTM-v0/10N\"" ] }, { "cell_type": "markdown", "id": "6c1010f1", "metadata": {}, "source": [ "## Open and inspect the SAR product\n", "\n", "**Action needed**:\n", "\n", "For the notebook to run you need to configure your [CDSE S3 credentials](https://eodata-s3keysmanager.dataspace.copernicus.eu/panel/s3-credentials) as environment variables.\n", "\n", "Note that using `storage_options` will not work in most cases as rasterio / GDAL need additional configuration." ] }, { "cell_type": "code", "execution_count": null, "id": "e3a3ac08", "metadata": {}, "outputs": [], "source": [ "# needed by boto and GDAL\n", "os.environ[\"AWS_ACCESS_KEY_ID\"] = os.getenv(\n", " \"AWS_ACCESS_KEY_ID\",\n", " \"your_S3_key_here\", # <---\n", ")\n", "os.environ[\"AWS_SECRET_ACCESS_KEY\"] = os.getenv(\n", " \"AWS_SECRET_ACCESS_KEY\",\n", " \"your_S3_secret_here\", # <---\n", ")\n", "os.environ[\"AWS_ENDPOINT_URL\"] = \"https://eodata.dataspace.copernicus.eu/\"\n", "\n", "# needed only by GDAL\n", "os.environ[\"AWS_S3_ENDPOINT\"] = \"eodata.dataspace.copernicus.eu\"\n", "os.environ[\"AWS_VIRTUAL_HOSTING\"] = \"False\"" ] }, { "cell_type": "code", "execution_count": null, "id": "a830a0be-074a-41b0-8f5c-fa3ff325dd2a", "metadata": {}, "outputs": [], "source": [ "product = sarsen.Sentinel1SarProduct(\n", " product_urlpath,\n", " measurement_group,\n", " measurement_chunks={},\n", ")\n", "product" ] }, { "cell_type": "code", "execution_count": null, "id": "5e6a7f51", "metadata": {}, "outputs": [], "source": [ "product_info = product.product_info()\n", "product_info" ] }, { "cell_type": "code", "execution_count": null, "id": "f4756e41", "metadata": {}, "outputs": [], "source": [ "product.measurement" ] }, { "cell_type": "markdown", "id": "1f7f2a4d", "metadata": {}, "source": [ "## Open and inspect the DEM" ] }, { "cell_type": "code", "execution_count": null, "id": "b73dcd47", "metadata": {}, "outputs": [], "source": [ "dem_raster_20m_UTM = xr.open_dataset(\n", " dem_utm_urlpath,\n", " storage_options={\"https\": {\"client_kwargs\":{\"trust_env\":True}}},\n", " chunks={},\n", " engine=\"zarr\",\n", " decode_coords=\"all\",\n", ").dem\n", "dem_raster_20m_UTM" ] }, { "cell_type": "code", "execution_count": null, "id": "00e733c7", "metadata": {}, "outputs": [], "source": [ "geospatial_bbox = [int(v) for v in rasterio.warp.transform_bounds(4326, dem_raster_20m_UTM.rio.crs, *product_info[\"geospatial_bbox\"])]\n", "geospatial_bbox" ] }, { "cell_type": "code", "execution_count": null, "id": "91679238", "metadata": {}, "outputs": [], "source": [ "geospatial_bbox_aligned = [\n", " geospatial_bbox[0] // 50_000 * 50_000,\n", " geospatial_bbox[1] // 50_000 * 50_000,\n", " (geospatial_bbox[2] // 50_000 + 1) * 50_000 - 50_000, # in this case\n", " (geospatial_bbox[3] // 50_000 + 1) * 50_000 - 50_000, # in this case,\n", "]\n", "geospatial_bbox_aligned" ] }, { "cell_type": "code", "execution_count": null, "id": "c85aacd4", "metadata": {}, "outputs": [], "source": [ "trim_x = 100_000\n", "trim_y = 100_000\n", "\n", "dem_UTM_corners = {\n", " \"x\": slice(geospatial_bbox_aligned[0] + trim_x, geospatial_bbox_aligned[2] - trim_x),\n", " \"y\": slice(geospatial_bbox_aligned[1] + trim_y, geospatial_bbox_aligned[3] - trim_y),\n", "}\n", "dem_UTM_corners" ] }, { "cell_type": "code", "execution_count": null, "id": "628d87b3", "metadata": {}, "outputs": [], "source": [ "dem_raster_20m_UTM_product = dem_raster_20m_UTM.sel(dem_UTM_corners)\n", "dem_raster_20m_UTM_product" ] }, { "cell_type": "code", "execution_count": null, "id": "23b43395-65d8-48a6-86d0-271dae3d57fd", "metadata": {}, "outputs": [], "source": [ "# dem_raster_20m_UTM_product_p = dem_raster_20m_UTM_product.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "1e4b97a6", "metadata": {}, "outputs": [], "source": [ "# dem_raster_20m_UTM_product_p.coarsen(x=10, y=10).mean().plot(vmin=0)" ] }, { "cell_type": "markdown", "id": "89f8c899", "metadata": {}, "source": [ "## process" ] }, { "cell_type": "markdown", "id": "5a308418", "metadata": {}, "source": [ "#### GTC" ] }, { "cell_type": "code", "execution_count": null, "id": "180f7dac-15d4-4a43-8728-7b9a7dc1861d", "metadata": {}, "outputs": [], "source": [ "gtc, _ = sarsen.apps.do_terrain_correction(\n", " product,\n", " dem_raster_20m_UTM_product,\n", " interp_method=\"nearest\",\n", " convert_to_dem_ecef_kwargs={\"source_crs\": dem_raster_20m_UTM.attrs[\"comp_crs\"]},\n", ")\n", "\n", "gtc" ] }, { "cell_type": "code", "execution_count": null, "id": "e719dfb9-4530-463c-9f36-3daf7fbb65cc", "metadata": {}, "outputs": [], "source": [ "gtc_p = gtc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "f218f8d3-65ff-40a1-8297-aa3bc75fb49e", "metadata": {}, "outputs": [], "source": [ "gtc_p.coarsen(x=10, y=10).mean().plot(vmax=0.5)" ] }, { "cell_type": "markdown", "id": "6f32dc41-c297-4169-a073-0dd59c63f074", "metadata": {}, "source": [ "#### STC" ] }, { "cell_type": "code", "execution_count": null, "id": "119fc749-ee3d-4b0b-a9e6-acce4169e571", "metadata": {}, "outputs": [], "source": [ "rtc, stc = sarsen.apps.do_terrain_correction(\n", " product,\n", " dem_raster_20m_UTM_product,\n", " interp_method=\"nearest\",\n", " convert_to_dem_ecef_kwargs={\"source_crs\": dem_raster_20m_UTM.attrs[\"comp_crs\"]},\n", " correct_radiometry=\"gamma_bilinear\",\n", ")\n", "\n", "stc" ] }, { "cell_type": "code", "execution_count": null, "id": "3ebdb576-55f5-4b3a-803d-f628c85ce09a", "metadata": {}, "outputs": [], "source": [ "stc_p = stc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "e6515b71-4b74-4816-887d-5390ef66ce23", "metadata": {}, "outputs": [], "source": [ "stc_p.coarsen(x=10, y=10).mean().plot(vmax=3)" ] }, { "cell_type": "markdown", "id": "c7399622", "metadata": {}, "source": [ "#### RTC" ] }, { "cell_type": "code", "execution_count": null, "id": "73d3c5b3-5d52-410d-8b89-dedbf382b823", "metadata": {}, "outputs": [], "source": [ "rtc" ] }, { "cell_type": "code", "execution_count": null, "id": "88b1ad42-c79e-43a4-8044-6fe579cca583", "metadata": {}, "outputs": [], "source": [ "rtc_p = rtc.persist()" ] }, { "cell_type": "code", "execution_count": null, "id": "d223d134-4d74-4e30-9d71-0794b9bcf861", "metadata": {}, "outputs": [], "source": [ "rtc_p.coarsen(x=10, y=10).mean().plot(vmax=0.5)" ] }, { "cell_type": "code", "execution_count": null, "id": "6226ee75", "metadata": {}, "outputs": [], "source": [ "f, axes = plt.subplots(nrows=1, ncols=2, figsize=(30, 12))\n", "\n", "gtc_p.coarsen(x=10, y=10).mean().plot(ax=axes[0], vmax=0.5)\n", "axes[0].grid(c=\"red\")\n", "\n", "rtc_p.coarsen(x=10, y=10).mean().plot(ax=axes[1], vmax=0.5)\n", "axes[1].grid(c=\"red\")\n", "\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": null, "id": "490a9ff4-6ce6-4e63-a887-49b58e93df5f", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.14.3" } }, "nbformat": 4, "nbformat_minor": 5 } sarsen-0.9.6/pyproject.toml000066400000000000000000000050171521643557300157530ustar00rootroot00000000000000[build-system] build-backend = "setuptools.build_meta" requires = ["setuptools>=64", "setuptools_scm>=8"] [dependency-groups] dev = [ "cfchecker>=4.1.0", "mypy>=1.15.0", "myst-parser>=4.0.1", "pandas-stubs>=1.4.0", "pre-commit>=4.3.0", "pydata-sphinx-theme>=0.16.1", "pytest>=7.0", "pytest-cov>=5.0", "setuptools>=64.0", "shapely>=2.1", "sphinx-autoapi>=3.6.0", "zarr>=2.18" ] [project] classifiers = [ "Development Status :: 4 - Beta", "Intended Audience :: Science/Research", "License :: OSI Approved :: Apache Software License", "Operating System :: OS Independent", "Programming Language :: Python", "Programming Language :: Python :: 3", "Programming Language :: Python :: 3.11", "Programming Language :: Python :: 3.12", "Programming Language :: Python :: 3.13", "Programming Language :: Python :: 3.14", "Topic :: Scientific/Engineering" ] dependencies = [ "attrs>=24.0", "dask>=2024.6", "flox>=0.9", "numpy>=1.26", "pandas>=2.2", "rasterio>=1.3.5", "rioxarray>=0.15.0", "scipy>=1.13", "typer>=0.16", "xarray>=2023.12.0", "xarray-sentinel>=0.9.6" ] description = "Algorithms and utilities for Synthetic Aperture Radar (SAR) sensors" dynamic = ["version"] license = {file = "LICENSE"} name = "sarsen" readme = "README.md" requires-python = ">=3.11" [project.optional-dependencies] lab = [ "bokeh>=3.9.0", "distributed>=2026.3.0", "jupyterlab>=4.5.7", "jupyterlab-execute-time>=3.3.0", "matplotlib>=3.10.9", "s3fs>=2026.4.0" ] [project.scripts] sarsen = "sarsen.__main__:app" [tool.coverage.run] branch = true [tool.mypy] strict = true [[tool.mypy.overrides]] ignore_missing_imports = true module = ["py", "rasterio"] [tool.ruff] # Same as Black. indent-width = 4 line-length = 88 [tool.ruff.format] exclude = ["*.ipynb"] [tool.ruff.lint] exclude = ["*.ipynb"] ignore = [ # pydocstyle: Missing Docstrings "D1" ] select = [ # pyflakes "F", # pycodestyle "E", "W", # isort "I", # pydocstyle "D" ] [tool.ruff.lint.pycodestyle] max-line-length = 110 [tool.ruff.lint.pydocstyle] convention = "numpy" [tool.setuptools] packages = ["sarsen"] [tool.setuptools.package-data] sarsen = ["py.typed"] [tool.setuptools_scm] fallback_version = "999" write_to = "sarsen/version.py" write_to_template = ''' # Do not change! Do not track in version control! __version__ = "{version}" ''' [tool.uv] # Wait before upgrading to the newest versions to avoid # regressions and supply-chain attacks exclude-newer = "7 days" exclude-newer-package = {"xarray-sentinel" = false} sarsen-0.9.6/sarsen/000077500000000000000000000000001521643557300143275ustar00rootroot00000000000000sarsen-0.9.6/sarsen/__init__.py000066400000000000000000000022621521643557300164420ustar00rootroot00000000000000# Copyright 2016-2026 B-Open Solutions srl. # # Licensed under the Apache License, Version 2.0 (the "License"); # you may not use this file except in compliance with the License. # You may obtain a copy of the License at # # http://www.apache.org/licenses/LICENSE-2.0 # # Unless required by applicable law or agreed to in writing, software # distributed under the License is distributed on an "AS IS" BASIS, # WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. # See the License for the specific language governing permissions and # limitations under the License. try: # NOTE: the `version.py` file must not be present in the git repository # as it is generated by setuptools at install time from .version import __version__ except ImportError: # pragma: no cover # Local copy or not installed with setuptools __version__ = "999" from .apps import terrain_correction from .datamodel import GroundRangeSarProduct, SarProduct, SlantRangeSarProduct from .sentinel1 import Sentinel1SarProduct __all__ = [ "__version__", "GroundRangeSarProduct", "SarProduct", "Sentinel1SarProduct", "SlantRangeSarProduct", "terrain_correction", ] sarsen-0.9.6/sarsen/__main__.py000066400000000000000000000073111521643557300164230ustar00rootroot00000000000000import json import logging from typing import Tuple import typer from . import apps, sentinel1 app = typer.Typer() @app.command() def info( product_urlpath: str, ) -> None: """Print information about the Sentinel-1 product.""" logging.basicConfig(level=logging.INFO) product = sentinel1.Sentinel1SarProduct(product_urlpath) product_info = product.product_info() for key, value in product_info.items(): print(f"{key}: {value}") @app.command() def gtc( product_urlpath: str, measurement_group: str, dem_urlpath: str, output_urlpath: str = "GTC.tif", enable_dask_distributed: bool = False, client_kwargs_json: str = '{"processes": false}', chunks: int = 1024, seed_step: int | None = None, ) -> None: """Generate a geometrically terrain corrected (GTC) image from Sentinel-1 product.""" client_kwargs = json.loads(client_kwargs_json) real_chunks = chunks if chunks > 0 else None real_seed_step = (seed_step, seed_step) if seed_step is not None else None logging.basicConfig(level=logging.INFO) product = sentinel1.Sentinel1SarProduct( product_urlpath, measurement_group, ) apps.terrain_correction( product, dem_urlpath, output_urlpath=output_urlpath, enable_dask_distributed=enable_dask_distributed, client_kwargs=client_kwargs, chunks=real_chunks, seed_step=real_seed_step, ) @app.command() def stc( product_urlpath: str, measurement_group: str, dem_urlpath: str, simulated_urlpath: str = "STC.tif", enable_dask_distributed: bool = False, client_kwargs_json: str = '{"processes": false}', chunks: int = 1024, grouping_area_factor: Tuple[float, float] = (3.0, 3.0), seed_step: int | None = None, ) -> None: """Generate a simulated terrain corrected image from a Sentinel-1 product.""" client_kwargs = json.loads(client_kwargs_json) real_chunks = chunks if chunks > 0 else None real_seed_step = (seed_step, seed_step) if seed_step is not None else None logging.basicConfig(level=logging.INFO) product = sentinel1.Sentinel1SarProduct( product_urlpath, measurement_group, ) apps.terrain_correction( product, dem_urlpath, correct_radiometry="gamma_bilinear", simulated_urlpath=simulated_urlpath, grouping_area_factor=grouping_area_factor, enable_dask_distributed=enable_dask_distributed, client_kwargs=client_kwargs, chunks=real_chunks, seed_step=real_seed_step, ) @app.command() def rtc( product_urlpath: str, measurement_group: str, dem_urlpath: str, output_urlpath: str = "RTC.tif", enable_dask_distributed: bool = False, client_kwargs_json: str = '{"processes": false}', chunks: int = 1024, grouping_area_factor: Tuple[float, float] = (3.0, 3.0), seed_step: int | None = None, ) -> None: """Generate a radiometrically terrain corrected (RTC) image from Sentinel-1 product.""" client_kwargs = json.loads(client_kwargs_json) real_chunks = chunks if chunks > 0 else None real_seed_step = (seed_step, seed_step) if seed_step is not None else None logging.basicConfig(level=logging.INFO) product = sentinel1.Sentinel1SarProduct( product_urlpath, measurement_group, ) apps.terrain_correction( product, dem_urlpath, correct_radiometry="gamma_bilinear", output_urlpath=output_urlpath, grouping_area_factor=grouping_area_factor, enable_dask_distributed=enable_dask_distributed, client_kwargs=client_kwargs, chunks=real_chunks, seed_step=real_seed_step, ) if __name__ == "__main__": app() sarsen-0.9.6/sarsen/apps.py000066400000000000000000000306631521643557300156540ustar00rootroot00000000000000import logging from typing import Any, Container from unittest import mock import dask import numpy as np import rioxarray import xarray as xr from . import chunking, datamodel, geocoding, orbit, radiometry, scene logger = logging.getLogger(__name__) SPEED_OF_LIGHT = 299_792_458.0 # m / s def make_simulate_acquisition_template( template_raster: xr.DataArray, correct_radiometry: str | None = None, ) -> xr.Dataset: acquisition_template = xr.Dataset( data_vars={ "slant_range_time": template_raster, "azimuth_time": template_raster.astype("datetime64[ns]"), } ) include_variables = {"slant_range_time", "azimuth_time"} if correct_radiometry is not None: acquisition_template["gamma_area"] = template_raster include_variables.add("gamma_area") return acquisition_template def simulate_acquisition( dem_ecef: xr.DataArray, orbit_interpolator: orbit.OrbitPolyfitInterpolator, include_variables: Container[str] = (), azimuth_time: xr.DataArray | float = 0.0, **kwargs: Any, ) -> xr.Dataset: """Compute the image coordinates of the DEM given the satellite orbit.""" acquisition = geocoding.backward_geocode( dem_ecef, orbit_interpolator, azimuth_time, **kwargs ) slant_range = (acquisition.dem_distance**2).sum(dim="axis") ** 0.5 slant_range_time = 2.0 / SPEED_OF_LIGHT * slant_range acquisition["slant_range_time"] = slant_range_time if include_variables and "gamma_area" in include_variables: gamma_area = radiometry.compute_gamma_area( dem_ecef, acquisition.dem_distance / slant_range ) acquisition["gamma_area"] = gamma_area for data_var_name in acquisition.data_vars: if include_variables and data_var_name not in include_variables: acquisition = acquisition.drop_vars(data_var_name) # type: ignore # drop coordinates that are not associated with any data variable for coord_name in acquisition.coords: if all(coord_name not in dv.coords for dv in acquisition.data_vars.values()): acquisition = acquisition.drop_vars(coord_name) # type: ignore return acquisition def geocode_grd_chunk( acquisition: xr.Dataset, product: datamodel.GroundRangeSarProduct, dask_config: dict[str, Any] = {}, **kwargs: Any, ) -> xr.DataArray: beta_nought = product.beta_nought() if acquisition.slant_range_time.size > 0: ground_range = product.slant_range_time_to_ground_range( acquisition.azimuth_time, acquisition.slant_range_time, ) geocoded = beta_nought.interp( azimuth_time=acquisition.azimuth_time, ground_range=ground_range, **kwargs ).drop_vars(["azimuth_time", "ground_range"]) with dask.config.set({"scheduler": "threads"} | dask_config): geocoded = geocoded.compute() else: # This ensures map_blocks auto-detect the template geocoded = acquisition.slant_range_time return geocoded.rename("gtc").assign_attrs(beta_nought.attrs) def map_simulate_acquisition( dem_ecef: xr.DataArray, orbit_interpolator: orbit.OrbitPolyfitInterpolator, template_raster: xr.DataArray | None = None, correct_radiometry: str | None = None, **kwargs: Any, ) -> xr.Dataset: if template_raster is None: template_raster = dem_ecef.isel(axis=0).drop_vars(["axis", "spatial_ref"]) * 0.0 acquisition_template = make_simulate_acquisition_template( template_raster, correct_radiometry ) acquisition = xr.map_blocks( simulate_acquisition, dem_ecef.drop_vars("spatial_ref"), kwargs={ "orbit_interpolator": orbit_interpolator, "include_variables": list(acquisition_template.data_vars), } | kwargs, template=acquisition_template, ) return acquisition def do_terrain_correction( product: datamodel.SarProduct, dem_raster: xr.DataArray, convert_to_dem_ecef_kwargs: dict[str, Any] = {}, correct_radiometry: str | None = None, interp_method: xr.core.types.InterpOptions = "nearest", grouping_area_factor: tuple[float, float] = (3.0, 3.0), radiometry_chunks: int = 2048, radiometry_bound: int = 128, seed_step: tuple[int, int] | None = None, persist_simulation: bool = False, ) -> tuple[xr.DataArray, xr.DataArray | None]: logger.info("pre-process DEM") dem_ecef = xr.map_blocks( scene.convert_to_dem_ecef, dem_raster, kwargs=convert_to_dem_ecef_kwargs ) logger.info("simulate acquisition") template_raster = dem_ecef.isel(axis=0).drop_vars(["axis", "spatial_ref"]) * 0.0 orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position( product.state_vectors() ) acquisition = map_simulate_acquisition( dem_ecef, orbit_interpolator, correct_radiometry=correct_radiometry, seed_step=seed_step, ) simulated_beta_nought = None if correct_radiometry is not None: logger.info("simulate radiometry") grid_parameters = product.grid_parameters(grouping_area_factor) if correct_radiometry == "gamma_bilinear": gamma_weights = radiometry.gamma_weights_bilinear elif correct_radiometry == "gamma_nearest": gamma_weights = radiometry.gamma_weights_nearest simulated_beta_nought = chunking.map_overlap( obj=acquisition, function=gamma_weights, chunks=radiometry_chunks, bound=radiometry_bound, kwargs=grid_parameters, template=template_raster, ) if persist_simulation: simulated_beta_nought = simulated_beta_nought.persist() simulated_beta_nought.attrs["long_name"] = "terrain-simulated beta nought" simulated_beta_nought.x.attrs.update(dem_ecef.x.attrs) simulated_beta_nought.y.attrs.update(dem_ecef.y.attrs) simulated_beta_nought.rio.write_crs(dem_ecef.rio.crs, inplace=True) logger.info("terrain-correct image") if product.product_type == "GRD": # optimized GRD processing geocoded = xr.map_blocks( geocode_grd_chunk, acquisition, kwargs={"product": product, "method": interp_method}, ) else: beta_nought = product.beta_nought() # HACK: we monkey-patch away an optimisation in xr.DataArray.interp that actually makes # the interpolation much slower when indeces are dask arrays. with mock.patch("xarray.core.missing._localize", lambda o, i: (o, i)): geocoded = product.interp_sar( beta_nought, azimuth_time=acquisition.azimuth_time, slant_range_time=acquisition.slant_range_time, method=interp_method, ) if correct_radiometry is not None: assert simulated_beta_nought is not None geocoded = geocoded / simulated_beta_nought geocoded.attrs["long_name"] = "terrain-corrected gamma nought" geocoded.x.attrs.update(dem_ecef.x.attrs) geocoded.y.attrs.update(dem_ecef.y.attrs) geocoded.rio.write_crs(dem_ecef.rio.crs, inplace=True) return geocoded, simulated_beta_nought def terrain_correction( product: datamodel.SarProduct, dem_urlpath: str, output_urlpath: str | None = "GTC.tif", simulated_urlpath: str | None = None, correct_radiometry: str | None = None, interp_method: xr.core.types.InterpOptions = "nearest", grouping_area_factor: tuple[float, float] = (3.0, 3.0), open_dem_raster_kwargs: dict[str, Any] = {}, dem_raster_sel: dict[str, slice] = {}, chunks: int | None = 1024, radiometry_chunks: int = 2048, radiometry_bound: int = 128, enable_dask_distributed: bool = False, client_kwargs: dict[str, Any] = {"processes": False}, seed_step: tuple[int, int] | None = None, convert_to_dem_ecef_kwargs: dict[str, Any] = {}, ) -> xr.DataArray: """Apply the terrain-correction to sentinel-1 SLC and GRD products. :param product: SarProduct instance representing the input data :param dem_urlpath: dem path or url :param output_urlpath: output path or url :param correct_radiometry: default `None`. If `correct_radiometry=None`the radiometric terrain correction is not applied. `correct_radiometry=gamma_bilinear` applies the gamma flattening classic algorithm using bilinear interpolation to compute the weights. `correct_radiometry=gamma_nearest` applies the gamma flattening using nearest neighbours instead of bilinear interpolation. 'gamma_nearest' significantly reduces the processing time :param interp_method: interpolation method for product resampling. The interpolation methods are the methods supported by ``xarray.DataArray.interp`` :param grouping_area_factor: is a tuple of floats greater than 1. The default is `(1, 1)`. The `grouping_area_factor` can be increased (i) to speed up the processing or (ii) when the input DEM resolution is low. The Gamma Flattening usually works properly if the pixel size of the input DEM is much smaller than the pixel size of the input Sentinel-1 product. Otherwise, the output may have radiometric distortions. This problem can be avoided by increasing the `grouping_area_factor`. Be aware that `grouping_area_factor` too high may degrade the final result :param open_dem_raster_kwargs: additional keyword arguments passed on to ``xarray.open_dataset`` to open the `dem_urlpath` """ # rioxarray must be imported explicitly or accesses to `.rio` may fail in dask assert rioxarray.__version__ allowed_correct_radiometry = [None, "gamma_bilinear", "gamma_nearest"] if correct_radiometry not in allowed_correct_radiometry: raise ValueError( f"{correct_radiometry=}. Must be one of: {allowed_correct_radiometry}" ) if simulated_urlpath is not None and correct_radiometry is None: raise ValueError("Simulation cannot be saved") if output_urlpath is None and simulated_urlpath is None: raise ValueError("No output selected") allowed_product_types = ["GRD", "SLC"] if product.product_type not in allowed_product_types: raise ValueError( f"{product.product_type=}. Must be one of: {allowed_product_types}" ) output_chunks = chunks if chunks is not None else 512 to_raster_kwargs: dict[str, Any] = {} if enable_dask_distributed: from dask.distributed import Client, Lock client = Client(**client_kwargs) to_raster_kwargs["lock"] = Lock("rio", client=client) to_raster_kwargs["compute"] = False print(f"Dask distributed dashboard at: {client.dashboard_link}") logger.info(f"open DEM {dem_urlpath!r}") dem_raster = scene.open_dem_raster( dem_urlpath, chunks=chunks, **open_dem_raster_kwargs ) if dem_raster_sel: dem_raster = dem_raster.sel(dem_raster_sel) persist_simulation = False if simulated_urlpath is not None: persist_simulation = True geocoded, simulated_beta_nought = do_terrain_correction( product=product, dem_raster=dem_raster, correct_radiometry=correct_radiometry, interp_method=interp_method, grouping_area_factor=grouping_area_factor, radiometry_chunks=radiometry_chunks, radiometry_bound=radiometry_bound, seed_step=seed_step, convert_to_dem_ecef_kwargs=convert_to_dem_ecef_kwargs, persist_simulation=persist_simulation, ) if simulated_urlpath is not None: assert simulated_beta_nought is not None logger.info("save simulated") maybe_delayed = simulated_beta_nought.rio.to_raster( simulated_urlpath, dtype=np.float32, tiled=True, blockxsize=output_chunks, blockysize=output_chunks, compress="ZSTD", num_threads="ALL_CPUS", **to_raster_kwargs, ) if enable_dask_distributed: maybe_delayed.compute() if output_urlpath is None: assert simulated_beta_nought is not None return simulated_beta_nought logger.info("save output") maybe_delayed = geocoded.rio.to_raster( output_urlpath, dtype=np.float32, tiled=True, blockxsize=output_chunks, blockysize=output_chunks, compress="ZSTD", num_threads="ALL_CPUS", **to_raster_kwargs, ) if enable_dask_distributed: maybe_delayed.compute() return geocoded sarsen-0.9.6/sarsen/chunking.py000066400000000000000000000114651521643557300165160ustar00rootroot00000000000000import itertools import math from typing import Any, Callable import dask import xarray as xr def compute_chunks_1d( dim_size: int, chunks: int = 2048, bound: int = 128, ) -> tuple[list[slice], list[slice], list[slice]]: ext_slices = [] ext_slices_bound = [] int_slices = [] # -bound is needed to avoid to incorporate the last chunk, if smaller of bound in the previous chunk if dim_size > bound: number_of_chunks = int(math.ceil((dim_size - bound) / chunks)) else: number_of_chunks = 1 for n in range(number_of_chunks): l_int = n * chunks if n * chunks - bound > 0: l_ext = n * chunks - bound else: l_ext = 0 l_bound = l_int - l_ext if (n + 1) * chunks + bound < dim_size: r_ext = (n + 1) * chunks + bound r_int = (n + 1) * chunks r_bound = chunks + l_bound else: r_ext = dim_size r_int = dim_size r_bound = r_ext - l_ext ext_slices.append(slice(l_ext, r_ext)) ext_slices_bound.append(slice(l_bound, r_bound)) int_slices.append(slice(l_int, r_int)) return ext_slices, ext_slices_bound, int_slices def compute_product( slices: list[list[slice]], dims_name: list[str] ) -> list[dict[str, slice]]: product: list[dict[str, slice]] = [] for slices_ in itertools.product(*slices): product.append({}) for dim, sl in zip(dims_name, slices_): product[-1][dim] = sl return product def compute_chunks( dims: dict[str, int] = {}, chunks: int = 2048, bound: int = 128, ) -> tuple[list[dict[str, slice]], list[dict[str, slice]], list[dict[str, slice]]]: ext_slices_ = [] ext_slices_bound_ = [] int_slices_ = [] for dim_size in dims.values(): ec, ecb, ic = compute_chunks_1d(dim_size, chunks=chunks, bound=bound) ext_slices_.append(ec) ext_slices_bound_.append(ecb) int_slices_.append(ic) ext_slices = compute_product(ext_slices_, list(dims)) ext_slices_bound = compute_product(ext_slices_bound_, list(dims)) int_slices = compute_product(int_slices_, list(dims)) return ext_slices, ext_slices_bound, int_slices def sync_map_overlap( function: Callable[..., xr.DataArray], obj: xr.Dataset | xr.DataArray, chunks: int = 2048, bound: int = 128, kwargs: dict[Any, Any] = {}, template: xr.DataArray | None = None, ) -> xr.DataArray: dims = {} for d in obj.dims: dims[str(d)] = len(obj[d]) if isinstance(obj, xr.Dataset): if template is None: raise ValueError( "template argument is mandatory if obj is type of xr.Dataset" ) elif isinstance(obj, xr.DataArray): if template is None: template = obj ext_chunks, ext_chunks_bounds, int_chunks = compute_chunks( dims, chunks, bound ) # type ignore try: from dask.array import empty_like except ModuleNotFoundError: from numpy import empty_like # type: ignore out = xr.DataArray(empty_like(template.data), dims=template.dims) # type: ignore out.coords.update(obj.coords) for ext_chunk, ext_chunk_bounds, int_chunk in zip( ext_chunks, ext_chunks_bounds, int_chunks ): out_chunk = function(obj.isel(ext_chunk), **kwargs) out[int_chunk] = out_chunk.isel(ext_chunk_bounds) return out def apply_dask_overlap( obj: xr.Dataset, depth: int = 128, boundary: Any = "none", func: Any = dask.array.overlap.overlap, **kwargs: Any, ) -> xr.Dataset: obj = obj.reset_index(list(obj.chunksizes)).chunk(obj.chunksizes) coords = {} for name, dataarray in obj.coords.items(): data = func(dataarray.data, depth=depth, boundary=boundary, **kwargs) coords[name] = xr.DataArray( data, dims=dataarray.dims, name=name, attrs=dataarray.attrs ) data_vars = {} for name, dataarray in obj.data_vars.items(): data = func(dataarray.data, depth=depth, boundary=boundary, **kwargs) data_vars[name] = xr.DataArray( data, dims=dataarray.dims, name=name, attrs=dataarray.attrs ) return xr.Dataset(data_vars, coords=coords, attrs=obj.attrs) def simple_dask_map_overlap( function: Callable[..., xr.DataArray], obj: xr.Dataset, chunks: int = 2048, bound: int = 128, kwargs: dict[Any, Any] = {}, template: xr.DataArray | None = None, ) -> xr.DataArray: obj_ovelap = apply_dask_overlap(obj, depth=bound, allow_rechunk=False) result_overlap = xr.map_blocks(function, obj_ovelap, kwargs=kwargs) mapped = apply_dask_overlap( result_overlap.to_dataset(), depth=bound, func=dask.array.overlap.trim_overlap ) return mapped.data_vars[result_overlap.name] map_overlap = simple_dask_map_overlap sarsen-0.9.6/sarsen/datamodel.py000066400000000000000000000051361521643557300166400ustar00rootroot00000000000000import abc from typing import Any import xarray as xr class SarProduct(abc.ABC): def __init__(self, *args: Any, **kwargs: Any) -> None: pass @property @abc.abstractmethod def product_type(self) -> str: ... @abc.abstractmethod def state_vectors(self) -> xr.DataArray: ... @abc.abstractmethod def beta_nought(self) -> xr.DataArray: ... @abc.abstractmethod def interp_sar( self, data: xr.DataArray, azimuth_time: xr.DataArray, slant_range_time: xr.DataArray | None = None, method: xr.core.types.InterpOptions = "nearest", ground_range: xr.DataArray | None = None, ) -> xr.DataArray: ... # FIXME: design a better interface @abc.abstractmethod def grid_parameters( self, grouping_area_factor: tuple[float, float] = (3.0, 3.0), ) -> dict[str, Any]: ... class GroundRangeSarProduct(SarProduct): @abc.abstractmethod def slant_range_time_to_ground_range( self, azimuth_time: xr.DataArray, slant_range_time: xr.DataArray ) -> xr.DataArray: ... def interp_sar( self, data: xr.DataArray, azimuth_time: xr.DataArray, slant_range_time: xr.DataArray | None = None, method: xr.core.types.InterpOptions = "nearest", ground_range: xr.DataArray | None = None, ) -> xr.DataArray: if ground_range is None: assert slant_range_time is not None ground_range = self.slant_range_time_to_ground_range( azimuth_time, slant_range_time ) interpolated = data.interp( azimuth_time=azimuth_time, ground_range=ground_range, method=method ) return interpolated.assign_attrs(data.attrs) class SlantRangeSarProduct(SarProduct): @abc.abstractmethod def complex_amplitude(self) -> xr.DataArray: ... def beta_nought(self) -> xr.DataArray: amplitude = self.complex_amplitude() assert amplitude.attrs["units"] == "m m-1" beta_nought = abs(amplitude) ** 2 return beta_nought.assign_attrs(long_name="beta nought", units="m2 m-2") def interp_sar( self, data: xr.DataArray, azimuth_time: xr.DataArray, slant_range_time: xr.DataArray | None = None, method: xr.core.types.InterpOptions = "nearest", ground_range: xr.DataArray | None = None, ) -> xr.DataArray: assert ground_range is None interpolated = data.interp( azimuth_time=azimuth_time, slant_range_time=slant_range_time, method=method ) return interpolated.assign_attrs(data.attrs) sarsen-0.9.6/sarsen/geocoding.py000066400000000000000000000163461521643557300166510ustar00rootroot00000000000000"""Reference "Guide to Sentinel-1 Geocoding" UZH-S1-GC-AD 1.10 26.03.2019. See: https://sentinel.esa.int/documents/247904/0/Guide-to-Sentinel-1-Geocoding.pdf/e0450150-b4e9-4b2d-9b32-dadf989d3bd3 """ import functools from typing import Any, Callable, TypeVar import numpy as np import numpy.typing as npt import xarray as xr from . import orbit ArrayLike = TypeVar("ArrayLike", bound=npt.ArrayLike) FloatArrayLike = TypeVar("FloatArrayLike", bound=npt.ArrayLike) def secant_method( ufunc: Callable[[ArrayLike], tuple[FloatArrayLike, Any]], t_prev: ArrayLike, t_curr: ArrayLike, diff_ufunc: float = 1.0, diff_t: Any = 1e-6, maxiter: int = 10, ) -> tuple[ArrayLike, ArrayLike, FloatArrayLike, int, Any]: """Return the root of ufunc calculated using the secant method.""" # implementation modified from https://en.wikipedia.org/wiki/Secant_method f_prev, _ = ufunc(t_prev) # strong convergence, all points below one of the two thresholds for k in range(maxiter): f_curr, payload_curr = ufunc(t_curr) # print(f"{f_curr / 7500}") # the `not np.any` construct let us accept `np.nan` as good values if not np.any((np.abs(f_curr) > diff_ufunc)): break t_diff = t_curr - t_prev # type: ignore # the `not np.any` construct let us accept `np.nat` as good values if not np.any(np.abs(t_diff) > diff_t): break q = f_curr - f_prev # type: ignore # NOTE: in same cases f_curr * t_diff overflows datetime64[ns] before the division by q t_prev, t_curr = t_curr, t_curr - np.where(q != 0, f_curr / q, 0) * t_diff # type: ignore f_prev = f_curr return t_curr, t_prev, f_curr, k, payload_curr def newton_raphson_method( ufunc: Callable[[ArrayLike], tuple[FloatArrayLike, Any]], ufunc_prime: Callable[[ArrayLike, Any], FloatArrayLike], t_curr: ArrayLike, diff_ufunc: float = 1.0, diff_t: Any = 1e-6, maxiter: int = 10, ) -> tuple[ArrayLike, FloatArrayLike, int, Any]: """Return the root of ufunc calculated using the Newton method.""" # implementation based on https://en.wikipedia.org/wiki/Newton%27s_method # strong convergence, all points below one of the two thresholds for k in range(maxiter): f_curr, payload_curr = ufunc(t_curr) # print(f"{f_curr / 7500}") # the `not np.any` construct let us accept `np.nan` as good values if not np.any((np.abs(f_curr) > diff_ufunc)): break fp_curr = ufunc_prime(t_curr, payload_curr) t_diff = f_curr / fp_curr # type: ignore # the `not np.any` construct let us accept `np.nat` as good values if not np.any(np.abs(t_diff) > diff_t): break t_curr = t_curr - t_diff # type: ignore return t_curr, f_curr, k, payload_curr def zero_doppler_plane_distance_velocity( dem_ecef: xr.DataArray, orbit_interpolator: orbit.OrbitPolyfitInterpolator, orbit_time: xr.DataArray, dim: str = "axis", ) -> tuple[xr.DataArray, tuple[xr.DataArray, xr.DataArray]]: dem_distance = dem_ecef - orbit_interpolator.position_from_orbit_time(orbit_time) satellite_velocity = orbit_interpolator.velocity_from_orbit_time(orbit_time) plane_distance_velocity = (dem_distance * satellite_velocity).sum(dim, skipna=False) return plane_distance_velocity, (dem_distance, satellite_velocity) def zero_doppler_plane_distance_velocity_prime( orbit_interpolator: orbit.OrbitPolyfitInterpolator, orbit_time: xr.DataArray, payload: tuple[xr.DataArray, xr.DataArray], dim: str = "axis", ) -> xr.DataArray: dem_distance, satellite_velocity = payload plane_distance_velocity_prime = ( dem_distance * orbit_interpolator.acceleration_from_orbit_time(orbit_time) - satellite_velocity**2 ).sum(dim) return plane_distance_velocity_prime def backward_geocode_simple( dem_ecef: xr.DataArray, orbit_interpolator: orbit.OrbitPolyfitInterpolator, orbit_time_guess: xr.DataArray | float = 0.0, dim: str = "axis", zero_doppler_distance: float = 1.0, satellite_speed: float = 7_500.0, method: str = "secant", orbit_time_prev_shift: float = -0.1, maxiter: int = 10, ) -> tuple[xr.DataArray, xr.DataArray, xr.DataArray]: diff_ufunc = zero_doppler_distance * satellite_speed zero_doppler = functools.partial( zero_doppler_plane_distance_velocity, dem_ecef, orbit_interpolator ) if isinstance(orbit_time_guess, xr.DataArray): pass else: t_template = dem_ecef.isel({dim: 0}).drop_vars(dim).rename("azimuth_time") orbit_time_guess = xr.full_like( t_template, orbit_time_guess, dtype="float64", ) if method == "secant": orbit_time_guess_prev = orbit_time_guess + orbit_time_prev_shift orbit_time, _, _, k, (dem_distance, satellite_velocity) = secant_method( zero_doppler, orbit_time_guess_prev, orbit_time_guess, diff_ufunc, maxiter=maxiter, ) elif method in {"newton", "newton_raphson"}: zero_doppler_prime = functools.partial( zero_doppler_plane_distance_velocity_prime, orbit_interpolator ) orbit_time, _, k, (dem_distance, satellite_velocity) = newton_raphson_method( zero_doppler, zero_doppler_prime, orbit_time_guess, diff_ufunc, maxiter=maxiter, ) # print(f"iterations: {k}") return orbit_time, dem_distance, satellite_velocity def backward_geocode( dem_ecef: xr.DataArray, orbit_interpolator: orbit.OrbitPolyfitInterpolator, orbit_time_guess: xr.DataArray | float = 0.0, dim: str = "axis", zero_doppler_distance: float = 1.0, satellite_speed: float = 7_500.0, method: str = "newton", seed_step: tuple[int, int] | None = None, maxiter: int = 10, maxiter_after_seed: int = 1, orbit_time_prev_shift: float = -0.1, ) -> xr.Dataset: if seed_step is not None: dem_ecef_seed = dem_ecef.isel( y=slice(seed_step[0] // 2, None, seed_step[0]), x=slice(seed_step[1] // 2, None, seed_step[1]), ) orbit_time_seed, _, _ = backward_geocode_simple( dem_ecef_seed, orbit_interpolator, orbit_time_guess, dim, zero_doppler_distance, satellite_speed, method, orbit_time_prev_shift=orbit_time_prev_shift, ) orbit_time_guess = orbit_time_seed.interp_like( dem_ecef.sel(axis=0), kwargs={"fill_value": "extrapolate"} ) maxiter = maxiter_after_seed orbit_time, dem_distance, satellite_velocity = backward_geocode_simple( dem_ecef, orbit_interpolator, orbit_time_guess, dim, zero_doppler_distance, satellite_speed, method, maxiter=maxiter, orbit_time_prev_shift=orbit_time_prev_shift, ) acquisition = xr.Dataset( data_vars={ "azimuth_time": orbit_interpolator.orbit_time_to_azimuth_time(orbit_time), "dem_distance": dem_distance, "satellite_velocity": satellite_velocity.transpose(*dem_distance.dims), } ) return acquisition sarsen-0.9.6/sarsen/orbit.py000066400000000000000000000115551521643557300160270ustar00rootroot00000000000000import functools from typing import Any import attrs import numpy as np import pandas as pd import xarray as xr S_TO_NS = 10**9 def polyder(coefficients: xr.DataArray) -> xr.DataArray: # TODO: raise if "degree" coord is not decreasing derivative_coefficients = coefficients.isel(degree=slice(1, None)).copy() for degree in coefficients.coords["degree"].values[:-1]: derivative_coefficients.loc[{"degree": degree - 1}] = ( coefficients.loc[{"degree": degree}] * degree ) return derivative_coefficients def orbit_time_to_azimuth_time( orbit_time: xr.DataArray, epoch: np.datetime64 ) -> xr.DataArray: azimuth_time = orbit_time * np.timedelta64(S_TO_NS, "ns") + epoch return azimuth_time.rename("azimuth_time") def azimuth_time_to_orbit_time( azimuth_time: xr.DataArray, epoch: np.datetime64 ) -> xr.DataArray: orbit_time = (azimuth_time - epoch) / np.timedelta64(S_TO_NS, "ns") return orbit_time.rename("orbit_time") @attrs.define class OrbitPolyfitInterpolator: coefficients: xr.DataArray epoch: np.datetime64 interval: tuple[np.datetime64, np.datetime64] @classmethod def from_position( cls, position: xr.DataArray, dim: str = "azimuth_time", deg: int = 5, epoch: np.datetime64 | None = None, interval: tuple[np.datetime64, np.datetime64] | None = None, ) -> "OrbitPolyfitInterpolator": time = position.coords[dim] if epoch is None: # NOTE: summing two datetime64 is not defined and we cannot use: # `(time[0] + time[-1]) / 2` directly epoch = time.values[0] + (time.values[-1] - time.values[0]) / 2 if interval is None: interval = (time.values[0], time.values[-1]) orbit_time = azimuth_time_to_orbit_time(time, epoch) data = position.assign_coords({dim: orbit_time}) polyfit_results = data.polyfit(dim=dim, deg=deg) # TODO: raise if the fit is not good enough return cls(polyfit_results.polyfit_coefficients, epoch, interval) def orbit_time_to_azimuth_time(self, azimuth_time: xr.DataArray) -> xr.DataArray: return orbit_time_to_azimuth_time(azimuth_time, self.epoch) def azimuth_time_to_orbit_time(self, orbit_time: xr.DataArray) -> xr.DataArray: return azimuth_time_to_orbit_time(orbit_time, self.epoch) def azimuth_time_range(self, freq_s: float = 0.02) -> xr.DataArray: azimuth_time_values = pd.date_range( start=self.interval[0], end=self.interval[-1], freq=pd.Timedelta(freq_s, "s"), ).values return xr.DataArray( azimuth_time_values, coords={"azimuth_time": azimuth_time_values}, name="azimuth_time", ) def position_from_orbit_time(self, orbit_time: xr.DataArray) -> xr.DataArray: position = xr.polyval(orbit_time, self.coefficients) return position.rename("position") def position(self, time: xr.DataArray | None = None, **kwargs: Any) -> xr.DataArray: if time is None: time = self.azimuth_time_range(**kwargs) assert time.dtype.name in ("datetime64[ns]", "timedelta64[ns]") position = self.position_from_orbit_time(self.azimuth_time_to_orbit_time(time)) return position.assign_coords({time.name: time}) @functools.cached_property def velocity_coefficients(self) -> xr.DataArray: return polyder(self.coefficients) def velocity_from_orbit_time(self, orbit_time: xr.DataArray) -> xr.DataArray: velocity = xr.polyval(orbit_time, self.velocity_coefficients) return velocity.rename("velocity") def velocity(self, time: xr.DataArray | None = None, **kwargs: Any) -> xr.DataArray: if time is None: time = self.azimuth_time_range(**kwargs) assert time.dtype.name in ("datetime64[ns]", "timedelta64[ns]") velocity = self.velocity_from_orbit_time(self.azimuth_time_to_orbit_time(time)) return velocity.assign_coords({time.name: time}) @functools.cached_property def acceleration_coefficients(self) -> xr.DataArray: return polyder(self.velocity_coefficients) def acceleration_from_orbit_time(self, orbit_time: xr.DataArray) -> xr.DataArray: velocity = xr.polyval(orbit_time, self.acceleration_coefficients) return velocity.rename("acceleration") def acceleration( self, time: xr.DataArray | None = None, **kwargs: Any ) -> xr.DataArray: if time is None: time = self.azimuth_time_range(**kwargs) assert time.dtype.name in ("datetime64[ns]", "timedelta64[ns]") acceleration = self.acceleration_from_orbit_time( self.azimuth_time_to_orbit_time(time) ) return acceleration.assign_coords({time.name: time}) # keep wrong spelling used elsewhere OrbitPolyfitIterpolator = OrbitPolyfitInterpolator sarsen-0.9.6/sarsen/py.typed000066400000000000000000000000001521643557300160140ustar00rootroot00000000000000sarsen-0.9.6/sarsen/radiometry.py000066400000000000000000000117161521643557300170660ustar00rootroot00000000000000import logging from unittest import mock import flox.xarray import numpy as np import xarray as xr from . import scene logger = logging.getLogger(__name__) ONE_SECOND = np.timedelta64(10**9, "ns") def sum_weights( initial_weights: xr.DataArray, azimuth_index: xr.DataArray, slant_range_index: xr.DataArray, multilook: tuple[int, int] | None = None, ) -> xr.DataArray: geocoded = initial_weights.assign_coords( slant_range_index=slant_range_index, azimuth_index=azimuth_index ) flat_sum: xr.DataArray = flox.xarray.xarray_reduce( geocoded, geocoded.slant_range_index, geocoded.azimuth_index, func="sum", method="map-reduce", ) if multilook: flat_sum = flat_sum.rolling( azimuth_index=multilook[0], slant_range_index=multilook[1], center=True, min_periods=multilook[0] * multilook[1] // 2 + 1, ).mean() with mock.patch("xarray.core.missing._localize", lambda o, i: (o, i)): weights_sum = flat_sum.interp( slant_range_index=slant_range_index, azimuth_index=azimuth_index, method="nearest", ) return weights_sum def compute_gamma_area( dem_ecef: xr.DataArray, dem_direction: xr.DataArray, ) -> xr.DataArray: dem_oriented_area = scene.compute_dem_oriented_area(dem_ecef) gamma_area: xr.DataArray = xr.dot(dem_oriented_area, -dem_direction, dim="axis") gamma_area = gamma_area.where(gamma_area > 0, 0) return gamma_area def gamma_weights_bilinear( dem_coords: xr.Dataset, slant_range_time0: float, azimuth_time0: np.datetime64, slant_range_time_interval_s: float, azimuth_time_interval_s: float, slant_range_spacing_m: float = 1.0, azimuth_spacing_m: float = 1.0, ) -> xr.DataArray: if dem_coords.data_vars["slant_range_time"].size == 0: return dem_coords.data_vars["slant_range_time"] # compute dem image coordinates azimuth_index = ((dem_coords.azimuth_time - azimuth_time0) / ONE_SECOND) / ( azimuth_time_interval_s ) slant_range_index = (dem_coords.slant_range_time - slant_range_time0) / ( slant_range_time_interval_s ) slant_range_index_0 = np.floor(slant_range_index).astype(int).compute() slant_range_index_1 = np.ceil(slant_range_index).astype(int).compute() azimuth_index_0 = np.floor(azimuth_index).astype(int).compute() azimuth_index_1 = np.ceil(azimuth_index).astype(int).compute() logger.info("compute gamma areas 1/4") w_00 = abs( (azimuth_index_1 - azimuth_index) * (slant_range_index_1 - slant_range_index) ) tot_area_00 = sum_weights( dem_coords["gamma_area"] * w_00, azimuth_index=azimuth_index_0, slant_range_index=slant_range_index_0, ) logger.info("compute gamma areas 2/4") w_01 = abs( (azimuth_index_1 - azimuth_index) * (slant_range_index_0 - slant_range_index) ) tot_area_01 = sum_weights( dem_coords["gamma_area"] * w_01, azimuth_index=azimuth_index_0, slant_range_index=slant_range_index_1, ) logger.info("compute gamma areas 3/4") w_10 = abs( (azimuth_index_0 - azimuth_index) * (slant_range_index_1 - slant_range_index) ) tot_area_10 = sum_weights( dem_coords["gamma_area"] * w_10, azimuth_index=azimuth_index_1, slant_range_index=slant_range_index_0, ) logger.info("compute gamma areas 4/4") w_11 = abs( (azimuth_index_0 - azimuth_index) * (slant_range_index_0 - slant_range_index) ) tot_area_11 = sum_weights( dem_coords["gamma_area"] * w_11, azimuth_index=azimuth_index_1, slant_range_index=slant_range_index_1, ) tot_area = tot_area_00 + tot_area_01 + tot_area_10 + tot_area_11 normalized_area = tot_area / (azimuth_spacing_m * slant_range_spacing_m) return normalized_area.drop_vars(["azimuth_index"]) def gamma_weights_nearest( dem_coords: xr.Dataset, slant_range_time0: float, azimuth_time0: np.datetime64, slant_range_time_interval_s: float, azimuth_time_interval_s: float, slant_range_spacing_m: float = 1.0, azimuth_spacing_m: float = 1.0, ) -> xr.DataArray: if dem_coords.data_vars["slant_range_time"].size == 0: return dem_coords.data_vars["slant_range_time"] # compute dem image coordinates azimuth_index = np.round( (dem_coords.azimuth_time - azimuth_time0) / ONE_SECOND / azimuth_time_interval_s ).astype(int) slant_range_index = np.round( (dem_coords.slant_range_time - slant_range_time0) / slant_range_time_interval_s ).astype(int) logger.info("compute gamma areas 1/1") tot_area = sum_weights( dem_coords["gamma_area"], azimuth_index=azimuth_index, slant_range_index=slant_range_index, ) normalized_area = tot_area / (azimuth_spacing_m * slant_range_spacing_m) return normalized_area.drop_vars(["slant_range_index", "azimuth_index"]) sarsen-0.9.6/sarsen/scene.py000066400000000000000000000123731521643557300160040ustar00rootroot00000000000000import logging from typing import Any import numpy as np import numpy.typing as npt import xarray as xr from rasterio import warp LOGGER = logging.getLogger(__name__) # Earth-Centered, Earth-Fixed Coordinate Reference System used to express satellite orbit # https://en.wikipedia.org/wiki/Earth-centered,_Earth-fixed_coordinate_system # https://spatialreference.org/ref/epsg/wgs-84-2/ ECEF_CRS = "EPSG:4978" def open_dem_raster( dem_urlpath: str, engine: str = "rasterio", **kwargs: Any ) -> xr.DataArray: dem_raster = xr.open_dataarray(dem_urlpath, engine=engine, **kwargs) if dem_raster.y.diff("y").values[0] < 0: dem_raster = dem_raster.isel(y=slice(None, None, -1)) dem_raster.attrs["long_name"] = "elevation" dem_raster.attrs["units"] = "m" dem_raster = dem_raster.rename("dem").squeeze(drop=True) return dem_raster def make_nd_dataarray(das: list[xr.DataArray], dim: str = "axis") -> xr.DataArray: da_nd = xr.concat(das, dim=dim, coords="minimal") dim_attrs = {"long_name": "cartesian axis index", "units": 1} return da_nd.assign_coords({dim: (dim, range(len(das)), dim_attrs)}) def convert_to_dem_3d( dem_raster: xr.DataArray, dim: str = "axis", x: str = "x", y: str = "y", dtype: str = "float64", ) -> xr.DataArray: _, dem_raster_x = xr.broadcast(dem_raster, dem_raster.coords[x].astype(dtype)) dem_raster_y = dem_raster.coords[y].astype(dtype) dem_raster_astype = dem_raster.astype(dtype) dem_3d = make_nd_dataarray([dem_raster_x, dem_raster_y, dem_raster_astype], dim=dim) dem_3d.attrs.clear() dem_3d.attrs.update(dem_raster.attrs) return dem_3d.rename("dem_3d") def transform_dem_3d( dem_3d: xr.DataArray, source_crs: str | None = None, target_crs: str = ECEF_CRS, dim: str = "axis", ) -> xr.DataArray: if source_crs is None: source_crs = dem_3d.rio.crs try: x, y, z = warp.transform( source_crs, target_crs, dem_3d.sel({dim: 0}).values.flat, dem_3d.sel({dim: 1}).values.flat, dem_3d.sel({dim: 2}).values.flat, ) except Exception: # HACK: the very first call to warp.transform sometimes fails LOGGER.warn("rasterio.warp.transform failed, retrying...") x, y, z = warp.transform( source_crs, target_crs, dem_3d.sel({dim: 0}).values.flat, dem_3d.sel({dim: 1}).values.flat, dem_3d.sel({dim: 2}).values.flat, ) dem_3d_crs: xr.DataArray = xr.zeros_like(dem_3d) shape = dem_3d_crs.loc[{dim: 0}].shape dem_3d_crs.loc[{dim: 0}] = np.reshape(x, shape) dem_3d_crs.loc[{dim: 1}] = np.reshape(y, shape) dem_3d_crs.loc[{dim: 2}] = np.reshape(z, shape) return dem_3d_crs def upsample_coords( data: xr.DataArray, dtype: str | None = None, **factors: int ) -> dict[str, np.ndarray[Any, Any]]: coords = {} for dim, factor in factors.items(): coord = data.coords[dim] coord_delta = coord[1].values - coord[0].values start = coord[0].values - coord_delta / 2 + coord_delta / factor / 2 stop = coord[-1].values + coord_delta / 2 - coord_delta / factor / 2 values = np.linspace(start, stop, num=coord.size * factor, dtype=dtype) coords[dim] = values return coords def upsample( data: xr.DataArray, dtype: str | None = None, **factors: int ) -> xr.DataArray: coords = upsample_coords(data, dtype, **factors) return data.interp(coords, kwargs={"fill_value": "extrapolate"}) def convert_to_dem_ecef( dem_raster: xr.DataArray, x: str = "x", y: str = "y", **kwargs: Any ) -> xr.DataArray: dem_3d = convert_to_dem_3d(dem_raster, x=x, y=y) return transform_dem_3d(dem_3d, **kwargs) def compute_dem_oriented_area(dem_ecef: xr.DataArray) -> xr.DataArray: x_corners: npt.ArrayLike = np.concatenate( [ [dem_ecef.x[0] + (dem_ecef.x[0] - dem_ecef.x[1]) / 2], ((dem_ecef.x.shift(x=-1) + dem_ecef.x) / 2)[:-1].data, [dem_ecef.x[-1] + (dem_ecef.x[-1] - dem_ecef.x[-2]) / 2], ] ) y_corners: npt.ArrayLike = np.concatenate( [ [dem_ecef.y[0] + (dem_ecef.y[0] - dem_ecef.y[1]) / 2], ((dem_ecef.y.shift(y=-1) + dem_ecef.y) / 2)[:-1].data, [dem_ecef.y[-1] + (dem_ecef.y[-1] - dem_ecef.y[-2]) / 2], ] ) dem_ecef_corners = dem_ecef.interp( {"x": x_corners, "y": y_corners}, method="linear", kwargs={"fill_value": "extrapolate"}, ) dx = dem_ecef_corners.diff("x", 1) dy = dem_ecef_corners.diff("y", 1) dx1 = dx.isel(y=slice(1, None)).assign_coords(dem_ecef.coords) dy1 = dy.isel(x=slice(1, None)).assign_coords(dem_ecef.coords) dx2 = dx.isel(y=slice(None, -1)).assign_coords(dem_ecef.coords) dy2 = dy.isel(x=slice(None, -1)).assign_coords(dem_ecef.coords) cross_1 = xr.cross(dx1, dy1, dim="axis") / 2 sign_1 = np.sign( xr.dot(cross_1, dem_ecef, dim="axis") ) # ensure direction out of DEM cross_2 = xr.cross(dx2, dy2, dim="axis") / 2 sign_2 = np.sign( xr.dot(cross_2, dem_ecef, dim="axis") ) # ensure direction out of DEM dem_oriented_area: xr.DataArray = cross_1 * sign_1 + cross_2 * sign_2 return dem_oriented_area.rename("dem_oriented_area") sarsen-0.9.6/sarsen/sentinel1.py000066400000000000000000000207011521643557300166030ustar00rootroot00000000000000import functools from typing import Any import attrs import numpy as np import xarray as xr import xarray_sentinel import sarsen try: import dask # noqa: F401 DEFAULT_MEASUREMENT_CHUNKS: int | None = 2048 except ModuleNotFoundError: DEFAULT_MEASUREMENT_CHUNKS = None SPEED_OF_LIGHT = 299_792_458.0 # m / s def open_dataset_autodetect( product_urlpath: str, group: str | None = None, chunks: int | dict[str, int] | None = None, check_files_exist: bool = False, **kwargs: Any, ) -> tuple[xr.Dataset, dict[str, Any]]: kwargs.setdefault("engine", "sentinel-1") try: ds = xr.open_dataset( product_urlpath, group=group, chunks=chunks, check_files_exist=check_files_exist, **kwargs, ) except FileNotFoundError: # re-try with Planetary Computer option kwargs["override_product_files"] = ( "{dirname}/{prefix}{swath}-{polarization}{ext}" ) ds = xr.open_dataset(product_urlpath, group=group, chunks=chunks, **kwargs) return ds, kwargs def azimuth_slant_range_grid( attrs: dict[str, Any], grouping_area_factor: tuple[float, float] = (3.0, 3.0), ) -> dict[str, Any]: if attrs["product_type"] == "SLC": slant_range_spacing_m = ( attrs["range_pixel_spacing"] / np.sin(np.deg2rad(attrs["incidence_angle_mid_swath"])) * grouping_area_factor[1] ) else: slant_range_spacing_m = attrs["range_pixel_spacing"] * grouping_area_factor[1] slant_range_time_interval_s = ( slant_range_spacing_m * 2 / SPEED_OF_LIGHT # ignore type ) grid_parameters: dict[str, Any] = { "slant_range_time0": attrs["image_slant_range_time"], "slant_range_time_interval_s": slant_range_time_interval_s, "slant_range_spacing_m": slant_range_spacing_m, "azimuth_time0": np.datetime64(attrs["product_first_line_utc_time"]), "azimuth_time_interval_s": attrs["azimuth_time_interval"] * grouping_area_factor[0], "azimuth_spacing_m": attrs["azimuth_pixel_spacing"] * grouping_area_factor[0], } return grid_parameters @attrs.define(slots=False) class Sentinel1SarProduct(sarsen.GroundRangeSarProduct, sarsen.SlantRangeSarProduct): product_urlpath: str measurement_group: str | None = None measurement_chunks: int | dict[str, int] | None = DEFAULT_MEASUREMENT_CHUNKS kwargs: dict[str, Any] = {} def all_measurement_groups(self) -> list[str]: ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, check_files_exist=True, **self.kwargs ) measurement_groups = [g for g in ds.attrs["subgroups"] if g.count("/") == 1] return measurement_groups @property def measurement(self) -> xr.Dataset: ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=self.measurement_group, chunks=self.measurement_chunks, **self.kwargs, ) if ds.attrs["product_type"] == "SLC" and ds.attrs["mode"] == "IW": ds = xarray_sentinel.mosaic_slc_iw(ds) return ds @functools.cached_property def orbit(self) -> xr.Dataset: ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/orbit", **self.kwargs ) return ds.compute() @functools.cached_property def gcp(self) -> xr.Dataset: ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/gcp", **self.kwargs ) return ds.compute() @functools.cached_property def calibration(self) -> xr.Dataset: ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/calibration", **self.kwargs, ) return ds.compute() @functools.cached_property def coordinate_conversion(self) -> xr.Dataset | None: ds = None if self.product_type == "GRD": ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/coordinate_conversion", **self.kwargs, ) ds = ds.compute() return ds @functools.cached_property def azimuth_fm_rate(self) -> xr.Dataset | None: ds = None if self.product_type == "SLC": ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/azimuth_fm_rate", **self.kwargs, ) ds = ds.compute() return ds @functools.cached_property def dc_estimate(self) -> xr.Dataset | None: ds = None if self.product_type == "SLC": ds, self.kwargs = open_dataset_autodetect( self.product_urlpath, group=f"{self.measurement_group}/dc_estimate", **self.kwargs, ) ds = ds.compute() return ds # make class hashable to allow caching methods calls def __hash__(self) -> int: id = ( self.product_urlpath, self.measurement_group, repr(self.measurement_chunks), ) + tuple(repr(self.kwargs)) return hash(id) # SarProduct interaface @functools.cached_property def product_type(self) -> Any: prod_type = self.measurement.attrs["product_type"] assert isinstance(prod_type, str) return prod_type @functools.cache def beta_nought(self, persist: bool = False) -> xr.DataArray: measurement = self.measurement.data_vars["measurement"] beta_nought = xarray_sentinel.calibrate_intensity( measurement, self.calibration.betaNought ) if persist: beta_nought = beta_nought.persist() return beta_nought.drop_vars(["pixel", "line"]) def state_vectors(self) -> xr.DataArray: return self.orbit.data_vars["position"] def slant_range_time_to_ground_range( self, azimuth_time: xr.DataArray, slant_range_time: xr.DataArray ) -> xr.DataArray: assert self.coordinate_conversion is not None ground_range = xarray_sentinel.slant_range_time_to_ground_range( azimuth_time, slant_range_time, coordinate_conversion=self.coordinate_conversion, ) return ground_range def grid_parameters( self, grouping_area_factor: tuple[float, float] = (3.0, 3.0), ) -> dict[str, Any]: return azimuth_slant_range_grid(self.measurement.attrs, grouping_area_factor) def complex_amplitude(self) -> xr.DataArray: measurement = self.measurement.data_vars["measurement"] beta_nought = xarray_sentinel.calibrate_amplitude( measurement, self.calibration.betaNought ) beta_nought = beta_nought.drop_vars(["pixel", "line"]) return beta_nought def interp_sar(self, *args: Any, **kwargs: Any) -> xr.DataArray: if self.product_type == "GRD": return sarsen.GroundRangeSarProduct.interp_sar(self, *args, **kwargs) else: return sarsen.SlantRangeSarProduct.interp_sar(self, *args, **kwargs) @functools.cache def product_info(self, **kwargs: Any) -> dict[str, Any]: """Get information about the Sentinel-1 product.""" measurement_groups = self.all_measurement_groups() self.measurement_group = self.measurement_group or measurement_groups[0] gcp = self.gcp bbox = [ gcp.attrs["geospatial_lon_min"], gcp.attrs["geospatial_lat_min"], gcp.attrs["geospatial_lon_max"], gcp.attrs["geospatial_lat_max"], ] product_attrs = [ "product_type", "mode", "swaths", "transmitter_receiver_polarisations", "relative_orbit_number", "orbit_number", "mission_data_take_id", ] product_info = {} for attr_name in product_attrs: try: product_info[attr_name] = gcp.attrs[attr_name] except KeyError: pass product_info.update( { "measurement_groups": measurement_groups, "geospatial_bounds": gcp.attrs["geospatial_bounds"], "geospatial_bbox": bbox, } ) return product_info sarsen-0.9.6/tests/000077500000000000000000000000001521643557300141765ustar00rootroot00000000000000sarsen-0.9.6/tests/conftest.py000066400000000000000000000035321521643557300164000ustar00rootroot00000000000000import os import pytest import xarray as xr DATA_PATH = os.path.join(os.path.dirname(__file__), "data") @pytest.fixture def orbit_ds() -> xr.Dataset: # orbit data are from a Sentinel-1 product ds = xr.Dataset( { "position": ( ("azimuth_time", "axis"), [ [4299854.769, 1453596.443, 5418885.179], [4359238.173, 1452560.406, 5371628.586], [4418131.478, 1451275.368, 5323765.698], [4476527.709, 1449742.188, 5275301.901], [4534419.947, 1447961.762, 5226242.648], [4591801.329, 1445935.027, 5176593.459], ], ), "velocity": ( ("azimuth_time", "axis"), [ [5962.611698, -91.122756, -4695.177565], [5913.952956, -116.0645, -4756.073476], [5864.593853, -140.922246, -4816.434357], [5814.540013, -165.692188, -4876.253356], [5763.79714, -190.370539, -4935.523681], [5712.371027, -214.95353, -4994.238602], ], ), }, coords={ "azimuth_time": ( "azimuth_time", [-10.0, 0.0, 10.0, 20.0, 30.0, 40.0], {"units": "seconds since 2021-04-01 05:25:29"}, ), "axis": ("axis", [0, 1, 2]), }, ) return xr.decode_cf(ds) @pytest.fixture def dem_raster() -> xr.DataArray: from sarsen import scene dem_path = os.path.join(DATA_PATH, "Rome-30m-DEM.tif") return scene.open_dem_raster(dem_path) @pytest.fixture def dem_ecef(dem_raster: xr.DataArray) -> xr.DataArray: from sarsen import scene return scene.convert_to_dem_ecef(dem_raster, source_crs=dem_raster.rio.crs) sarsen-0.9.6/tests/data/000077500000000000000000000000001521643557300151075ustar00rootroot00000000000000sarsen-0.9.6/tests/data/Rome-30m-DEM.tif000066400000000000000000002033021521643557300175150ustar00rootroot00000000000000II*hh=BCDEòSƒ ‚„ 2¯‡ b°‡ ¢±‡²¤òz^6=7Fº¬| ³Gê-32768ß¼šxV42?ß¼šxV42?Ëí2Tæ(@|ójE@汇Ž# °‡ 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false 0 false 0 false Nominal Extracted Extended Tapered false 6.611808538436890e-01 8.884376846253872e-03 9.388562291860580e-02 1.963726803660393e-02 false true 2.959400117397308e-01 true 3.309586048126221e-01 true 9.668648838996887e-01 true 1.540451943874359e-01 true Data Analysis false 4.794994e-03 9.099519e-03 4.219744e+01 4.215479e+01 true true Ascending NRT-3h -1.367718277152630e+01 Slant Range 6.434523812571428e+07 5.405000454334350e+09 1.590368784000000e+00 IW1 2022-01-04T17:05:55.507977 2022-01-04T17:03:00.111885 2022-01-04T17:03:27.884380 1.717128973878037e+03 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7045 0 0 0 0 0 0 0 0 0 0 0 7045 5.823674372819869e-04 9 41760 8 0 7 256 FDBAQ BAQ 5 Bit Decimation 5.837822155353466e-01 5.659000000000000e+07 6.434523812571429e+07 36 -4.000000000000000e+00 5.240481033595628e-05 -2.825153419637256e+07 1.078230321255894e+12 10 2022-01-04T17:05:56.638534 3.722952819698287e-04 2022-01-04T17:05:56.638534 1.035574467594622e-04 2022-01-04T17:06:02.155089 1.049161886644615e-04 2022-01-04T17:02:59.359573 Normal Pointing Mode false false false 2022-01-04T17:04:07.343566 Normal Pointing Mode true false false 2022-01-04T17:04:31.332870 Normal Pointing Mode false false false 2022-01-04T17:04:51.300338 Normal Pointing Mode true false false 2022-01-04T17:05:01.296447 Normal Pointing Mode false false false Earth Fixed 5.636962746301000e+06 7.915003698380000e+05 4.194525433967000e+06 -4.107992113000000e+03 -2.336516439000000e+03 5.944308959000000e+03 Earth Fixed 5.595550567005000e+06 7.681213892040000e+05 4.253730542628000e+06 -4.174366771000000e+03 -2.339219798000000e+03 5.896601460000000e+03 Earth Fixed 5.553476963116000e+06 7.447171698360000e+05 4.312455247257000e+06 -4.240275698000000e+03 -2.341564250000000e+03 5.848229069000000e+03 Earth Fixed 5.510746631626000e+06 7.212912987170001e+05 4.370692926430000e+06 -4.305710965000000e+03 -2.343550223000000e+03 5.799197306000000e+03 Earth Fixed 5.467364348586000e+06 6.978473582979999e+05 4.428437014328000e+06 -4.370664700000000e+03 -2.345178196000000e+03 5.749511765000000e+03 Earth Fixed 5.423334968510000e+06 6.743889259649999e+05 4.485681001484000e+06 -4.435129088000000e+03 -2.346448704000000e+03 5.699178115000000e+03 Earth Fixed 5.378663423746000e+06 6.509195735030000e+05 4.542418435482000e+06 -4.499096372000000e+03 -2.347362330000000e+03 5.648202096000000e+03 Earth Fixed 5.333354723793000e+06 6.274428665430000e+05 4.598642921715000e+06 -4.562558855000000e+03 -2.347919713000000e+03 5.596589522000000e+03 Earth Fixed 5.287413954808000e+06 6.039623640860000e+05 4.654348124053000e+06 -4.625508903000000e+03 -2.348121543000000e+03 5.544346279000000e+03 Earth Fixed 5.240846279022000e+06 5.804816179940000e+05 4.709527765464000e+06 -4.687938942000000e+03 -2.347968561000000e+03 5.491478322000000e+03 Earth Fixed 5.193656934132000e+06 5.570041724810000e+05 4.764175628764000e+06 -4.749841459000000e+03 -2.347461559000000e+03 5.437991676000000e+03 Earth Fixed 5.145851232675000e+06 5.335335635880000e+05 4.818285557390000e+06 -4.811209004000000e+03 -2.346601379000000e+03 5.383892433000000e+03 Earth Fixed 5.097434561444000e+06 5.100733186820000e+05 4.871851456175000e+06 -4.872034192000000e+03 -2.345388917000000e+03 5.329186758000000e+03 Earth Fixed 5.048412380770000e+06 4.866269559320000e+05 4.924867291935000e+06 -4.932309699000000e+03 -2.343825116000000e+03 5.273880879000000e+03 Earth Fixed 4.998790223775000e+06 4.631979837770000e+05 4.977327094132000e+06 -4.992028268000000e+03 -2.341910972000000e+03 5.217981096000000e+03 Earth Fixed 4.948573695767000e+06 4.397899004320000e+05 5.029224955532000e+06 -5.051182711000000e+03 -2.339647531000000e+03 5.161493773000000e+03 GM2000 -1.390005e-01 4.974153e-01 -5.687815e-01 6.401129e-01 7.896785973571241e-05 -9.403554722666740e-04 -4.928911221213639e-04 -2.282322403137450e+01 -5.959283124007578e+01 -7.006012415026254e+01 GM2000 -1.385985e-01 4.971570e-01 -5.688524e-01 6.403376e-01 7.883527723606676e-05 -9.399806731380522e-04 -4.926606197841465e-04 -2.283746469815221e+01 -5.953618164954687e+01 -7.005385503439042e+01 GM2000 -1.381980e-01 4.968984e-01 -5.689228e-01 6.405624e-01 7.750681834295392e-05 -9.396051173098385e-04 -4.935747128911316e-04 -2.285155111675842e+01 -5.947958489539433e+01 -7.004764054137722e+01 GM2000 -1.377970e-01 4.966396e-01 -5.689938e-01 6.407863e-01 7.657895912416279e-05 -9.392300853505731e-04 -4.933418240398169e-04 -2.286573489614721e+01 -5.942295118193506e+01 -7.004151543586273e+01 GM2000 -1.373965e-01 4.963814e-01 -5.690640e-01 6.410100e-01 7.273784285644069e-05 -9.407310863025486e-04 -4.908035043627024e-04 -2.287988392973203e+01 -5.936644071785810e+01 -7.003533691352217e+01 GM2000 -1.369945e-01 4.961225e-01 -5.691349e-01 6.412336e-01 7.591747271362692e-05 -9.407302131876349e-04 -4.926515975967050e-04 -2.289417949234041e+01 -5.930975744775539e+01 -7.002921591272927e+01 GM2000 -1.365922e-01 4.958646e-01 -5.692056e-01 6.414559e-01 7.061696669552475e-05 -9.414820233359933e-04 -4.898781771771610e-04 -2.290859058207715e+01 -5.925319995759634e+01 -7.002310228907788e+01 GM2000 -1.361887e-01 4.956076e-01 -5.692770e-01 6.416770e-01 6.968674279050902e-05 -9.422309231013060e-04 -4.910244024358690e-04 -2.292325106177579e+01 -5.919667312207354e+01 -7.001704084553161e+01 GM2000 -1.357845e-01 4.953502e-01 -5.693480e-01 6.418984e-01 6.756038055755198e-05 -9.418547851964831e-04 -4.928546841256320e-04 -2.293792974148233e+01 -5.914007993620132e+01 -7.001092638095255e+01 GM2000 -1.353799e-01 4.950932e-01 -5.694191e-01 6.421191e-01 6.862568989163265e-05 -9.403565782122314e-04 -4.905599053017795e-04 -2.295269823055065e+01 -5.908351759787922e+01 -7.000484275780306e+01 GM2000 -1.349745e-01 4.948369e-01 -5.694905e-01 6.423386e-01 6.517650763271376e-05 -9.418557747267187e-04 -4.910092102363706e-04 -2.296763396573988e+01 -5.902700354128112e+01 -6.999878950391114e+01 GM2000 -1.345693e-01 4.945801e-01 -5.695620e-01 6.425580e-01 5.987087934045121e-05 -9.437308181077242e-04 -4.909933195449412e-04 -2.298255443744557e+01 -5.897044850973812e+01 -6.999280266637462e+01 GM2000 -1.341629e-01 4.943242e-01 -5.696341e-01 6.427760e-01 6.398562982212752e-05 -9.429823257960379e-04 -4.893980803899467e-04 -2.299771475066395e+01 -5.891392922139183e+01 -6.998687959813122e+01 GM2000 -1.337563e-01 4.940690e-01 -5.697060e-01 6.429931e-01 6.438022683141753e-05 -9.418564150109887e-04 -4.910065908916295e-04 -2.301295951307697e+01 -5.885750503113869e+01 -6.998094618289171e+01 GM2000 -1.333501e-01 4.938138e-01 -5.697771e-01 6.432105e-01 6.451317312894389e-05 -9.411065257154405e-04 -4.907767870463431e-04 -2.302813833896078e+01 -5.880113221382982e+01 -6.997494277591134e+01 GM2000 -1.329434e-01 4.935580e-01 -5.698487e-01 6.434276e-01 6.265615229494870e-05 -9.414813830517232e-04 -4.907710244879127e-04 -2.304337104898045e+01 -5.874465962930087e+01 -6.996904535723104e+01 GM2000 -1.325382e-01 4.933020e-01 -5.699191e-01 6.436451e-01 6.318892701528966e-05 -9.418564732186496e-04 -4.898540209978819e-04 -2.305841479331723e+01 -5.868827638768617e+01 -6.996308859138921e+01 GM2000 -1.321320e-01 4.930464e-01 -5.699893e-01 6.438622e-01 6.358978134812787e-05 -9.407328907400370e-04 -4.882465873379260e-04 -2.307356851192834e+01 -5.863190557271687e+01 -6.995708585443364e+01 GM2000 -1.317263e-01 4.927900e-01 -5.700590e-01 6.440800e-01 6.372183270286769e-05 -9.411078062839806e-04 -4.884768859483302e-04 -2.308860598543425e+01 -5.857547714829850e+01 -6.995109463712278e+01 GM2000 -1.313216e-01 4.925331e-01 -5.701289e-01 6.442972e-01 6.530983955599368e-05 -9.411068167537451e-04 -4.903196822851896e-04 -2.310356970162973e+01 -5.851907991762175e+01 -6.994521016370953e+01 GM2000 -1.309171e-01 4.922747e-01 -5.701982e-01 6.445156e-01 6.703302642563358e-05 -9.403559961356223e-04 -4.910139250569046e-04 -2.311836917921721e+01 -5.846251506201677e+01 -6.993932112602219e+01 GM2000 -1.305121e-01 4.920171e-01 -5.702674e-01 6.447331e-01 6.835802196292207e-05 -9.396062232553959e-04 -4.914771998301148e-04 -2.313331054151335e+01 -5.840602939768076e+01 -6.993342753360284e+01 GM2000 -1.301075e-01 4.917599e-01 -5.703371e-01 6.449496e-01 6.544333155034110e-05 -9.414819069206715e-04 -4.900909843854606e-04 -2.314829063105960e+01 -5.834961399207226e+01 -6.992762919320306e+01 GM2000 -1.297032e-01 4.915018e-01 -5.704070e-01 6.451658e-01 6.517973815789446e-05 -9.407324250787497e-04 -4.891707212664187e-04 -2.316323480257068e+01 -5.829312836485744e+01 -6.992194204945734e+01 GM2000 -1.292984e-01 4.912434e-01 -5.704761e-01 6.453828e-01 6.571187986992300e-05 -9.411079809069633e-04 -4.882538050878793e-04 -2.317814577667649e+01 -5.823659948916565e+01 -6.991615157842524e+01 2022-01-04T17:05:55.507977 2.959400117397308e-01 3.309586048126221e-01 1.540451943874359e-01 9.668648838996887e-01 5.298752803355455e-03 -5.298752803355455e-03 5.480344872921705e-03 -5.480344872921705e-03 1.001157045364380e+00 9.988433122634888e-01 1.054617047309875e+00 -7.465646266937256e-01 2.959400117397308e-01 3.309586048126221e-01 9.668648838996887e-01 1.540451943874359e-01 IW1 2022-01-04T17:05:56.638531 Nominal Extracted 1.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 6.935456e+02 5.391152e+11 0.000000e+00 4.383111e-07 1.000000e+00 0.000000e+00 2022-01-04T17:05:37.316573 9.855963e-01 -1.274203e+01 -9.571651e+00 0.000000e+00 true 9.405189e-04 8.609015e-02 6.530600e-01 0.000000e+00 true true 4.383101e-07 2022-01-04T17:05:42.833114 9.854035e-01 -1.273556e+01 -9.562059e+00 0.000000e+00 true 9.401208e-04 8.874241e-02 6.530600e-01 0.000000e+00 true true 4.383069e-07 2022-01-04T17:05:48.349670 9.856145e-01 -1.273031e+01 -9.572412e+00 0.000000e+00 true 9.401478e-04 8.999372e-02 6.530600e-01 0.000000e+00 true true 4.383105e-07 2022-01-04T17:05:53.866226 9.854401e-01 -1.272189e+01 -9.566821e+00 0.000000e+00 true 9.317021e-04 8.680302e-02 6.530600e-01 0.000000e+00 true true 4.383124e-07 2022-01-04T17:05:59.382781 9.852496e-01 -1.271076e+01 -9.553484e+00 0.000000e+00 true 9.320220e-04 8.844010e-02 6.530600e-01 0.000000e+00 true true 4.383086e-07 2022-01-04T17:06:04.899329 9.855682e-01 -1.272279e+01 -9.574438e+00 0.000000e+00 true 9.322080e-04 9.114268e-02 6.530600e-01 0.000000e+00 true true 4.383117e-07 2022-01-04T17:06:10.415893 9.851317e-01 -1.270873e+01 -9.549405e+00 0.000000e+00 true 9.313172e-04 9.440929e-02 6.530600e-01 0.000000e+00 true true 4.383095e-07 2022-01-04T17:06:15.932441 9.853274e-01 -1.272638e+01 -9.549982e+00 0.000000e+00 true 9.317133e-04 9.737320e-02 6.530600e-01 0.000000e+00 true true 4.383081e-07 2022-01-04T17:06:21.449004 9.854868e-01 -1.272493e+01 -9.568130e+00 0.000000e+00 true 9.322143e-04 9.924112e-02 6.530600e-01 0.000000e+00 true true 4.383113e-07 2022-01-04T17:06:26.965553 9.857260e-01 -1.273015e+01 -9.582369e+00 0.000000e+00 true 9.328025e-04 1.009665e-01 6.530600e-01 0.000000e+00 true true 4.383124e-07 2022-01-04T17:06:32.482101 9.856865e-01 -1.272583e+01 -9.578651e+00 0.000000e+00 true 9.323173e-04 1.027700e-01 6.530600e-01 0.000000e+00 true true 4.383141e-07 2022-01-04T17:06:37.998664 9.854882e-01 -1.274042e+01 -9.566572e+00 0.000000e+00 true 9.317995e-04 9.608544e-02 6.530600e-01 0.000000e+00 true true 4.383151e-07 2022-01-04T17:06:43.515212 9.854263e-01 -1.273272e+01 -9.558073e+00 0.000000e+00 true 9.323720e-04 9.845559e-02 6.530600e-01 0.000000e+00 true true 4.383140e-07 IW1 2022-01-04T17:02:59.317870 6.206127e+00 8 IW1 2022-01-04T17:03:02.867080 6.445528e+00 9 IW1 2022-01-04T17:03:05.625365 6.206811e+00 9 IW1 2022-01-04T17:03:08.383651 6.437820e+00 9 IW1 2022-01-04T17:03:11.141921 6.170681e+00 9 IW1 2022-01-04T17:03:13.900191 6.446790e+00 9 IW1 2022-01-04T17:03:16.658477 6.186396e+00 9 IW1 2022-01-04T17:03:19.416747 6.417257e+00 9 IW1 2022-01-04T17:03:22.175033 6.154869e+00 9 IW1 2022-01-04T17:03:24.933303 6.833507e+00 9 IW1 2022-01-04T17:03:27.691573 6.185017e+00 9 IW1 2022-01-04T17:03:30.449859 6.458372e+00 9 IW1 2022-01-04T17:03:33.208144 6.331907e+00 9 IW1 2022-01-04T17:03:35.966399 6.749786e+00 9 IW1 2022-01-04T17:03:38.724685 6.840281e+00 9 IW1 2022-01-04T17:03:41.482970 6.880588e+00 9 IW1 2022-01-04T17:03:44.241241 7.763857e+00 9 IW1 2022-01-04T17:03:46.999526 5.368374e+00 9 IW1 2022-01-04T17:03:49.757796 4.989611e+00 9 IW1 2022-01-04T17:03:52.516067 5.373670e+00 9 IW1 2022-01-04T17:03:55.274352 4.912066e+00 9 IW1 2022-01-04T17:03:58.032638 5.217821e+00 9 IW1 2022-01-04T17:04:00.790893 4.939618e+00 9 IW1 2022-01-04T17:04:03.549178 5.216793e+00 9 IW1 2022-01-04T17:04:06.307464 4.944830e+00 9 IW1 2022-01-04T17:04:09.065734 5.214574e+00 9 IW1 2022-01-04T17:04:11.824004 4.941931e+00 9 IW1 2022-01-04T17:04:14.582290 5.220786e+00 9 IW1 2022-01-04T17:04:17.340575 4.957344e+00 9 IW1 2022-01-04T17:04:20.098846 5.179564e+00 9 IW1 2022-01-04T17:04:22.857116 4.900156e+00 9 IW1 2022-01-04T17:04:25.615401 5.189901e+00 9 IW1 2022-01-04T17:04:28.373672 4.941920e+00 9 IW1 2022-01-04T17:04:31.131957 5.193792e+00 9 IW1 2022-01-04T17:04:33.890227 4.930065e+00 9 IW1 2022-01-04T17:04:36.648498 5.204309e+00 9 IW1 2022-01-04T17:04:39.406783 4.958084e+00 9 IW1 2022-01-04T17:04:42.165069 5.268133e+00 9 IW1 2022-01-04T17:04:44.923324 4.941322e+00 9 IW1 2022-01-04T17:04:47.681609 5.238191e+00 9 IW1 2022-01-04T17:04:50.439895 5.077201e+00 9 IW1 2022-01-04T17:04:53.198165 5.262156e+00 9 IW1 2022-01-04T17:04:55.956435 5.207055e+00 9 IW1 2022-01-04T17:04:58.714721 5.411032e+00 9 IW1 2022-01-04T17:05:01.472991 5.635245e+00 9 IW1 2022-01-04T17:05:04.231277 6.590647e+00 9 IW1 2022-01-04T17:05:06.989547 5.855527e+00 9 IW1 2022-01-04T17:05:09.747817 6.375954e+00 9 IW1 2022-01-04T17:05:12.506103 4.978243e+00 9 IW1 2022-01-04T17:05:15.264388 5.263867e+00 9 IW1 2022-01-04T17:05:18.022658 4.971418e+00 9 IW1 2022-01-04T17:05:20.780929 5.269147e+00 9 IW1 2022-01-04T17:05:23.539214 4.951268e+00 9 IW1 2022-01-04T17:05:26.297484 5.239974e+00 9 IW1 2022-01-04T17:05:29.055770 4.954920e+00 9 IW1 2022-01-04T17:05:31.814040 5.267262e+00 9 IW1 2022-01-04T17:05:34.572326 4.941201e+00 9 IW1 2022-01-04T17:05:37.330596 5.261303e+00 9 IW1 2022-01-04T17:05:40.088882 4.987351e+00 9 IW1 2022-01-04T17:05:42.847152 5.262764e+00 9 IW1 2022-01-04T17:05:45.605422 4.987069e+00 9 IW1 2022-01-04T17:05:48.363708 5.255692e+00 9 IW1 2022-01-04T17:05:51.121993 5.000108e+00 9 IW1 2022-01-04T17:05:53.880248 5.392318e+00 9 IW1 2022-01-04T17:05:56.638534 5.113190e+00 9 IW1 2022-01-04T17:05:59.396819 5.540488e+00 9 IW1 2022-01-04T17:06:02.155089 5.109518e+00 9 IW1 2022-01-04T17:06:04.913360 5.477098e+00 9 IW1 2022-01-04T17:06:07.671645 5.177027e+00 9 IW1 2022-01-04T17:06:10.429916 5.603742e+00 9 IW1 2022-01-04T17:06:13.188201 5.387462e+00 9 IW1 2022-01-04T17:06:15.946471 5.936682e+00 9 IW1 2022-01-04T17:06:18.704742 5.622884e+00 9 IW1 2022-01-04T17:06:21.463027 6.205998e+00 9 IW1 2022-01-04T17:06:24.221313 5.878195e+00 9 IW1 2022-01-04T17:06:26.979568 6.364578e+00 9 IW1 2022-01-04T17:06:29.737853 6.287340e+00 9 IW1 2022-01-04T17:06:32.496139 6.783171e+00 9 IW1 2022-01-04T17:06:35.254409 6.363040e+00 9 IW1 2022-01-04T17:06:38.012694 6.644210e+00 9 IW1 2022-01-04T17:06:40.770965 6.446556e+00 9 IW1 2022-01-04T17:06:43.529250 6.818701e+00 9 IW1 2022-01-04T17:06:46.287521 6.916433e+00 9 IW1 2022-01-04T17:06:49.045806 6.719551e+00 9 IW1 2022-01-04T17:06:51.804076 6.614117e+00 9 IW1 2022-01-04T17:06:54.562347 6.799482e+00 9 IW1 2022-01-04T17:06:57.320632 7.647512e+00 9 IW1 2022-01-04T17:07:00.078918 6.657747e+00 9 IW1 2022-01-04T17:07:02.837173 7.247864e+00 9 IW1 2022-01-04T17:07:05.595458 6.770754e+00 9 IW1 2022-01-04T17:07:08.353744 6.721746e+00 9 IW1 2022-01-04T17:07:11.112014 7.262576e+00 9 IW1 2022-01-04T17:07:13.870284 6.937242e+00 9 IW1 2022-01-04T17:07:16.628570 7.031874e+00 9 IW1 2022-01-04T17:07:19.386840 6.819003e+00 9 IW1 2022-01-04T17:07:22.145125 7.051545e+00 9 IW1 2022-01-04T17:07:24.903396 6.494915e+00 9 IW1 2022-01-04T17:07:27.661666 6.788060e+00 9 IW1 2022-01-04T17:07:30.419952 6.510510e+00 9 IW1 2022-01-04T17:07:33.178237 6.585893e+00 9 IW1 2022-01-04T17:07:35.936492 6.740131e+00 9 IW1 2022-01-04T17:07:38.694778 6.521122e+00 9 IW1 2022-01-04T17:07:41.453063 6.329672e+00 9 IW1 2022-01-04T17:07:44.211333 6.541416e+00 9 IW1 2022-01-04T17:07:46.969604 6.314387e+00 9 IW1 2022-01-04T17:07:49.727889 6.428904e+00 9 IW1 2022-01-04T17:07:52.486175 6.346178e+00 9 IW1 2022-01-04T17:07:55.244445 6.492566e+00 9 IW1 2022-01-04T17:07:58.002730 6.247787e+00 9 IW1 2022-01-04T17:08:00.761001 6.448206e+00 9 IW1 2022-01-04T17:08:03.519271 6.222635e+00 9 IW1 2022-01-04T17:08:06.277557 6.463495e+00 9 IW1 2022-01-04T17:08:09.035842 6.204250e+00 9 IW1 2022-01-04T17:08:11.794097 6.448778e+00 9 IW1 2022-01-04T17:08:14.552383 6.225389e+00 9 IW1 2022-01-04T17:08:17.310668 6.417143e+00 9 IW1 2022-01-04T17:08:20.068938 6.228877e+00 9 IW1 2022-01-04T17:08:22.827209 6.485729e+00 9 IW1 2022-01-04T17:08:25.585494 6.238779e+00 9 IW1 2022-01-04T17:08:28.343764 6.454212e+00 9 IW1 2022-01-04T17:08:31.102050 6.275662e+00 9 IW1 2022-01-04T17:08:33.860320 6.517838e+00 9 IW1 2022-01-04T17:08:36.618590 6.317515e+00 9 IW1 2022-01-04T17:08:39.376876 6.503614e+00 9 IW1 2022-01-04T17:08:42.135161 6.340590e+00 9 IW1 2022-01-04T17:08:44.893417 6.488235e+00 9 IW1 2022-01-04T17:08:47.651702 6.313472e+00 9 IW1 2022-01-04T17:08:50.409988 6.453762e+00 9 IW1 2022-01-04T17:08:53.168258 6.240389e+00 9 IW1 2022-01-04T17:08:55.926528 6.463161e+00 9 IW1 2022-01-04T17:08:58.684814 6.236819e+00 9 IW1 2022-01-04T17:09:01.443084 6.460641e+00 9 IW1 2022-01-04T17:09:04.201369 6.233439e+00 9 IW1 2022-01-04T17:09:06.959640 6.446804e+00 9 IW1 2022-01-04T17:09:09.717925 6.206835e+00 9 IW1 2022-01-04T17:09:12.476195 6.383318e+00 9 IW1 2022-01-04T17:09:15.234481 6.184391e+00 9 IW1 2022-01-04T17:09:17.992751 6.406468e+00 9 IW1 2022-01-04T17:09:20.751021 6.156693e+00 9 IW1 2022-01-04T17:09:23.509307 6.399693e+00 9 IW1 2022-01-04T17:09:26.267593 6.084280e+00 9 IW1 2022-01-04T17:09:29.025863 6.256127e+00 9 IW1 2022-01-04T17:09:31.784133 5.644197e+00 9 IW1 2022-01-04T17:09:34.542419 5.587862e+00 9 IW1 2022-01-04T17:09:37.300689 5.312469e+00 9 IW1 2022-01-04T17:09:40.058974 5.640644e+00 9 IW1 2022-01-04T17:09:42.817245 5.290697e+00 9 IW1 2022-01-04T17:09:45.575515 5.607623e+00 9 IW1 2022-01-04T17:09:48.333800 5.317914e+00 9 IW1 2022-01-04T17:09:51.092086 5.566138e+00 9 IW1 2022-01-04T17:09:53.850341 5.289396e+00 9 IW1 2022-01-04T17:09:56.608626 5.531805e+00 9 IW1 2022-01-04T17:09:59.366912 5.304246e+00 9 IW1 2022-01-04T17:10:02.125182 5.629828e+00 9 IW1 2022-01-04T17:10:04.883453 5.427512e+00 9 IW1 2022-01-04T17:10:07.641738 5.641516e+00 9 IW1 2022-01-04T17:10:10.400008 5.360830e+00 9 IW1 2022-01-04T17:10:13.158294 5.614905e+00 9 IW1 2022-01-04T17:10:15.916564 5.329174e+00 9 IW1 2022-01-04T17:10:18.674850 5.566897e+00 9 IW1 2022-01-04T17:10:21.433120 5.281964e+00 9 IW1 2022-01-04T17:10:24.191405 5.540243e+00 9 IW1 2022-01-04T17:10:26.949676 5.254175e+00 9 IW1 2022-01-04T17:10:29.707946 5.522860e+00 9 IW1 2022-01-04T17:10:32.466231 5.237738e+00 9 IW1 2022-01-04T17:10:35.224517 5.530951e+00 9 IW1 2022-01-04T17:10:37.982772 5.251553e+00 9 IW1 2022-01-04T17:10:40.741057 5.518380e+00 9 IW1 2022-01-04T17:10:43.499343 5.555338e+00 9 IW1 2022-01-04T17:10:46.257613 5.933362e+00 9 IW1 2022-01-04T17:10:49.015899 5.813997e+00 9 IW1 2022-01-04T17:10:51.774169 6.181159e+00 9 IW1 2022-01-04T17:10:54.532439 6.016639e+00 9 IW1 2022-01-04T17:10:57.290725 6.223433e+00 9 IW1 2022-01-04T17:11:00.049010 5.833188e+00 9 IW1 2022-01-04T17:11:02.807265 6.088410e+00 9 IW1 2022-01-04T17:11:05.565551 5.813345e+00 9 IW1 2022-01-04T17:11:08.323836 6.176490e+00 9 IW1 2022-01-04T17:11:11.082107 5.956573e+00 9 IW1 2022-01-04T17:11:13.840377 6.122038e+00 9 IW1 2022-01-04T17:11:16.598662 5.938535e+00 9 IW1 2022-01-04T17:11:19.356933 5.957273e+00 9 IW1 2022-01-04T17:11:22.115218 5.910037e+00 9 IW1 2022-01-04T17:11:24.873489 6.165349e+00 9 IW1 2022-01-04T17:11:27.631774 5.989254e+00 9 IW1 2022-01-04T17:11:30.390044 6.132542e+00 9 IW1 2022-01-04T17:11:33.148330 5.879953e+00 9 IW1 2022-01-04T17:11:35.906600 6.106838e+00 9 IW1 2022-01-04T17:11:38.664870 5.875102e+00 9 IW1 2022-01-04T17:11:41.423156 5.976517e+00 9 IW1 2022-01-04T17:11:44.181441 5.769001e+00 9 IW1 2022-01-04T17:11:46.939696 5.901588e+00 9 IW1 2022-01-04T17:11:49.697982 5.700010e+00 9 IW1 2022-01-04T17:11:52.456267 5.809505e+00 9 IW1 2022-01-04T17:11:55.214538 5.425384e+00 9 IW1 2022-01-04T17:11:57.972808 5.580556e+00 9 IW1 2022-01-04T17:12:00.731094 5.338974e+00 9 IW1 2022-01-04T17:12:03.489364 5.601803e+00 9 IW1 2022-01-04T17:12:06.247649 5.311389e+00 9 IW1 2022-01-04T17:12:09.005935 5.574484e+00 9 IW1 2022-01-04T17:12:11.764190 5.328828e+00 9 IW1 2022-01-04T17:12:14.522475 5.606678e+00 9 IW1 2022-01-04T17:12:17.280761 5.308441e+00 9 IW1 2022-01-04T17:12:20.039031 5.578300e+00 9 IW1 2022-01-04T17:12:22.797301 5.292922e+00 9 IW1 2022-01-04T17:12:25.555587 5.586277e+00 9 IW1 2022-01-04T17:12:28.313857 5.316379e+00 9 IW1 2022-01-04T17:12:31.072143 5.585395e+00 9 IW1 2022-01-04T17:12:33.830413 5.272285e+00 9 IW1 2022-01-04T17:12:36.588698 5.576568e+00 9 IW1 2022-01-04T17:12:39.346969 5.283290e+00 9 IW1 2022-01-04T17:12:42.105254 5.550123e+00 9 IW1 2022-01-04T17:12:44.863525 5.374952e+00 9 IW1 2022-01-04T17:12:47.621795 5.663591e+00 9 IW1 2022-01-04T17:12:50.380080 5.408415e+00 9 IW1 2022-01-04T17:12:53.138366 5.705558e+00 9 IW1 2022-01-04T17:12:55.896621 5.454759e+00 9 IW1 2022-01-04T17:12:58.654906 5.677979e+00 9 IW1 2022-01-04T17:13:01.413192 5.397587e+00 9 IW1 2022-01-04T17:13:04.171462 5.683430e+00 9 IW1 2022-01-04T17:13:06.929732 5.423194e+00 9 IW1 2022-01-04T17:13:09.688018 5.660321e+00 9 IW1 2022-01-04T17:13:12.446288 5.396777e+00 9 IW1 2022-01-04T17:13:15.204574 5.698804e+00 9 IW1 2022-01-04T17:13:17.962844 5.411218e+00 9 IW1 2022-01-04T17:13:20.721114 5.653635e+00 9 IW1 2022-01-04T17:13:23.479400 5.422828e+00 9 IW1 2022-01-04T17:13:26.237685 5.650373e+00 9 IW1 2022-01-04T17:13:28.995940 5.379507e+00 9 IW1 2022-01-04T17:13:31.754226 5.656922e+00 9 IW1 2022-01-04T17:13:34.512511 5.398046e+00 9 IW1 2022-01-04T17:13:37.270782 5.647146e+00 9 IW1 2022-01-04T17:13:40.799255 5.465141e+00 8 2022-01-04T17:05:48.268589 0.000000000000000e+00 2022-01-04T17:05:58.268589 0.000000000000000e+00 2022-01-04T17:06:08.268589 0.000000000000000e+00 2022-01-04T17:06:18.268589 2.400624730769231e+01 2022-01-04T17:06:28.268589 2.738399931153846e+02 2022-01-04T17:05:57.048809 5.336535882737799e-03 -2.325806087284300e+03 4.505288748089427e+05 -7.879821298097527e+07 2022-01-04T17:05:59.807086 5.336535882737799e-03 -2.325728040087356e+03 4.505470373834581e+05 -7.880964994526018e+07 2022-01-04T17:06:02.565363 5.336535882737799e-03 -2.325650137765073e+03 4.505648928914500e+05 -7.881798057378964e+07 2022-01-04T17:06:05.323640 5.336535882737799e-03 -2.325572214650585e+03 4.505845721259034e+05 -7.883330045776884e+07 2022-01-04T17:06:08.081917 5.336535882737799e-03 -2.325494286170373e+03 4.506016786402757e+05 -7.883958372823542e+07 2022-01-04T17:06:10.840194 5.336535882737799e-03 -2.325416450919688e+03 4.506201773282831e+05 -7.885116188977832e+07 2022-01-04T17:06:13.598471 5.336535882737799e-03 -2.325342233511119e+03 4.506376386290277e+05 -7.885935132083197e+07 2022-01-04T17:06:16.356748 5.336535882737799e-03 -2.325272193321816e+03 4.506570709654485e+05 -7.887220025606331e+07 2022-01-04T17:06:19.115025 5.336535882737799e-03 -2.325194034786019e+03 4.506748891274700e+05 -7.888293123503834e+07 2022-01-04T17:06:21.873302 5.336535882737799e-03 -2.325137850918612e+03 4.506943691836005e+05 -7.889260323544964e+07 2022-01-04T17:05:58.268589 2022-01-04T17:06:23.418321 2022-01-04T16:54:51.328453 2022-01-04T17:02:59.320949 Slice 8 1 2022-01-04T17:03:00.111885 2022-01-04T17:03:30.440690 2 2022-01-04T17:03:24.936377 2022-01-04T17:03:55.265182 3 2022-01-04T17:03:49.760869 2022-01-04T17:04:20.089674 4 2022-01-04T17:04:14.585361 2022-01-04T17:04:44.914166 5 2022-01-04T17:04:39.409853 2022-01-04T17:05:09.738658 6 2022-01-04T17:05:06.992622 2022-01-04T17:05:34.563150 7 2022-01-04T17:05:31.817114 2022-01-04T17:05:59.387642 8 2022-01-04T17:05:56.641606 2022-01-04T17:06:24.212134 9 2022-01-04T17:06:21.466098 2022-01-04T17:06:49.036626 10 2022-01-04T17:06:46.290590 2022-01-04T17:07:16.619395 11 2022-01-04T17:07:11.115082 2022-01-04T17:07:41.443887 12 2022-01-04T17:07:35.939574 2022-01-04T17:08:06.268379 13 2022-01-04T17:08:00.764066 2022-01-04T17:08:31.092871 14 2022-01-04T17:08:25.588558 2022-01-04T17:08:55.917363 15 2022-01-04T17:08:50.413050 2022-01-04T17:09:20.741855 16 2022-01-04T17:09:15.237542 2022-01-04T17:09:45.566347 17 2022-01-04T17:09:40.062034 2022-01-04T17:10:10.390839 18 2022-01-04T17:10:04.886526 2022-01-04T17:10:35.215331 19 2022-01-04T17:10:29.711018 2022-01-04T17:11:00.039823 20 2022-01-04T17:10:54.535510 2022-01-04T17:11:24.864315 21 2022-01-04T17:11:19.360002 2022-01-04T17:11:49.688807 22 2022-01-04T17:11:46.942771 2022-01-04T17:12:14.513299 23 2022-01-04T17:12:11.767263 2022-01-04T17:12:39.337791 24 2022-01-04T17:12:36.591755 2022-01-04T17:13:04.162283 25 2022-01-04T17:13:01.416247 2022-01-04T17:13:28.986775 26 2022-01-04T17:13:26.240739 2022-01-04T17:13:40.019883 5.336535882737799e-03 Complex 16 bit Signed Integer 2.329562e+00 1.395000e+01 2.055556299999998e-03 4.864863102995529e+02 22694 13509 1.753960920000000e+02 3.384526129554648e+01 4.794994e-03 9.099519e-03 4.219744e+01 4.215479e+01 true true false true true true true Data Analysis Range Compressed true false false false Never TimeAndFrequency Nominal Extracted Extended Tapered IW_Default IW1 Hamming 7.500000000000000e-01 5.650445548389234e+07 5.650000000000000e+07 5.650000000000000e+07 1 0.000000000000000e+00 Hamming 7.000000000000000e-01 3.270000000000000e+02 3.270000000000000e+02 3.270000000000000e+02 1 0.000000000000000e+00 8.802781e+11 2022-01-04T17:05:56.641606 IW1 23890 15010 8.000000000000000e+05 WGS84 6.378137000000000e+06 6.356752314245000e+06 true Only Echo Lines Auxiliary Downlink 2022-01-04T17:05:58.011549 5.344872607988584e-03 -1.620414e+00 -9.823553e+02 2.755544e+05 -5.827950e+00 6.095786e+04 -4.948970e+07 6.453935146331787e+00 false 2022-01-04T17:05:56.622896 2022-01-04T17:05:59.400203 5.351089073851546e-03 8.503340721130371e+00 5.369956048038950e-03 -9.731037139892578e+00 5.388823019043122e-03 4.466711997985840e+00 5.407689995504263e-03 2.750845909118652e+00 5.426556975603382e-03 2.449528932571411e+00 5.445423904770798e-03 3.125114917755127e+00 5.464290906697790e-03 5.936916828155518e+00 5.483157901348824e-03 -1.336981058120728e+00 5.502024910551774e-03 -1.458366036415100e+00 5.520891803339402e-03 -3.083692073822021e+00 5.539774412195476e-03 6.227001175284386e-02 5.558641304983104e-03 1.685026049613953e+00 5.577508314186054e-03 4.380488872528076e+00 5.596375308837089e-03 2.755716085433960e+00 5.615242303488123e-03 3.592854976654053e+00 5.634109210827666e-03 3.209786891937256e+00 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350 360 370 380 390 400 410 420 430 440 450 460 470 480 490 500 510 520 530 540 550 560 570 580 590 600 610 620 630 640 650 660 670 680 690 700 710 720 730 740 750 760 770 780 790 800 810 820 830 840 850 860 870 880 890 900 910 920 930 940 950 960 970 980 990 1000 1010 1020 1030 1040 1050 1060 1070 1080 1090 1100 1110 1120 1130 1140 1150 1160 1170 1180 1190 1200 1210 1220 1230 1240 1250 1260 1270 1280 1290 1300 1310 1320 1330 1340 1350 1360 1370 1380 1390 1400 1410 1420 1430 1440 1450 1460 1470 1480 1490 1500 1510 1520 1530 1540 1550 1560 1570 1580 1590 1600 1610 1620 1630 1640 1650 1660 1670 1680 1690 1700 1710 1720 1730 1740 1750 1760 1770 1780 1790 1800 1810 1820 1830 1840 1850 1860 1870 1880 1890 1900 1910 1920 1930 1940 1950 1960 1970 1980 1990 2000 2001 2002 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100 2110 2120 2130 2140 2150 2160 2170 2180 2190 2200 2210 2220 2230 2240 2250 2260 2270 2280 2290 2300 2310 2320 2330 2340 2350 2360 2370 2380 2390 2400 2410 2420 2430 2440 2450 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1.053637e+00 1.055450e+00 1.057267e+00 1.059200e+00 1.061192e+00 1.063187e+00 1.065187e+00 1.067190e+00 1.069225e+00 1.071406e+00 1.073591e+00 1.075782e+00 1.077976e+00 1.080175e+00 1.082490e+00 1.084866e+00 1.087247e+00 1.089634e+00 1.092025e+00 1.094451e+00 1.097033e+00 1.099620e+00 1.102214e+00 1.104813e+00 1.107419e+00 1.110144e+00 1.112935e+00 1.115733e+00 1.118537e+00 1.121349e+00 1.124197e+00 1.127206e+00 1.130224e+00 1.133250e+00 1.135677e+00 1.124754e+00 1.124466e+00 1.121595e+00 1.118731e+00 1.115875e+00 1.113025e+00 1.110326e+00 1.107667e+00 1.105014e+00 1.102368e+00 1.099728e+00 1.097146e+00 1.094688e+00 1.092235e+00 1.089789e+00 1.087347e+00 1.084911e+00 1.082622e+00 1.080373e+00 1.078128e+00 1.075889e+00 1.073653e+00 1.071474e+00 1.069418e+00 1.067366e+00 1.065318e+00 1.063274e+00 1.061233e+00 1.059328e+00 1.057459e+00 1.055593e+00 1.053731e+00 1.051871e+00 1.050065e+00 1.048379e+00 1.046695e+00 1.045015e+00 1.043337e+00 1.041662e+00 1.040120e+00 1.038615e+00 1.037113e+00 1.035612e+00 1.034114e+00 1.032665e+00 1.031335e+00 1.030007e+00 1.028680e+00 1.027355e+00 1.026032e+00 1.024838e+00 1.023681e+00 1.022525e+00 1.021371e+00 1.020218e+00 1.019111e+00 1.018122e+00 1.017134e+00 1.016147e+00 1.015161e+00 1.014176e+00 1.013314e+00 1.012488e+00 1.011662e+00 1.010837e+00 1.010013e+00 1.009234e+00 1.008575e+00 1.007917e+00 1.007260e+00 1.006602e+00 1.005945e+00 1.005409e+00 1.004909e+00 1.004408e+00 1.003908e+00 1.003409e+00 1.002952e+00 1.002612e+00 1.002272e+00 1.001933e+00 1.001593e+00 1.001254e+00 1.001037e+00 1.000857e+00 1.000677e+00 1.000497e+00 1.000317e+00 1.000178e+00 1.000152e+00 1.000127e+00 1.000102e+00 1.000077e+00 1.000052e+00 1.000151e+00 1.000289e+00 1.000427e+00 1.000566e+00 1.000704e+00 1.000883e+00 1.001181e+00 1.001478e+00 1.001776e+00 1.002073e+00 1.002371e+00 1.002786e+00 1.003240e+00 1.003693e+00 1.004147e+00 1.004601e+00 1.005095e+00 1.005709e+00 1.006324e+00 1.006939e+00 1.007554e+00 1.008170e+00 1.008907e+00 1.009684e+00 1.010461e+00 1.011240e+00 1.012019e+00 1.012838e+00 1.013779e+00 1.014721e+00 1.015664e+00 1.016608e+00 1.017553e+00 1.018619e+00 1.019728e+00 1.020838e+00 1.021949e+00 1.023062e+00 1.024214e+00 1.025488e+00 1.026763e+00 1.028039e+00 1.029318e+00 1.030598e+00 1.032004e+00 1.033456e+00 1.034910e+00 1.036366e+00 1.037824e+00 1.039322e+00 1.040946e+00 1.042572e+00 1.044200e+00 1.045831e+00 1.047465e+00 1.049223e+00 1.051029e+00 1.052838e+00 1.054651e+00 1.056466e+00 1.058324e+00 1.060314e+00 1.062307e+00 1.064305e+00 1.066307e+00 1.068312e+00 1.070445e+00 1.072628e+00 1.074817e+00 1.077009e+00 1.079206e+00 1.081445e+00 1.083819e+00 1.086198e+00 1.088582e+00 1.090972e+00 1.093367e+00 1.095896e+00 1.098481e+00 1.101071e+00 1.103669e+00 1.106272e+00 1.108918e+00 1.111706e+00 1.114501e+00 1.117302e+00 1.120111e+00 1.122927e+00 1.124076e+00 IW2 0 8890 16704 17700 0 10 20 30 40 50 60 70 80 90 100 110 120 130 140 150 160 170 180 190 200 210 220 230 240 250 260 270 280 290 300 310 320 330 340 350 360 370 380 390 400 410 420 430 440 450 460 470 480 490 500 510 520 530 540 550 560 570 580 590 600 610 620 630 640 650 660 670 680 690 700 710 720 730 740 750 760 770 780 790 793 794 800 810 820 830 840 850 860 870 880 890 900 910 920 930 940 950 960 970 980 990 1000 1010 1020 1030 1040 1050 1060 1070 1080 1090 1100 1110 1120 1130 1140 1150 1160 1170 1180 1190 1200 1210 1220 1230 1240 1250 1260 1270 1280 1290 1300 1310 1320 1330 1340 1350 1360 1370 1380 1390 1400 1410 1420 1430 1440 1450 1460 1470 1480 1490 1500 1510 1520 1530 1540 1550 1560 1570 1580 1590 1600 1610 1620 1630 1640 1650 1660 1670 1680 1690 1700 1710 1720 1730 1740 1750 1760 1770 1780 1790 1800 1810 1820 1830 1840 1850 1860 1870 1880 1890 1900 1910 1920 1930 1940 1950 1960 1970 1980 1990 2000 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100 2110 2120 2130 2140 2150 2160 2170 2180 2190 2200 2210 2220 2230 2240 2250 2260 2270 2280 2290 2300 2310 2320 2330 2340 2350 2360 2370 2380 2390 2400 2410 2420 2430 2440 2450 2460 2470 2480 2490 2500 2510 2520 2530 2540 2550 2560 2570 2580 2590 2600 2610 2620 2630 2636 2637 2640 2650 2660 2670 2680 2690 2700 2710 2720 2730 2740 2750 2760 2770 2780 2790 2800 2810 2820 2830 2840 2850 2860 2870 2880 2890 2900 2910 2920 2930 2940 2950 2960 2970 2980 2990 3000 3010 3020 3030 3040 3050 3060 3070 3080 3090 3100 3110 3120 3130 3140 3150 3160 3170 3180 3190 3200 3210 3220 3230 3240 3250 3260 3270 3280 3290 3300 3310 3320 3330 3340 3350 3360 3370 3380 3390 3400 3410 3420 3430 3440 3450 3460 3470 3480 3490 3500 3510 3520 3530 3540 3550 3560 3570 3580 3590 3600 3610 3620 3630 3640 3650 3660 3670 3680 3690 3700 3710 3720 3730 3740 3750 3760 3770 3780 3790 3800 3810 3820 3830 3840 3850 3860 3870 3880 3890 3900 3910 3920 3930 3940 3950 3960 3970 3980 3990 4000 4010 4020 4030 4040 4050 4060 4070 4080 4090 4100 4110 4120 4130 4140 4150 4160 4170 4180 4190 4200 4210 4220 4230 4240 4250 4260 4270 4280 4290 4300 4310 4320 4330 4340 4350 4360 4370 4380 4390 4400 4410 4420 4430 4440 4450 4460 4470 4478 4479 4480 4490 4500 4510 4520 4530 4540 4550 4560 4570 4580 4590 4600 4610 4620 4630 4640 4650 4660 4670 4680 4690 4700 4710 4720 4730 4740 4750 4760 4770 4780 4790 4800 4810 4820 4830 4840 4850 4860 4870 4880 4890 4900 4910 4920 4930 4940 4950 4960 4970 4980 4990 5000 5010 5020 5030 5040 5050 5060 5070 5080 5090 5100 5110 5120 5130 5140 5150 5160 5170 5180 5190 5200 5210 5220 5230 5240 5250 5260 5270 5280 5290 5300 5310 5320 5330 5340 5350 5360 5370 5380 5390 5400 5410 5420 5430 5440 5450 5460 5470 5480 5490 5500 5510 5520 5530 5540 5550 5560 5570 5580 5590 5600 5610 5620 5630 5640 5650 5660 5670 5680 5690 5700 5710 5720 5730 5740 5750 5760 5770 5780 5790 5800 5810 5820 5830 5840 5850 5860 5870 5880 5890 5900 5910 5920 5930 5940 5950 5960 5970 5980 5990 6000 6010 6020 6030 6040 6050 6060 6070 6080 6090 6100 6110 6120 6130 6140 6150 6160 6170 6180 6190 6200 6210 6220 6230 6240 6250 6260 6270 6280 6290 6300 6310 6320 6321 6322 6330 6340 6350 6360 6370 6380 6390 6400 6410 6420 6430 6440 6450 6460 6470 6480 6490 6500 6510 6520 6530 6540 6550 6560 6570 6580 6590 6600 6610 6620 6630 6640 6650 6660 6670 6680 6690 6700 6710 6720 6730 6740 6750 6760 6770 6780 6790 6800 6810 6820 6830 6840 6850 6860 6870 6880 6890 6900 6910 6920 6930 6940 6950 6960 6970 6980 6990 7000 7010 7020 7030 7040 7050 7060 7070 7080 7090 7100 7110 7120 7130 7140 7150 7160 7170 7180 7190 7200 7210 7220 7230 7240 7250 7260 7270 7280 7290 7300 7310 7320 7330 7340 7350 7360 7370 7380 7390 7400 7410 7420 7430 7440 7450 7460 7470 7480 7490 7500 7510 7520 7530 7540 7550 7560 7570 7580 7590 7600 7610 7620 7630 7640 7650 7660 7670 7680 7690 7700 7710 7720 7730 7740 7750 7760 7770 7780 7790 7800 7810 7820 7830 7840 7850 7860 7870 7880 7890 7900 7910 7920 7930 7940 7950 7960 7970 7980 7990 8000 8010 8020 8030 8040 8050 8060 8070 8080 8090 8100 8110 8120 8130 8140 8150 8160 8165 8166 8170 8180 8190 8200 8210 8220 8230 8240 8250 8260 8270 8280 8290 8300 8310 8320 8330 8340 8350 8360 8370 8380 8390 8400 8410 8420 8430 8440 8450 8460 8470 8480 8490 8500 8510 8520 8530 8540 8550 8560 8570 8580 8590 8600 8610 8620 8630 8640 8650 8660 8670 8680 8690 8700 8710 8720 8730 8740 8750 8760 8770 8780 8790 8800 8810 8820 8830 8840 8850 8860 8870 8880 8890 8900 8910 8920 8930 8940 8950 8960 8970 8980 8990 9000 9010 9020 9030 9040 9050 9060 9070 9080 9090 9100 9110 9120 9130 9140 9150 9160 9170 9180 9190 9200 9210 9220 9230 9240 9250 9260 9270 9280 9290 9300 9310 9320 9330 9340 9350 9360 9370 9380 9390 9400 9410 9420 9430 9440 9450 9460 9470 9480 9490 9500 9510 9520 9530 9540 9550 9560 9570 9580 9590 9600 9610 9620 9630 9640 9650 9660 9670 9680 9690 9700 9710 9720 9730 9740 9750 9760 9770 9780 9790 9800 9810 9820 9830 9840 9850 9860 9870 9880 9890 9900 9910 9920 9930 9940 9950 9960 9970 9980 9990 10000 10008 10009 10010 10020 10030 10040 10050 10060 10070 10080 10090 10100 10110 10120 10130 10140 10150 10160 10170 10180 10190 10200 10210 10220 10230 10240 10250 10260 10270 10280 10290 10300 10310 10320 10330 10340 10350 10360 10370 10380 10390 10400 10410 10420 10430 10440 10450 10460 10470 10480 10490 10500 10510 10520 10530 10540 10550 10560 10570 10580 10590 10600 10610 10620 10630 10640 10650 10660 10670 10680 10690 10700 10710 10720 10730 10740 10750 10760 10770 10780 10790 10800 10810 10820 10830 10840 10850 10860 10870 10880 10890 10900 10910 10920 10930 10940 10950 10960 10970 10980 10990 11000 11010 11020 11030 11040 11050 11060 11070 11080 11090 11100 11110 11120 11130 11140 11150 11160 11170 11180 11190 11200 11210 11220 11230 11240 11250 11260 11270 11280 11290 11300 11310 11320 11330 11340 11350 11360 11370 11380 11390 11400 11410 11420 11430 11440 11450 11460 11470 11480 11490 11500 11510 11520 11530 11540 11550 11560 11570 11580 11590 11600 11610 11620 11630 11640 11650 11660 11670 11680 11690 11700 11710 11720 11730 11740 11750 11760 11770 11780 11790 11800 11810 11820 11830 11840 11850 11851 11860 11870 11880 11890 11900 11910 11920 11930 11940 11950 11960 11970 11980 11990 12000 12010 12020 12030 12040 12050 12060 12070 12080 12090 12100 12110 12120 12130 12140 12150 12160 12170 12180 12190 12200 12210 12220 12230 12240 12250 12260 12270 12280 12290 12300 12310 12320 12330 12340 12350 12360 12370 12380 12390 12400 12410 12420 12430 12440 12450 12460 12470 12480 12490 12500 12510 12520 12530 12540 12550 12560 12570 12580 12590 12600 12610 12620 12630 12640 12650 12660 12670 12680 12690 12700 12710 12720 12730 12740 12750 12760 12770 12780 12790 12800 12810 12820 12830 12840 12850 12860 12870 12880 12890 12900 12910 12920 12930 12940 12950 12960 12970 12980 12990 13000 13010 13020 13030 13040 13050 13060 13070 13080 13090 13100 13110 13120 13130 13140 13150 13160 13170 13180 13190 13200 13210 13220 13230 13240 13250 13260 13270 13280 13290 13300 13310 13320 13330 13340 13350 13360 13370 13380 13390 13400 13410 13420 13430 13440 13450 13460 13470 13480 13490 13500 13510 13520 13530 13540 13550 13560 13570 13580 13590 13600 13610 13620 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1.000192e+00 1.000129e+00 1.000066e+00 1.000003e+00 1.000067e+00 1.000137e+00 1.000207e+00 1.000278e+00 1.000348e+00 1.000418e+00 1.000541e+00 1.000748e+00 1.000955e+00 1.001162e+00 1.001369e+00 1.001577e+00 1.001784e+00 1.002101e+00 1.002442e+00 1.002783e+00 1.003124e+00 1.003465e+00 1.003807e+00 1.004183e+00 1.004662e+00 1.005142e+00 1.005621e+00 1.006101e+00 1.006580e+00 1.007061e+00 1.007634e+00 1.008249e+00 1.008864e+00 1.009480e+00 1.010096e+00 1.010712e+00 1.011346e+00 1.012102e+00 1.012858e+00 1.013614e+00 1.014372e+00 1.015130e+00 1.015888e+00 1.016722e+00 1.017618e+00 1.018513e+00 1.019410e+00 1.020308e+00 1.021206e+00 1.022109e+00 1.023144e+00 1.024185e+00 1.025227e+00 1.026270e+00 1.027314e+00 1.028359e+00 1.029463e+00 1.030648e+00 1.031834e+00 1.033021e+00 1.034210e+00 1.035400e+00 1.036592e+00 1.037906e+00 1.039243e+00 1.040581e+00 1.041920e+00 1.043262e+00 1.044606e+00 1.045991e+00 1.047477e+00 1.048966e+00 1.050457e+00 1.051950e+00 1.053445e+00 1.054941e+00 1.056545e+00 1.058191e+00 1.059840e+00 1.061491e+00 1.063145e+00 1.064802e+00 1.066483e+00 1.068291e+00 1.070102e+00 1.071916e+00 1.073732e+00 1.075553e+00 1.077376e+00 1.079286e+00 1.081260e+00 1.083237e+00 1.085218e+00 1.087202e+00 1.089190e+00 1.091188e+00 1.091827e+00 1.091704e+00 1.090431e+00 1.088447e+00 1.086468e+00 1.084493e+00 1.082521e+00 1.080552e+00 1.078588e+00 1.076693e+00 1.074878e+00 1.073067e+00 1.071259e+00 1.069453e+00 1.067651e+00 1.065852e+00 1.064186e+00 1.062538e+00 1.060892e+00 1.059250e+00 1.057609e+00 1.055971e+00 1.054383e+00 1.052894e+00 1.051407e+00 1.049923e+00 1.048440e+00 1.046960e+00 1.045481e+00 1.044111e+00 1.042775e+00 1.041442e+00 1.040109e+00 1.038779e+00 1.037451e+00 1.036150e+00 1.034963e+00 1.033777e+00 1.032592e+00 1.031409e+00 1.030227e+00 1.029046e+00 1.027956e+00 1.026918e+00 1.025881e+00 1.024846e+00 1.023811e+00 1.022778e+00 1.021756e+00 1.020862e+00 1.019972e+00 1.019081e+00 1.018192e+00 1.017304e+00 1.016416e+00 1.015596e+00 1.014845e+00 1.014094e+00 1.013344e+00 1.012595e+00 1.011845e+00 1.011098e+00 1.010475e+00 1.009862e+00 1.009249e+00 1.008637e+00 1.008026e+00 1.007414e+00 1.006854e+00 1.006385e+00 1.005916e+00 1.005447e+00 1.004978e+00 1.004509e+00 1.004041e+00 1.003676e+00 1.003338e+00 1.003001e+00 1.002663e+00 1.002326e+00 1.001988e+00 1.001683e+00 1.001482e+00 1.001282e+00 1.001082e+00 1.000882e+00 1.000682e+00 1.000482e+00 1.000373e+00 1.000309e+00 1.000247e+00 1.000183e+00 1.000120e+00 1.000057e+00 1.000007e+00 1.000077e+00 1.000147e+00 1.000217e+00 1.000287e+00 1.000357e+00 1.000427e+00 1.000570e+00 1.000777e+00 1.000984e+00 1.001191e+00 1.001398e+00 1.001606e+00 1.001815e+00 1.002149e+00 1.002489e+00 1.002831e+00 1.003172e+00 1.003513e+00 1.003854e+00 1.004250e+00 1.004729e+00 1.005209e+00 1.005688e+00 1.006168e+00 1.006360e+00 IW3 0 17701 16704 26101 0 10 20 30 40 50 60 70 80 90 100 110 120 130 140 150 160 170 180 190 200 210 220 230 240 250 260 270 280 290 300 310 320 330 340 350 360 370 380 390 400 410 420 430 440 450 460 470 480 490 500 510 520 530 540 550 560 570 580 590 600 610 620 630 640 650 660 670 680 690 700 710 720 730 740 750 760 770 780 790 800 810 820 830 840 850 860 870 880 890 900 910 920 930 940 950 960 970 980 990 1000 1010 1020 1030 1040 1050 1060 1070 1080 1090 1100 1110 1120 1130 1140 1150 1160 1170 1180 1190 1200 1210 1220 1230 1240 1250 1260 1270 1280 1290 1300 1310 1320 1330 1340 1350 1360 1370 1380 1390 1400 1410 1420 1430 1437 1438 1440 1450 1460 1470 1480 1490 1500 1510 1520 1530 1540 1550 1560 1570 1580 1590 1600 1610 1620 1630 1640 1650 1660 1670 1680 1690 1700 1710 1720 1730 1740 1750 1760 1770 1780 1790 1800 1810 1820 1830 1840 1850 1860 1870 1880 1890 1900 1910 1920 1930 1940 1950 1960 1970 1980 1990 2000 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100 2110 2120 2130 2140 2150 2160 2170 2180 2190 2200 2210 2220 2230 2240 2250 2260 2270 2280 2290 2300 2310 2320 2330 2340 2350 2360 2370 2380 2390 2400 2410 2420 2430 2440 2450 2460 2470 2480 2490 2500 2510 2520 2530 2540 2550 2560 2570 2580 2590 2600 2610 2620 2630 2640 2650 2660 2670 2680 2690 2700 2710 2720 2730 2740 2750 2760 2770 2780 2790 2800 2810 2820 2830 2840 2850 2860 2870 2880 2890 2900 2910 2920 2930 2940 2950 2960 2970 2980 2990 3000 3010 3020 3030 3040 3050 3060 3070 3080 3090 3100 3110 3120 3130 3140 3150 3160 3170 3180 3190 3200 3210 3220 3230 3240 3250 3260 3270 3280 3281 3290 3300 3310 3320 3330 3340 3350 3360 3370 3380 3390 3400 3410 3420 3430 3440 3450 3460 3470 3480 3490 3500 3510 3520 3530 3540 3550 3560 3570 3580 3590 3600 3610 3620 3630 3640 3650 3660 3670 3680 3690 3700 3710 3720 3730 3740 3750 3760 3770 3780 3790 3800 3810 3820 3830 3840 3850 3860 3870 3880 3890 3900 3910 3920 3930 3940 3950 3960 3970 3980 3990 4000 4010 4020 4030 4040 4050 4060 4070 4080 4090 4100 4110 4120 4130 4140 4150 4160 4170 4180 4190 4200 4210 4220 4230 4240 4250 4260 4270 4280 4290 4300 4310 4320 4330 4340 4350 4360 4370 4380 4390 4400 4410 4420 4430 4440 4450 4460 4470 4480 4490 4500 4510 4520 4530 4540 4550 4560 4570 4580 4590 4600 4610 4620 4630 4640 4650 4660 4670 4680 4690 4700 4710 4720 4730 4740 4750 4760 4770 4780 4790 4800 4810 4820 4830 4840 4850 4860 4870 4880 4890 4900 4910 4920 4930 4940 4950 4960 4970 4980 4990 5000 5010 5020 5030 5040 5050 5060 5070 5080 5090 5100 5110 5120 5122 5123 5130 5140 5150 5160 5170 5180 5190 5200 5210 5220 5230 5240 5250 5260 5270 5280 5290 5300 5310 5320 5330 5340 5350 5360 5370 5380 5390 5400 5410 5420 5430 5440 5450 5460 5470 5480 5490 5500 5510 5520 5530 5540 5550 5560 5570 5580 5590 5600 5610 5620 5630 5640 5650 5660 5670 5680 5690 5700 5710 5720 5730 5740 5750 5760 5770 5780 5790 5800 5810 5820 5830 5840 5850 5860 5870 5880 5890 5900 5910 5920 5930 5940 5950 5960 5970 5980 5990 6000 6010 6020 6030 6040 6050 6060 6070 6080 6090 6100 6110 6120 6130 6140 6150 6160 6170 6180 6190 6200 6210 6220 6230 6240 6250 6260 6270 6280 6290 6300 6310 6320 6330 6340 6350 6360 6370 6380 6390 6400 6410 6420 6430 6440 6450 6460 6470 6480 6490 6500 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1.104617e+01 IW3 2021-12-23T05:11:35.592258 1.178128e+01 IW3 2021-12-23T05:11:38.348759 9.134647e+00 IW3 2021-12-23T05:11:41.101149 6.591948e+00 IW3 2021-12-23T05:11:43.857650 3.384034e+00 IW3 2021-12-23T05:11:46.612095 2.636950e+00 s1b-iw-grd-vv-20211223t051122-20211223t051147-030148-039993-001.xml000066400000000000000000066765621521643557300401640ustar00rootroot00000000000000sarsen-0.9.6/tests/data/S1B_IW_GRDH_1SDV_20211223T051122_20211223T051147_030148_039993_5371.SAFE/annotation S1B GRD VV IW IW 2021-12-23T05:11:22.594441 2021-12-23T05:11:47.593146 30148 235923 001 0.000000000000000e+00 2021-12-23T05:11:22.594441 3.384472131729126e-01 2.395433038473129e-01 false 8.929015159606934e+00 8.973061561584473e+00 false 0 false 0 false 0 false 0 false 0 false 0 false Nominal Extracted Extended Tapered false 6.262705922126770e-01 5.151581420782700e-02 2.571686267852783e+00 1.498769102772860e-01 false true 3.384472131729126e-01 true 2.395433038473129e-01 true 9.950913190841675e-01 true 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5.329644689565718e+01 -9.964792618808126e+01 GM2000 5.062948e-01 -6.137584e-02 -5.577834e-01 6.548101e-01 -6.614022277062759e-05 -9.419696289114654e-04 -4.876792954746634e-04 -3.648305480332423e+01 5.336334066501707e+01 -9.965969586276067e+01 GM2000 5.066065e-01 -6.174045e-02 -5.575771e-01 6.547105e-01 -6.853086961200461e-05 -9.419695124961436e-04 -4.890481941401958e-04 -3.647777538005644e+01 5.343025179682968e+01 -9.967140784466413e+01 GM2000 5.069180e-01 -6.210485e-02 -5.573705e-01 6.546108e-01 -6.680763181066141e-05 -9.400952258147299e-04 -4.892842262052000e-04 -3.647251518113892e+01 5.349713680765242e+01 -9.968308380528124e+01 GM2000 5.072293e-01 -6.246907e-02 -5.571639e-01 6.545109e-01 -6.761243275832385e-05 -9.423451847396791e-04 -4.920362844131887e-04 -3.646724364497459e+01 5.356400345905949e+01 -9.969477497769758e+01 GM2000 5.075405e-01 -6.283389e-02 -5.569574e-01 6.544104e-01 -6.827341712778434e-05 -9.438446722924709e-04 -4.913448938168585e-04 -3.646188933020069e+01 5.363092685385860e+01 -9.970650151538399e+01 GM2000 5.078515e-01 -6.319823e-02 -5.567511e-01 6.543096e-01 -6.840354762971401e-05 -9.423447772860527e-04 -4.906558897346258e-04 -3.645654418098460e+01 5.369781052239675e+01 -9.971825162557336e+01 GM2000 5.081629e-01 -6.356208e-02 -5.565438e-01 6.542090e-01 -6.866840703878552e-05 -9.404701995663345e-04 -4.906551912426949e-04 -3.645129215041769e+01 5.376469325843230e+01 -9.972995401214934e+01 GM2000 5.084739e-01 -6.392619e-02 -5.563365e-01 6.541081e-01 -6.867286720080301e-05 -9.415951790288091e-04 -4.920326173305511e-04 -3.644599583094153e+01 5.383157852385572e+01 -9.974164544226196e+01 GM2000 5.087843e-01 -6.429105e-02 -5.561299e-01 6.540067e-01 -6.707324064336717e-05 -9.415948879905045e-04 -4.892831784673035e-04 -3.644054424950941e+01 5.389846082628728e+01 -9.975336756887657e+01 GM2000 5.090956e-01 -6.465556e-02 -5.559216e-01 6.539056e-01 -6.787308666389436e-05 -9.415951208211482e-04 -4.906578105874360e-04 -3.643525811562522e+01 5.396542147679411e+01 -9.976500873994776e+01 GM2000 5.094061e-01 -6.501997e-02 -5.557139e-01 6.538042e-01 -6.760945689165965e-05 -9.423451265320182e-04 -4.911180003546178e-04 -3.642988699036654e+01 5.403229689377105e+01 -9.977666739859283e+01 GM2000 5.097163e-01 -6.538472e-02 -5.555063e-01 6.537024e-01 -6.787371239624918e-05 -9.438446140848100e-04 -4.906574031338096e-04 -3.642445427853973e+01 5.409918475478970e+01 -9.978832984500914e+01 GM2000 5.100256e-01 -6.574967e-02 -5.552988e-01 6.536009e-01 -6.548387318616733e-05 -9.427201002836227e-04 -4.897479084320366e-04 -3.641894157342158e+01 5.416595653983571e+01 -9.979989574774140e+01 GM2000 5.103354e-01 -6.611495e-02 -5.550903e-01 6.534993e-01 -6.734291673637927e-05 -9.419700945727527e-04 -4.906593821942806e-04 -3.641347321621624e+01 5.423282817016430e+01 -9.981142838304595e+01 GM2000 5.106456e-01 -6.647993e-02 -5.548810e-01 6.533977e-01 -7.092364103300497e-05 -9.419693960808218e-04 -4.908763221465051e-04 -3.640808091998436e+01 5.429972855215087e+01 -9.982293811708116e+01 GM2000 5.109550e-01 -6.684553e-02 -5.546727e-01 6.532954e-01 -6.721258978359401e-05 -9.423451847396791e-04 -4.913486773148179e-04 -3.640252593989392e+01 5.436660682310035e+01 -9.983449258771465e+01 2021-12-23T05:11:19.910419 3.384472131729126e-01 2.395433038473129e-01 -2.520480006933212e-02 9.950913190841675e-01 1.033044978976250e-02 -1.033044978976250e-02 1.038140989840031e-02 -1.038140989840031e-02 1.001157045364380e+00 9.988430738449097e-01 8.770949244499207e-01 -9.274982810020447e-01 3.384472131729126e-01 2.395433038473129e-01 9.950913190841675e-01 -2.520480006933212e-02 2021-12-23T05:11:20.849808 3.465962111949921e-01 2.668043971061707e-01 2.157061919569969e-02 9.986274838447571e-01 1.111306995153427e-02 -1.111306995153427e-02 1.112833991646767e-02 -1.112833991646767e-02 1.001098036766052e+00 9.989023804664612e-01 9.360092282295227e-01 -8.928735256195068e-01 3.465962111949921e-01 2.668043971061707e-01 9.986274838447571e-01 2.157061919569969e-02 2021-12-23T05:11:21.805642 3.872792124748230e-01 2.614941000938416e-01 3.061644919216633e-02 1.003801941871643e+00 1.648231968283653e-02 -1.648231968283653e-02 1.641988940536976e-02 -1.641988940536976e-02 1.001270055770874e+00 9.987295866012573e-01 1.142081022262573e+00 -1.080860018730164e+00 3.872792124748230e-01 2.614941000938416e-01 1.003801941871643e+00 3.061644919216633e-02 IW1 2021-12-23T05:11:21.041182 Nominal Extracted 1.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 6.935456e+02 5.391152e+11 0.000000e+00 4.319443e-07 1.000000e+00 0.000000e+00 2021-12-23T05:11:26.543705 9.915915e-01 -1.285861e+01 -9.803039e+00 0.000000e+00 true 8.834047e-04 2.570452e+00 6.215500e-01 0.000000e+00 true true 4.319417e-07 2021-12-23T05:11:32.060253 9.917684e-01 -1.286378e+01 -9.812451e+00 0.000000e+00 true 8.839092e-04 2.571021e+00 6.215500e-01 0.000000e+00 true true 4.319442e-07 2021-12-23T05:11:37.576816 9.917170e-01 -1.285771e+01 -9.814388e+00 0.000000e+00 true 8.846665e-04 2.572488e+00 6.215500e-01 0.000000e+00 true true 4.319459e-07 2021-12-23T05:11:43.093372 9.916387e-01 -1.285222e+01 -9.808092e+00 0.000000e+00 true 8.841920e-04 2.576811e+00 6.215500e-01 0.000000e+00 true true 4.319463e-07 IW2 2021-12-23T05:11:21.037914 Nominal Extracted 1.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 1.109673e+03 3.896409e+11 0.000000e+00 4.319443e-07 1.000000e+00 0.000000e+00 2021-12-23T05:11:26.540437 9.915915e-01 -1.285861e+01 -9.803039e+00 0.000000e+00 true 8.804870e-04 2.570452e+00 6.215500e-01 0.000000e+00 true true 4.319417e-07 2021-12-23T05:11:32.056985 9.917684e-01 -1.286378e+01 -9.812451e+00 0.000000e+00 true 8.809898e-04 2.571021e+00 6.215500e-01 0.000000e+00 true true 4.319442e-07 2021-12-23T05:11:37.573548 9.917170e-01 -1.285771e+01 -9.814388e+00 0.000000e+00 true 8.817447e-04 2.572488e+00 6.215500e-01 0.000000e+00 true true 4.319459e-07 2021-12-23T05:11:43.090104 9.916387e-01 -1.285222e+01 -9.808092e+00 0.000000e+00 true 8.812717e-04 2.576811e+00 6.215500e-01 0.000000e+00 true true 4.319463e-07 IW3 2021-12-23T05:11:21.038997 Nominal Extracted 1.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 0.000000e+00 6.488007e+02 4.007255e+11 0.000000e+00 4.319443e-07 1.000000e+00 0.000000e+00 2021-12-23T05:11:26.541520 9.915915e-01 -1.285861e+01 -9.803039e+00 0.000000e+00 true 8.865568e-04 2.570452e+00 6.215500e-01 0.000000e+00 true true 4.319417e-07 2021-12-23T05:11:32.058068 9.917684e-01 -1.286378e+01 -9.812451e+00 0.000000e+00 true 8.870630e-04 2.571021e+00 6.215500e-01 0.000000e+00 true true 4.319442e-07 2021-12-23T05:11:37.574631 9.917170e-01 -1.285771e+01 -9.814388e+00 0.000000e+00 true 8.878231e-04 2.572488e+00 6.215500e-01 0.000000e+00 true true 4.319459e-07 2021-12-23T05:11:43.091187 9.916387e-01 -1.285222e+01 -9.808092e+00 0.000000e+00 true 8.873469e-04 2.576811e+00 6.215500e-01 0.000000e+00 true true 4.319463e-07 IW1 2021-12-23T05:07:58.896015 6.644763e+00 8 IW1 2021-12-23T05:08:02.445240 6.683192e+00 9 IW1 2021-12-23T05:08:05.203525 7.442045e+00 9 IW1 2021-12-23T05:08:07.961795 6.929469e+00 9 IW1 2021-12-23T05:08:10.720066 6.599951e+00 9 IW1 2021-12-23T05:08:13.478351 6.726568e+00 9 IW1 2021-12-23T05:08:16.236637 6.498278e+00 9 IW1 2021-12-23T05:08:18.994892 6.934824e+00 9 IW1 2021-12-23T05:08:21.753177 6.628490e+00 9 IW1 2021-12-23T05:08:24.511463 6.997710e+00 9 IW1 2021-12-23T05:08:27.269733 6.537073e+00 9 IW1 2021-12-23T05:08:30.028019 7.074150e+00 9 IW1 2021-12-23T05:08:32.786289 6.740305e+00 9 IW1 2021-12-23T05:08:35.544559 7.087976e+00 9 IW1 2021-12-23T05:08:38.302845 7.339952e+00 9 IW1 2021-12-23T05:08:41.061130 6.855018e+00 9 IW1 2021-12-23T05:08:43.819385 6.676825e+00 9 IW1 2021-12-23T05:08:46.577671 7.055865e+00 9 IW1 2021-12-23T05:08:49.335956 7.314023e+00 9 IW1 2021-12-23T05:08:52.094226 7.171082e+00 9 IW1 2021-12-23T05:08:54.852497 7.272339e+00 9 IW1 2021-12-23T05:08:57.610782 7.402047e+00 9 IW1 2021-12-23T05:09:00.369052 7.305811e+00 9 IW1 2021-12-23T05:09:03.127338 7.141289e+00 9 IW1 2021-12-23T05:09:05.885608 6.696517e+00 9 IW1 2021-12-23T05:09:08.643894 6.868705e+00 9 IW1 2021-12-23T05:09:11.402164 6.838537e+00 9 IW1 2021-12-23T05:09:14.160450 6.801967e+00 9 IW1 2021-12-23T05:09:16.918720 6.671113e+00 9 IW1 2021-12-23T05:09:19.676990 6.834099e+00 9 IW1 2021-12-23T05:09:22.435276 6.449471e+00 9 IW1 2021-12-23T05:09:25.193561 6.690245e+00 9 IW1 2021-12-23T05:09:27.951816 6.493940e+00 9 IW1 2021-12-23T05:09:30.710102 6.879294e+00 9 IW1 2021-12-23T05:09:33.468387 6.675879e+00 9 IW1 2021-12-23T05:09:36.226657 6.715460e+00 9 IW1 2021-12-23T05:09:38.984928 6.675955e+00 9 IW1 2021-12-23T05:09:41.743213 6.582088e+00 9 IW1 2021-12-23T05:09:44.501484 6.457264e+00 9 IW1 2021-12-23T05:09:47.259769 6.883577e+00 9 IW1 2021-12-23T05:09:50.018055 6.414030e+00 9 IW1 2021-12-23T05:09:52.776310 6.618391e+00 9 IW1 2021-12-23T05:09:55.534595 6.523479e+00 9 IW1 2021-12-23T05:09:58.292881 6.744647e+00 9 IW1 2021-12-23T05:10:01.051151 6.457266e+00 9 IW1 2021-12-23T05:10:03.809421 6.693719e+00 9 IW1 2021-12-23T05:10:06.567707 6.579863e+00 9 IW1 2021-12-23T05:10:09.325977 6.701681e+00 9 IW1 2021-12-23T05:10:12.084262 6.540499e+00 9 IW1 2021-12-23T05:10:14.842533 6.650190e+00 9 IW1 2021-12-23T05:10:17.600803 6.386611e+00 9 IW1 2021-12-23T05:10:20.359088 6.624517e+00 9 IW1 2021-12-23T05:10:23.117374 6.405381e+00 9 IW1 2021-12-23T05:10:25.875644 6.684361e+00 9 IW1 2021-12-23T05:10:28.633915 6.469307e+00 9 IW1 2021-12-23T05:10:31.392200 6.569556e+00 9 IW1 2021-12-23T05:10:34.150486 6.393221e+00 9 IW1 2021-12-23T05:10:36.908741 6.575521e+00 9 IW1 2021-12-23T05:10:39.667026 6.370227e+00 9 IW1 2021-12-23T05:10:42.425312 6.543135e+00 9 IW1 2021-12-23T05:10:45.183582 6.273712e+00 9 IW1 2021-12-23T05:10:47.941852 6.387721e+00 9 IW1 2021-12-23T05:10:50.700138 6.083066e+00 9 IW1 2021-12-23T05:10:53.458408 6.105560e+00 9 IW1 2021-12-23T05:10:56.216693 5.947073e+00 9 IW1 2021-12-23T05:10:58.974964 6.008780e+00 9 IW1 2021-12-23T05:11:01.733234 5.400239e+00 9 IW1 2021-12-23T05:11:04.491520 5.576966e+00 9 IW1 2021-12-23T05:11:07.249805 5.323351e+00 9 IW1 2021-12-23T05:11:10.008075 5.515606e+00 9 IW1 2021-12-23T05:11:12.766346 5.402861e+00 9 IW1 2021-12-23T05:11:15.524631 5.663460e+00 9 IW1 2021-12-23T05:11:18.282901 5.468622e+00 9 IW1 2021-12-23T05:11:21.041187 5.754730e+00 9 IW1 2021-12-23T05:11:23.799457 5.729438e+00 9 IW1 2021-12-23T05:11:26.557743 6.228665e+00 9 IW1 2021-12-23T05:11:29.316013 6.804499e+00 9 IW1 2021-12-23T05:11:32.074298 6.982462e+00 9 IW1 2021-12-23T05:11:34.832569 6.769781e+00 9 IW1 2021-12-23T05:11:37.590839 7.157137e+00 9 IW1 2021-12-23T05:11:40.349124 7.121757e+00 9 IW1 2021-12-23T05:11:43.107410 7.141402e+00 9 IW1 2021-12-23T05:11:45.865665 7.210024e+00 9 IW1 2021-12-23T05:11:48.623951 7.274170e+00 9 IW1 2021-12-23T05:11:51.382236 7.655254e+00 9 IW1 2021-12-23T05:11:54.140506 7.183777e+00 9 IW1 2021-12-23T05:11:56.898777 5.516585e+00 9 IW1 2021-12-23T05:11:59.657062 5.799829e+00 9 IW1 2021-12-23T05:12:02.415332 5.228235e+00 9 IW1 2021-12-23T05:12:05.173618 5.544933e+00 9 IW1 2021-12-23T05:12:07.931888 5.287319e+00 9 IW1 2021-12-23T05:12:10.690158 5.551807e+00 9 IW1 2021-12-23T05:12:13.448444 5.250755e+00 9 IW1 2021-12-23T05:12:16.206729 5.525590e+00 9 IW1 2021-12-23T05:12:18.964984 5.236554e+00 9 IW1 2021-12-23T05:12:21.723270 5.547502e+00 9 IW1 2021-12-23T05:12:24.481556 5.303234e+00 9 IW1 2021-12-23T05:12:27.239826 5.477321e+00 9 IW1 2021-12-23T05:12:29.998096 5.432321e+00 9 IW1 2021-12-23T05:12:32.756382 5.604344e+00 9 IW1 2021-12-23T05:12:35.514652 5.559664e+00 9 IW1 2021-12-23T05:12:38.272937 7.696257e+00 9 IW1 2021-12-23T05:12:41.031223 6.511251e+00 9 IW1 2021-12-23T05:12:43.789493 6.760190e+00 9 IW1 2021-12-23T05:12:46.547763 6.403379e+00 9 IW1 2021-12-23T05:12:49.306049 6.703648e+00 9 IW1 2021-12-23T05:12:52.064334 5.510633e+00 9 IW1 2021-12-23T05:12:54.822589 5.628507e+00 9 IW1 2021-12-23T05:12:57.580875 5.244025e+00 9 IW1 2021-12-23T05:13:00.339161 5.517264e+00 9 IW1 2021-12-23T05:13:03.097431 5.254866e+00 9 IW1 2021-12-23T05:13:05.855701 5.565103e+00 9 IW1 2021-12-23T05:13:08.613987 5.254280e+00 9 IW1 2021-12-23T05:13:11.372257 5.510097e+00 9 IW1 2021-12-23T05:13:14.130542 5.278546e+00 9 IW1 2021-12-23T05:13:16.888813 5.440435e+00 9 IW1 2021-12-23T05:13:19.647083 5.229620e+00 9 IW1 2021-12-23T05:13:22.405368 5.545540e+00 9 IW1 2021-12-23T05:13:25.163654 5.221029e+00 9 IW1 2021-12-23T05:13:27.921909 5.499793e+00 9 IW1 2021-12-23T05:13:30.680194 5.202287e+00 9 IW1 2021-12-23T05:13:33.438480 5.511312e+00 9 IW1 2021-12-23T05:13:36.196750 5.168624e+00 9 IW1 2021-12-23T05:13:38.955020 5.473527e+00 9 IW1 2021-12-23T05:13:41.713306 5.209494e+00 9 IW1 2021-12-23T05:13:44.471576 5.434915e+00 9 IW1 2021-12-23T05:13:47.229862 5.237148e+00 9 IW1 2021-12-23T05:13:49.988132 5.560630e+00 9 IW1 2021-12-23T05:13:52.746418 5.229929e+00 9 IW1 2021-12-23T05:13:55.504688 5.677279e+00 9 IW1 2021-12-23T05:13:58.262973 5.461489e+00 9 IW1 2021-12-23T05:14:01.021259 6.521847e+00 9 IW1 2021-12-23T05:14:03.779514 6.800160e+00 9 IW1 2021-12-23T05:14:06.537799 7.095678e+00 9 IW1 2021-12-23T05:14:09.296085 6.413958e+00 9 IW1 2021-12-23T05:14:12.054355 6.647291e+00 9 IW1 2021-12-23T05:14:14.812625 6.383617e+00 9 IW1 2021-12-23T05:14:17.570911 6.618066e+00 9 IW1 2021-12-23T05:14:20.329181 6.397776e+00 9 IW1 2021-12-23T05:14:23.087467 6.545408e+00 9 IW1 2021-12-23T05:14:25.845737 6.345864e+00 9 IW1 2021-12-23T05:14:28.604007 6.599793e+00 9 IW1 2021-12-23T05:14:31.362293 6.337703e+00 9 IW1 2021-12-23T05:14:34.120578 6.500299e+00 9 IW1 2021-12-23T05:14:36.878833 6.314404e+00 9 IW1 2021-12-23T05:14:39.637119 6.524222e+00 9 IW1 2021-12-23T05:14:42.395404 6.356254e+00 9 IW1 2021-12-23T05:14:45.153675 6.556849e+00 9 IW1 2021-12-23T05:14:47.911945 6.344595e+00 9 IW1 2021-12-23T05:14:50.670230 6.554653e+00 9 IW1 2021-12-23T05:14:53.428501 6.313692e+00 9 IW1 2021-12-23T05:14:56.186786 6.526698e+00 9 IW1 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2021-12-23T05:15:57.697816 6.501220e+00 8 IW2 2021-12-23T05:16:00.456086 6.447032e+00 8 IW2 2021-12-23T05:16:03.214372 6.535250e+00 8 IW2 2021-12-23T05:16:05.972642 6.501360e+00 8 IW2 2021-12-23T05:16:08.730912 6.474194e+00 8 IW2 2021-12-23T05:16:11.489198 6.606049e+00 8 IW2 2021-12-23T05:16:14.247483 6.482391e+00 8 IW2 2021-12-23T05:16:17.005753 6.557546e+00 8 IW2 2021-12-23T05:16:19.764024 6.477115e+00 8 IW2 2021-12-23T05:16:22.522309 6.502542e+00 8 IW2 2021-12-23T05:16:25.280579 6.445566e+00 8 IW2 2021-12-23T05:16:28.038865 6.507910e+00 8 IW2 2021-12-23T05:16:30.797135 6.502899e+00 8 IW2 2021-12-23T05:16:33.555405 6.465909e+00 8 IW2 2021-12-23T05:16:36.313691 6.530522e+00 8 IW2 2021-12-23T05:16:39.071976 6.435926e+00 8 IW2 2021-12-23T05:16:41.830231 6.545193e+00 8 IW2 2021-12-23T05:16:44.588517 6.385121e+00 8 IW2 2021-12-23T05:16:47.346803 6.559318e+00 8 IW2 2021-12-23T05:16:50.047730 6.162502e+00 8 IW3 2021-12-23T05:07:58.904007 5.713636e+00 8 IW3 2021-12-23T05:08:01.595017 6.032806e+00 10 IW3 2021-12-23T05:08:04.353302 5.699114e+00 10 IW3 2021-12-23T05:08:07.111573 6.411971e+00 10 IW3 2021-12-23T05:08:09.869843 5.926188e+00 10 IW3 2021-12-23T05:08:12.628128 6.654505e+00 10 IW3 2021-12-23T05:08:15.386414 6.691630e+00 10 IW3 2021-12-23T05:08:18.144684 7.099294e+00 10 IW3 2021-12-23T05:08:20.902955 6.677215e+00 10 IW3 2021-12-23T05:08:23.661240 7.008029e+00 10 IW3 2021-12-23T05:08:26.419510 7.599386e+00 10 IW3 2021-12-23T05:08:29.177796 7.288821e+00 10 IW3 2021-12-23T05:08:31.936066 7.157090e+00 10 IW3 2021-12-23T05:08:34.694336 7.134780e+00 10 IW3 2021-12-23T05:08:37.452622 6.981818e+00 10 IW3 2021-12-23T05:08:40.210907 7.386105e+00 10 IW3 2021-12-23T05:08:42.969162 6.751123e+00 10 IW3 2021-12-23T05:08:45.727448 7.096119e+00 10 IW3 2021-12-23T05:08:48.485733 7.096779e+00 10 IW3 2021-12-23T05:08:51.244004 7.115077e+00 10 IW3 2021-12-23T05:08:54.002289 6.962420e+00 10 IW3 2021-12-23T05:08:56.760559 7.127683e+00 10 IW3 2021-12-23T05:08:59.518830 6.788019e+00 10 IW3 2021-12-23T05:09:02.277115 7.175813e+00 10 IW3 2021-12-23T05:09:05.035401 6.832709e+00 10 IW3 2021-12-23T05:09:07.793656 7.165341e+00 10 IW3 2021-12-23T05:09:10.551941 6.935562e+00 10 IW3 2021-12-23T05:09:13.310227 7.675276e+00 10 IW3 2021-12-23T05:09:16.068497 7.466039e+00 10 IW3 2021-12-23T05:09:18.826767 7.708164e+00 10 IW3 2021-12-23T05:09:21.585053 1.258296e+01 10 IW3 2021-12-23T05:09:24.343323 8.256967e+00 10 IW3 2021-12-23T05:09:27.101609 7.199822e+00 10 IW3 2021-12-23T05:09:29.859879 7.605180e+00 10 IW3 2021-12-23T05:09:32.618164 7.581942e+00 10 IW3 2021-12-23T05:09:35.376435 8.397616e+00 10 IW3 2021-12-23T05:09:38.134720 7.328894e+00 10 IW3 2021-12-23T05:09:40.892991 7.221589e+00 10 IW3 2021-12-23T05:09:43.651261 6.991581e+00 10 IW3 2021-12-23T05:09:46.409546 7.048453e+00 10 IW3 2021-12-23T05:09:49.167832 6.800612e+00 10 IW3 2021-12-23T05:09:51.926087 7.116926e+00 10 IW3 2021-12-23T05:09:54.684372 6.722169e+00 10 IW3 2021-12-23T05:09:57.442658 7.015698e+00 10 IW3 2021-12-23T05:10:00.200928 6.696965e+00 10 IW3 2021-12-23T05:10:02.959198 6.974802e+00 10 IW3 2021-12-23T05:10:05.717484 6.686648e+00 10 IW3 2021-12-23T05:10:08.475754 6.991224e+00 10 IW3 2021-12-23T05:10:11.234040 6.722738e+00 10 IW3 2021-12-23T05:10:13.992310 7.027053e+00 10 IW3 2021-12-23T05:10:16.750580 6.691278e+00 10 IW3 2021-12-23T05:10:19.508866 6.964541e+00 10 IW3 2021-12-23T05:10:22.267151 6.745204e+00 10 IW3 2021-12-23T05:10:25.025422 7.126882e+00 10 IW3 2021-12-23T05:10:27.783692 6.994299e+00 10 IW3 2021-12-23T05:10:30.541977 7.168889e+00 10 IW3 2021-12-23T05:10:33.300248 7.025683e+00 10 IW3 2021-12-23T05:10:36.058533 6.728700e+00 10 IW3 2021-12-23T05:10:38.816803 6.418448e+00 10 IW3 2021-12-23T05:10:41.575074 6.503583e+00 10 IW3 2021-12-23T05:10:44.333359 6.117238e+00 10 IW3 2021-12-23T05:10:47.091645 6.422603e+00 10 IW3 2021-12-23T05:10:49.849915 5.897325e+00 10 IW3 2021-12-23T05:10:52.608185 6.261817e+00 10 IW3 2021-12-23T05:10:55.366471 5.919042e+00 10 IW3 2021-12-23T05:10:58.124756 6.280587e+00 10 IW3 2021-12-23T05:11:00.883011 6.126074e+00 10 IW3 2021-12-23T05:11:03.641297 7.478580e+00 10 IW3 2021-12-23T05:11:06.399582 6.873836e+00 10 IW3 2021-12-23T05:11:09.157853 7.577057e+00 10 IW3 2021-12-23T05:11:11.916123 7.200290e+00 10 IW3 2021-12-23T05:11:14.674408 9.871369e+00 10 IW3 2021-12-23T05:11:17.432679 8.348177e+00 10 IW3 2021-12-23T05:11:20.190964 8.453032e+00 10 IW3 2021-12-23T05:11:22.949234 7.137786e+00 10 IW3 2021-12-23T05:11:25.707505 7.937865e+00 10 IW3 2021-12-23T05:11:28.465790 7.391315e+00 10 IW3 2021-12-23T05:11:31.224076 7.655371e+00 10 IW3 2021-12-23T05:11:33.982331 7.161668e+00 10 IW3 2021-12-23T05:11:36.740616 7.905693e+00 10 IW3 2021-12-23T05:11:39.498902 6.850161e+00 10 IW3 2021-12-23T05:11:42.257172 6.808400e+00 10 IW3 2021-12-23T05:11:45.015458 6.355579e+00 10 IW3 2021-12-23T05:11:47.773728 6.205901e+00 10 IW3 2021-12-23T05:11:50.531998 5.844881e+00 10 IW3 2021-12-23T05:11:53.290284 6.140186e+00 10 IW3 2021-12-23T05:11:56.048569 5.854959e+00 10 IW3 2021-12-23T05:11:58.806839 6.153428e+00 10 IW3 2021-12-23T05:12:01.565110 5.765269e+00 10 IW3 2021-12-23T05:12:04.323395 6.137514e+00 10 IW3 2021-12-23T05:12:07.081681 5.766907e+00 10 IW3 2021-12-23T05:12:09.839936 6.050148e+00 10 IW3 2021-12-23T05:12:12.598221 5.727792e+00 10 IW3 2021-12-23T05:12:15.356507 6.086230e+00 10 IW3 2021-12-23T05:12:18.114777 5.694072e+00 10 IW3 2021-12-23T05:12:20.873047 6.081225e+00 10 IW3 2021-12-23T05:12:23.631333 5.738477e+00 10 IW3 2021-12-23T05:12:26.389603 6.084821e+00 10 IW3 2021-12-23T05:12:29.147889 5.778838e+00 10 IW3 2021-12-23T05:12:31.906159 6.120688e+00 10 IW3 2021-12-23T05:12:34.664429 5.737158e+00 10 IW3 2021-12-23T05:12:37.422715 6.119635e+00 10 IW3 2021-12-23T05:12:40.181000 5.907047e+00 10 IW3 2021-12-23T05:12:42.939255 6.176383e+00 10 IW3 2021-12-23T05:12:45.697541 5.819606e+00 10 IW3 2021-12-23T05:12:48.455826 6.109013e+00 10 IW3 2021-12-23T05:12:51.214096 5.775546e+00 10 IW3 2021-12-23T05:12:53.972367 6.080420e+00 10 IW3 2021-12-23T05:12:56.730652 5.737066e+00 10 IW3 2021-12-23T05:12:59.488923 6.120378e+00 10 IW3 2021-12-23T05:13:02.247208 5.927816e+00 10 IW3 2021-12-23T05:13:05.005494 6.176339e+00 10 IW3 2021-12-23T05:13:07.763764 5.782665e+00 10 IW3 2021-12-23T05:13:10.522034 6.142230e+00 10 IW3 2021-12-23T05:13:13.280320 5.775594e+00 10 IW3 2021-12-23T05:13:16.038605 6.142964e+00 10 IW3 2021-12-23T05:13:18.796860 5.776311e+00 10 IW3 2021-12-23T05:13:21.555146 6.257558e+00 10 IW3 2021-12-23T05:13:24.313431 6.093250e+00 10 IW3 2021-12-23T05:13:27.071701 6.371467e+00 10 IW3 2021-12-23T05:13:29.829972 6.165713e+00 10 IW3 2021-12-23T05:13:32.588257 6.392210e+00 10 IW3 2021-12-23T05:13:35.346528 6.050625e+00 10 IW3 2021-12-23T05:13:38.104813 6.309419e+00 10 IW3 2021-12-23T05:13:40.863083 5.884852e+00 10 IW3 2021-12-23T05:13:43.621354 6.117716e+00 10 IW3 2021-12-23T05:13:46.379639 5.795124e+00 10 IW3 2021-12-23T05:13:49.137925 6.101720e+00 10 IW3 2021-12-23T05:13:51.896180 6.090148e+00 10 IW3 2021-12-23T05:13:54.654465 6.303017e+00 10 IW3 2021-12-23T05:13:57.412751 6.368701e+00 10 IW3 2021-12-23T05:14:00.171021 6.845981e+00 10 IW3 2021-12-23T05:14:02.929291 6.674860e+00 10 IW3 2021-12-23T05:14:05.687577 6.980075e+00 10 IW3 2021-12-23T05:14:08.445862 6.683989e+00 10 IW3 2021-12-23T05:14:11.204132 6.981367e+00 10 IW3 2021-12-23T05:14:13.962403 6.742952e+00 10 IW3 2021-12-23T05:14:16.720688 6.999959e+00 10 IW3 2021-12-23T05:14:19.478959 6.731201e+00 10 IW3 2021-12-23T05:14:22.237244 7.033335e+00 10 IW3 2021-12-23T05:14:24.995514 6.720344e+00 10 IW3 2021-12-23T05:14:27.753785 6.979856e+00 10 IW3 2021-12-23T05:14:30.512070 6.693987e+00 10 IW3 2021-12-23T05:14:33.270356 7.042205e+00 10 IW3 2021-12-23T05:14:36.028626 6.683000e+00 10 IW3 2021-12-23T05:14:38.786896 6.998219e+00 10 IW3 2021-12-23T05:14:41.545182 6.718163e+00 10 IW3 2021-12-23T05:14:44.303452 7.032181e+00 10 IW3 2021-12-23T05:14:47.061737 6.749846e+00 10 IW3 2021-12-23T05:14:49.820008 7.018067e+00 10 IW3 2021-12-23T05:14:52.578278 6.712014e+00 10 IW3 2021-12-23T05:14:55.336564 6.992512e+00 10 IW3 2021-12-23T05:14:58.094849 6.748530e+00 10 IW3 2021-12-23T05:15:00.853104 7.014810e+00 10 IW3 2021-12-23T05:15:03.611390 6.708875e+00 10 IW3 2021-12-23T05:15:06.369675 7.019908e+00 10 IW3 2021-12-23T05:15:09.127945 6.707236e+00 10 IW3 2021-12-23T05:15:11.886216 6.977722e+00 10 IW3 2021-12-23T05:15:14.644501 6.733418e+00 10 IW3 2021-12-23T05:15:17.402771 6.982312e+00 10 IW3 2021-12-23T05:15:20.161057 6.712810e+00 10 IW3 2021-12-23T05:15:22.919327 7.091374e+00 10 IW3 2021-12-23T05:15:25.677597 6.821602e+00 10 IW3 2021-12-23T05:15:28.435883 7.112798e+00 10 IW3 2021-12-23T05:15:31.194169 6.801725e+00 10 IW3 2021-12-23T05:15:33.952439 7.097842e+00 10 IW3 2021-12-23T05:15:36.710709 6.814979e+00 10 IW3 2021-12-23T05:15:39.468995 7.044039e+00 10 IW3 2021-12-23T05:15:42.227280 6.730741e+00 10 IW3 2021-12-23T05:15:44.985535 7.049325e+00 10 IW3 2021-12-23T05:15:47.743821 6.794459e+00 10 IW3 2021-12-23T05:15:50.502106 7.070264e+00 10 IW3 2021-12-23T05:15:53.260376 6.759696e+00 10 IW3 2021-12-23T05:15:56.018662 7.088914e+00 10 IW3 2021-12-23T05:15:58.776932 6.769471e+00 10 IW3 2021-12-23T05:16:01.535202 7.075000e+00 10 IW3 2021-12-23T05:16:04.293488 6.786797e+00 10 IW3 2021-12-23T05:16:07.051773 7.052814e+00 10 IW3 2021-12-23T05:16:09.810028 6.779723e+00 10 IW3 2021-12-23T05:16:12.568314 7.078128e+00 10 IW3 2021-12-23T05:16:15.326600 6.773976e+00 10 IW3 2021-12-23T05:16:18.084870 7.055398e+00 10 IW3 2021-12-23T05:16:20.843140 6.786452e+00 10 IW3 2021-12-23T05:16:23.601426 7.073743e+00 10 IW3 2021-12-23T05:16:26.359696 6.797900e+00 10 IW3 2021-12-23T05:16:29.117981 7.109342e+00 10 IW3 2021-12-23T05:16:31.876252 6.803061e+00 10 IW3 2021-12-23T05:16:34.634522 7.122537e+00 10 IW3 2021-12-23T05:16:37.392807 6.843369e+00 10 IW3 2021-12-23T05:16:40.151093 7.051729e+00 10 IW3 2021-12-23T05:16:42.909363 6.804101e+00 10 IW3 2021-12-23T05:16:45.667633 7.109843e+00 10 IW3 2021-12-23T05:16:48.425919 6.819805e+00 10 IW3 2021-12-23T05:16:50.054322 6.912363e+00 8 2021-12-23T05:11:12.594441 0.000000000000000e+00 2021-12-23T05:11:22.594441 7.944561142857140e+00 2021-12-23T05:11:32.594441 6.602924080000000e+02 2021-12-23T05:11:42.594441 2.871037833846154e+02 2021-12-23T05:11:52.594441 5.797658584615385e+01 2021-12-23T05:11:21.451460 5.332352373201350e-03 -2.326822181785503e+03 4.514522476180886e+05 -7.928261958116403e+07 2021-12-23T05:11:24.209737 5.332352373201350e-03 -2.326906522310700e+03 4.514334599629967e+05 -7.926845448807690e+07 2021-12-23T05:11:26.968014 5.332352373201350e-03 -2.327014678619722e+03 4.514169136421600e+05 -7.925592097626914e+07 2021-12-23T05:11:29.726291 5.332352373201350e-03 -2.327159880585720e+03 4.514009691216376e+05 -7.923916018515672e+07 2021-12-23T05:11:32.484568 5.332352373201350e-03 -2.327305129501851e+03 4.513853223117929e+05 -7.922239939476536e+07 2021-12-23T05:11:35.242845 5.332352373201350e-03 -2.327412196568077e+03 4.513673469807335e+05 -7.920778932444127e+07 2021-12-23T05:11:38.001122 5.332352373201350e-03 -2.327473622751764e+03 4.513487294460004e+05 -7.919926060380037e+07 2021-12-23T05:11:40.759399 5.332352373201350e-03 -2.327522656786575e+03 4.513295547673175e+05 -7.919236346419851e+07 2021-12-23T05:11:43.517676 5.332352373201350e-03 -2.327515120621561e+03 4.513076858090342e+05 -7.918702374276286e+07 2021-12-23T05:11:46.275953 5.332352373201350e-03 -2.327575504512577e+03 4.512893362136735e+05 -7.918160985929562e+07 2021-12-23T05:11:22.594441 2021-12-23T05:11:47.593146 2021-12-23T04:33:35.556206 2021-12-23T05:07:58.894323 Slice 9 1 2021-12-23T05:07:59.685279 2021-12-23T05:08:30.014084 2 2021-12-23T05:08:24.509771 2021-12-23T05:08:54.838576 3 2021-12-23T05:08:49.334263 2021-12-23T05:09:19.663068 4 2021-12-23T05:09:14.158755 2021-12-23T05:09:44.487560 5 2021-12-23T05:09:38.983247 2021-12-23T05:10:09.312052 6 2021-12-23T05:10:06.566016 2021-12-23T05:10:34.136544 7 2021-12-23T05:10:31.390508 2021-12-23T05:10:58.961036 8 2021-12-23T05:10:56.215000 2021-12-23T05:11:23.785528 9 2021-12-23T05:11:21.039492 2021-12-23T05:11:48.610020 10 2021-12-23T05:11:45.863984 2021-12-23T05:12:16.192789 11 2021-12-23T05:12:10.688476 2021-12-23T05:12:41.017281 12 2021-12-23T05:12:35.512968 2021-12-23T05:13:05.841773 13 2021-12-23T05:13:00.337460 2021-12-23T05:13:30.666265 14 2021-12-23T05:13:25.161952 2021-12-23T05:13:55.490757 15 2021-12-23T05:13:49.986444 2021-12-23T05:14:20.315249 16 2021-12-23T05:14:14.810936 2021-12-23T05:14:45.139741 17 2021-12-23T05:14:39.635428 2021-12-23T05:15:09.964233 18 2021-12-23T05:15:04.459920 2021-12-23T05:15:34.788725 19 2021-12-23T05:15:29.284412 2021-12-23T05:15:59.613217 20 2021-12-23T05:15:54.108904 2021-12-23T05:16:24.437709 21 2021-12-23T05:16:18.933396 2021-12-23T05:16:49.262201 5.332632114118834e-03 Detected 16 bit Unsigned Integer 1.000000e+01 1.000000e+01 1.496569996245720e-03 4.864863102995529e+02 26102 16705 2.002251400000000e+02 3.891812789621374e+01 1.642364e+02 0.000000e+00 1.099849e+02 0.000000e+00 true true false true true true true Data Analysis Range Compressed true true true false Never TimeAndFrequency Nominal Extracted Extended Tapered IW_Default IW1 Hamming 7.000000000000000e-01 5.650445548389234e+07 5.650000000000000e+07 1.410000000000000e+07 5 3.502589347412674e+06 Hamming 7.000000000000000e-01 3.270000000000000e+02 3.270000000000000e+02 3.270000000000000e+02 1 0.000000000000000e+00 1.026920e+12 IW2 Hamming 7.300000000000000e-01 4.831229516834000e+07 4.830000000000000e+07 1.210000000000000e+07 5 3.051092780370775e+06 Hamming 7.500000000000000e-01 3.130000000000000e+02 3.130000000000000e+02 3.130000000000000e+02 1 0.000000000000000e+00 8.924007e+11 IW3 Hamming 7.500000000000000e-01 4.278991840322842e+07 4.278991840322842e+07 1.070000000000000e+07 5 2.678724477655806e+06 Hamming 7.500000000000000e-01 3.140000000000000e+02 3.140000000000000e+02 3.140000000000000e+02 1 0.000000000000000e+00 9.732465e+11 2021-12-23T05:11:21.039492 IW1 23802 15020 2021-12-23T05:11:21.871695 IW2 24072 15130 2021-12-23T05:11:22.949732 IW3 19722 15190 8.000000000000000e+05 WGS84 6.378137000000000e+06 6.356752314245000e+06 true Only Echo Lines Auxiliary Downlink 2021-12-23T05:11:25.169209 5.346976610012251e-03 1.323055e+00 1.157608e+02 -5.064240e+04 2.491251e+01 -6.013086e+04 4.119331e+07 5.469390869140625e+00 false 2021-12-23T05:11:23.780556 2021-12-23T05:11:26.557863 5.663217114629122e-03 1.056882953643799e+01 5.685691296234625e-03 -1.503716945648193e+00 5.708183813253316e-03 1.238366961479187e+00 5.730676301168176e-03 3.134387016296387e+00 5.753168818186867e-03 3.682797908782959e+00 5.775661306101727e-03 -3.254802942276001e+00 5.798153823120418e-03 6.778684139251709e+00 5.820646398346769e-03 9.854652285575867e-01 5.843138886261630e-03 6.974911212921143e+00 5.865631432384151e-03 -1.943001985549927e+00 5.888105584885823e-03 2.426778972148895e-01 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sarsen def test_version() -> None: assert sarsen.__version__ != "999" sarsen-0.9.6/tests/test_10_chunking.py000066400000000000000000000052071521643557300177210ustar00rootroot00000000000000import numpy as np import xarray as xr from sarsen import chunking def test_compute_chunk_1d() -> None: ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks_1d( dim_size=20, chunks=10, bound=2 ) assert ext_chunks == [slice(0, 12), slice(8, 20)] assert int_chunks == [slice(0, 10), slice(10, 20)] assert ext_chunks_bound == [slice(0, 10), slice(2, 12)] ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks_1d( dim_size=13, chunks=10, bound=2 ) assert ext_chunks == [slice(0, 12), slice(8, 13)] assert int_chunks == [slice(0, 10), slice(10, 13)] assert ext_chunks_bound == [slice(0, 10), slice(2, 5)] # check bound case: k * chunks + bound == dim_size ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks_1d( dim_size=22, chunks=10, bound=2 ) assert ext_chunks == [slice(0, 12), slice(8, 22)] assert int_chunks == [slice(0, 10), slice(10, 22)] assert ext_chunks_bound == [slice(0, 10), slice(2, 14)] # check bound case: k * chunks + bound > dim_size > k * chunks ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks_1d( dim_size=21, chunks=10, bound=2 ) assert ext_chunks == [slice(0, 12), slice(8, 21)] assert int_chunks == [slice(0, 10), slice(10, 21)] assert ext_chunks_bound == [slice(0, 10), slice(2, 13)] # check bound case: dim_size < bound ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks_1d( dim_size=2, chunks=10, bound=10 ) assert ext_chunks == [slice(0, 2)] assert int_chunks == [slice(0, 2)] assert ext_chunks_bound == [slice(0, 2)] def test_compute_chunks() -> None: ext_chunks, ext_chunks_bound, int_chunks = chunking.compute_chunks( dims={"x": 10, "y": 21}, chunks=10, bound=2 ) assert {"x": slice(0, 10), "y": slice(0, 12)} in ext_chunks assert {"x": slice(0, 10), "y": slice(8, 21)} in ext_chunks assert {"x": slice(0, 10), "y": slice(0, 10)} in int_chunks assert {"x": slice(0, 10), "y": slice(10, 21)} in int_chunks assert {"x": slice(0, 10), "y": slice(0, 10)} in ext_chunks_bound assert {"x": slice(0, 10), "y": slice(2, 13)} in ext_chunks_bound def test_map_overlap() -> None: ds = ( xr.DataArray( np.arange(20 * 30).reshape((20, 30)), coords={"x": np.arange(0, 20), "y": np.arange(0, 30)}, ) .chunk(10) .to_dataset(name="data") ) def function(x: xr.Dataset) -> xr.DataArray: return x.data_vars["data"] res = chunking.map_overlap(function, obj=ds, chunks=10, bound=2) assert res.equals(ds.data_vars["data"]) sarsen-0.9.6/tests/test_10_datamodel.py000066400000000000000000000002371521643557300200430ustar00rootroot00000000000000import pytest from sarsen import datamodel def test_SarProduct() -> None: with pytest.raises(TypeError): datamodel.SarProduct() # type: ignore sarsen-0.9.6/tests/test_10_orbit.py000066400000000000000000000056441521643557300172370ustar00rootroot00000000000000import numpy as np import xarray as xr from sarsen import orbit def test_orbit_time_to_azimuth_time() -> None: epoch = np.datetime64("2025-05-16T08:38:12.123456789", "ns") res = orbit.orbit_time_to_azimuth_time(xr.DataArray(0.0), epoch) assert res == epoch res = orbit.orbit_time_to_azimuth_time(xr.DataArray(-120.2), epoch) assert res == epoch - np.timedelta64(120200, "ms") res = orbit.orbit_time_to_azimuth_time(xr.DataArray(1e-10), epoch) assert res == epoch def test_azimuth_time_to_orbit_time() -> None: epoch = np.datetime64("2025-05-16T08:38:12.123456789", "ns") seconds = -120.43256234 date = orbit.orbit_time_to_azimuth_time(xr.DataArray(seconds), epoch) res = orbit.azimuth_time_to_orbit_time(date, epoch) assert res == seconds def test_OrbitPolyfitInterpolator_datetime64(orbit_ds: xr.Dataset) -> None: position = orbit_ds.data_vars["position"] orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position(position, deg=4) res = orbit_interpolator.position(position.azimuth_time) assert res.dims == ("azimuth_time", "axis") assert np.allclose(res, position, rtol=0, atol=0.001) expected_velocity = orbit_ds.data_vars["velocity"] res = orbit_interpolator.velocity(position.azimuth_time) assert res.dims == ("azimuth_time", "axis") assert np.allclose(res, expected_velocity, rtol=0, atol=0.02) res = orbit_interpolator.position() assert res.dims == ("azimuth_time", "axis") res = orbit_interpolator.velocity() assert res.dims == ("azimuth_time", "axis") def test_OrbitPolyfitInterpolator_timedelta64(orbit_ds: xr.Dataset) -> None: position = orbit_ds.data_vars["position"] position = position.assign_coords( azimuth_time=position.azimuth_time - position.azimuth_time[0] ) epoch = position.azimuth_time.values[0] orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position( position, epoch=epoch, deg=4 ) res = orbit_interpolator.position(position.azimuth_time) assert res.dims == ("azimuth_time", "axis") assert np.allclose(res, position, rtol=0, atol=0.001) expected_velocity = orbit_ds.data_vars["velocity"] res = orbit_interpolator.velocity(position.azimuth_time) assert res.dims == ("azimuth_time", "axis") assert np.allclose(res, expected_velocity, rtol=0, atol=0.02) def test_OrbitPolyfitInterpolator_values(orbit_ds: xr.Dataset) -> None: position = orbit_ds.data_vars["position"] orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position(position, deg=4) distance = np.linalg.norm(orbit_interpolator.position(), axis=1) assert np.allclose(distance, 7_068_663, rtol=0.001) velocity = np.linalg.norm(orbit_interpolator.velocity(), axis=1) assert np.allclose(velocity, 7_590, rtol=0.001) acceleration = np.linalg.norm(orbit_interpolator.acceleration(), axis=1) assert np.allclose(acceleration, 8.18, rtol=0.001) sarsen-0.9.6/tests/test_10_scene.py000066400000000000000000000030461521643557300172070ustar00rootroot00000000000000import numpy as np import pytest import xarray as xr from sarsen import scene def test_convert_to_dem_3d(dem_raster: xr.DataArray) -> None: res = scene.convert_to_dem_3d(dem_raster) assert res.dims == ("axis", "y", "x") assert res.name == "dem_3d" assert res.sel(x=12.5, y=42, method="nearest")[2] == 17.0 @pytest.mark.xfail() def test_transform_dem_3d(dem_raster: xr.DataArray) -> None: dem_3d = scene.convert_to_dem_3d(dem_raster) # from height over the geoid to height over the ellipsoid res = scene.transform_dem_3d(dem_3d, dem_3d.rio.crs, "EPSG:4979") assert res.dims == ("axis", "y", "x") # this assert fails if proj-data is not properly installed on the system assert abs(res.sel(x=12.5, y=42, method="nearest")[2] - 65.613) < 0.001 expected = [4634523.742, 1027449.178, 4245647.74] # from geographic to geocentric (ECEF) res = scene.transform_dem_3d(dem_3d, dem_3d.rio.crs, "EPSG:4978") assert res.dims == ("axis", "y", "x") assert np.allclose( res.sel(x=12.5, y=42, method="nearest"), expected, rtol=0, atol=0.001 ) def test_upsample(dem_raster: xr.DataArray) -> None: res = scene.upsample(dem_raster, x=2) assert res.x.size == dem_raster.x.size * 2 assert np.allclose(res.isel(x=0).mean(), 78.46527778) def test_compute_dem_oriented_area(dem_raster: xr.DataArray) -> None: dem_3d = scene.convert_to_dem_3d(dem_raster) res = scene.compute_dem_oriented_area(dem_3d) assert set(res.dims) == {"axis", "y", "x"} assert res.name == "dem_oriented_area" sarsen-0.9.6/tests/test_20_geocoding.py000066400000000000000000000035301521643557300200470ustar00rootroot00000000000000from typing import Tuple import numpy as np import numpy.typing as npt import xarray as xr from sarsen import geocoding, orbit def test_secant_method() -> None: def ufunc( t: npt.ArrayLike, ) -> Tuple[npt.NDArray[np.float64], npt.NDArray[np.float64]]: retval = 1.0 + 0.015 * t - 0.0001 * t**2 + 0.00003 * t**3 # type: ignore return retval, retval # type: ignore t_start = np.array([-100.0]) # stop with df threshold res, _, _, _, _ = geocoding.secant_method(ufunc, -t_start, t_start, diff_ufunc=0.1) assert isinstance(res, np.ndarray) assert res.size == 1 assert np.allclose(res, -25.1724) # stop with dt threshold res, _, _, _, _ = geocoding.secant_method(ufunc, -t_start, t_start, diff_ufunc=0.01) assert np.allclose(res, -26.3065) t_start = np.ones((2, 2)) res, _, _, _, _ = geocoding.secant_method(ufunc, -t_start, t_start, diff_ufunc=0.01) assert res.shape == t_start.shape assert np.allclose(res, -26.102) def test_zero_doppler_plane_distance_velocity( dem_ecef: xr.DataArray, orbit_ds: xr.Dataset ) -> None: orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position(orbit_ds.position) res0, (res1, res2) = geocoding.zero_doppler_plane_distance_velocity( dem_ecef, orbit_interpolator, orbit_ds.azimuth_time ) assert isinstance(res0, xr.DataArray) assert isinstance(res1, xr.DataArray) assert isinstance(res2, xr.DataArray) def test_backward_geocode(dem_ecef: xr.DataArray, orbit_ds: xr.Dataset) -> None: orbit_interpolator = orbit.OrbitPolyfitInterpolator.from_position(orbit_ds.position) res = geocoding.backward_geocode(dem_ecef, orbit_interpolator) assert isinstance(res, xr.Dataset) res = geocoding.backward_geocode(dem_ecef, orbit_interpolator, method="newton") assert isinstance(res, xr.Dataset) sarsen-0.9.6/tests/test_20_sentinel1.py000066400000000000000000000031511521643557300200120ustar00rootroot00000000000000import pathlib import numpy as np import pytest import xarray as xr from sarsen import sentinel1 DATA_FOLDER = pathlib.Path(__file__).parent / "data" DATA_PATHS = [ DATA_FOLDER / "S1B_IW_GRDH_1SDV_20211223T051122_20211223T051147_030148_039993_5371.SAFE", DATA_FOLDER / "S1A_IW_SLC__1SDV_20220104T170557_20220104T170624_041314_04E951_F1F1.SAFE", ] GROUPS = ["IW/VV", "IW1/VV"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) def test_Sentinel1SarProduct(data_path: str, group: str) -> None: res = sentinel1.Sentinel1SarProduct(data_path, group) assert isinstance(res.measurement, xr.Dataset) assert isinstance(res.orbit, xr.Dataset) assert isinstance(res.calibration, xr.Dataset) if res.product_type == "GRD": assert isinstance(res.coordinate_conversion, xr.Dataset) assert res.azimuth_fm_rate is None assert res.dc_estimate is None else: assert res.coordinate_conversion is None assert isinstance(res.azimuth_fm_rate, xr.Dataset) assert isinstance(res.dc_estimate, xr.Dataset) assert res.product_type in {"SLC", "GRD"} assert isinstance(res.beta_nought(), xr.DataArray) assert isinstance(res.state_vectors(), xr.DataArray) def test_product_info() -> None: expected_geospatial_bbox = [ 11.86800305333565, 40.87886713841886, 15.32209672548896, 42.78115380313222, ] product = sentinel1.Sentinel1SarProduct(str(DATA_PATHS[0])) res = product.product_info() assert "product_type" in res assert np.allclose(res["geospatial_bbox"], expected_geospatial_bbox) sarsen-0.9.6/tests/test_30_radiometry.py000066400000000000000000000004001521643557300202620ustar00rootroot00000000000000import xarray as xr from sarsen import radiometry def test_compute_gamma_area(dem_ecef: xr.DataArray) -> None: dem_direction = xr.DataArray() res = radiometry.compute_gamma_area(dem_ecef, dem_direction) assert isinstance(res, xr.DataArray) sarsen-0.9.6/tests/test_50_apps.py000066400000000000000000000104301521643557300170540ustar00rootroot00000000000000import os import pathlib import py import pytest import xarray as xr from sarsen import apps, sentinel1 DATA_FOLDER = pathlib.Path(__file__).parent / "data" DATA_PATHS = [ DATA_FOLDER / "S1B_IW_GRDH_1SDV_20211223T051122_20211223T051147_030148_039993_5371.SAFE", DATA_FOLDER / "S1A_IW_SLC__1SDV_20220104T170557_20220104T170624_041314_04E951_F1F1.SAFE", ] GROUPS = ["IW/VV", "IW1/VV"] DEM_RASTER = DATA_FOLDER / "Rome-30m-DEM.tif" @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_gtc( tmpdir: py.path.local, data_path: pathlib.Path, group: str, ) -> None: out = str(tmpdir.join("GTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), output_urlpath=out, ) assert isinstance(res, xr.DataArray) assert "beta" in res.attrs["long_name"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_fast_rtc( tmpdir: py.path.local, data_path: pathlib.Path, group: str ) -> None: out = str(tmpdir.join("RTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), correct_radiometry="gamma_nearest", output_urlpath=out, seed_step=(32, 32), ) assert isinstance(res, xr.DataArray) assert "gamma" in res.attrs["long_name"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_rtc( tmpdir: py.path.local, data_path: pathlib.Path, group: str ) -> None: out = str(tmpdir.join("RTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), correct_radiometry="gamma_bilinear", output_urlpath=out, ) assert isinstance(res, xr.DataArray) assert "gamma" in res.attrs["long_name"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_gtc_dask( tmpdir: py.path.local, data_path: pathlib.Path, group: str ) -> None: out = str(tmpdir.join("GTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), output_urlpath=out, chunks=1024, seed_step=(32, 32), ) assert isinstance(res, xr.DataArray) assert "beta" in res.attrs["long_name"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_fast_rtc_dask( tmpdir: py.path.local, data_path: pathlib.Path, group: str ) -> None: out = str(tmpdir.join("RTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), correct_radiometry="gamma_nearest", output_urlpath=out, chunks=1024, seed_step=(32, 32), ) assert isinstance(res, xr.DataArray) assert "gamma" in res.attrs["long_name"] @pytest.mark.parametrize("data_path,group", zip(DATA_PATHS, GROUPS)) @pytest.mark.skipif(os.getenv("GITHUB_ACTIONS") == "true", reason="too much memory") def test_terrain_correction_rtc_dask( tmpdir: py.path.local, data_path: pathlib.Path, group: str ) -> None: out = str(tmpdir.join("RTC.tif")) product = sentinel1.Sentinel1SarProduct( str(data_path), group, ) res = apps.terrain_correction( product, str(DEM_RASTER), correct_radiometry="gamma_bilinear", output_urlpath=out, chunks=1024, seed_step=(32, 32), ) assert isinstance(res, xr.DataArray) assert "gamma" in res.attrs["long_name"] sarsen-0.9.6/tests/test_60_main.py000066400000000000000000000004411521643557300170370ustar00rootroot00000000000000from typer.testing import CliRunner from sarsen import __main__ runner = CliRunner() def test_main() -> None: res = runner.invoke(__main__.app, ["gtc", "--help"]) assert res.exit_code == 0 res = runner.invoke(__main__.app, ["rtc", "--help"]) assert res.exit_code == 0 sarsen-0.9.6/tests/test_90_sarsen.py000066400000000000000000000001231521643557300174060ustar00rootroot00000000000000import sarsen def test_version() -> None: assert sarsen.__version__ != "999" sarsen-0.9.6/uv.lock000066400000000000000000031735141521643557300143560ustar00rootroot00000000000000requires-python = ">=3.11" resolution-markers = [ "python_full_version >= '3.15' and platform_machine == 'ARM64' and sys_platform == 'win32'", "python_full_version >= '3.15' and platform_machine != 'ARM64' and 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