From 047bc8271faf3e45ee2cfb986c93597714d7b1b0 Mon Sep 17 00:00:00 2001 From: fanchengyan Date: Thu, 1 Aug 2024 23:51:21 +0800 Subject: [PATCH] update docs --- .vscode/settings.json | 9 +- docs/Makefile | 3 + docs/requirements.txt | 1 + docs/source/api/datasets/datasets.rst | 5 +- docs/source/api/query/index.rst | 4 +- docs/source/api/query/query.rst | 4 +- docs/source/conf.py | 3 +- docs/source/examples/ARPs.ipynb | 18 + docs/source/examples/index.rst | 13 + docs/source/examples/warp/index.rst | 14 + docs/source/examples/warp/match_raster.ipynb | 39 ++ docs/source/examples/warp/reproject.ipynb | 20 + docs/source/examples/warp/resample.ipynb | 20 + docs/source/index.rst | 3 +- docs/source/terminology.rst | 24 +- docs/source/user_guide/Indexing_data.rst | 5 - docs/source/user_guide/colormap.ipynb | 4 +- docs/source/user_guide/custom/datasets.rst | 18 + docs/source/user_guide/custom/index.rst | 16 + docs/source/user_guide/custom/ts_models.rst | 7 + docs/source/user_guide/index.rst | 3 +- .../user_guide/{ => indexing}/filter.ipynb | 4 +- docs/source/user_guide/indexing/index.rst | 13 + docs/source/user_guide/quick_start.ipynb | 499 +++++++++++++++++- faninsar/NSBAS/inversion.py | 4 + 25 files changed, 696 insertions(+), 57 deletions(-) create mode 100644 docs/source/examples/ARPs.ipynb create mode 100644 docs/source/examples/index.rst create mode 100644 docs/source/examples/warp/index.rst create mode 100644 docs/source/examples/warp/match_raster.ipynb create mode 100644 docs/source/examples/warp/reproject.ipynb create mode 100644 docs/source/examples/warp/resample.ipynb delete mode 100644 docs/source/user_guide/Indexing_data.rst create mode 100644 docs/source/user_guide/custom/datasets.rst create mode 100644 docs/source/user_guide/custom/index.rst create mode 100644 docs/source/user_guide/custom/ts_models.rst rename docs/source/user_guide/{ => indexing}/filter.ipynb (99%) create mode 100644 docs/source/user_guide/indexing/index.rst diff --git a/.vscode/settings.json b/.vscode/settings.json index f8554b9..7fef47c 100644 --- a/.vscode/settings.json +++ b/.vscode/settings.json @@ -7,5 +7,10 @@ "addWords": true, "scope": "workspace" } - } -} \ No newline at end of file + }, + "python.testing.pytestArgs": [ + "tests" + ], + "python.testing.unittestEnabled": false, + "python.testing.pytestEnabled": true +} diff --git a/docs/Makefile b/docs/Makefile index d0c3cbf..9c637f1 100644 --- a/docs/Makefile +++ b/docs/Makefile @@ -12,6 +12,9 @@ BUILDDIR = build help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) +clean: + rm -rf $(BUILDDIR)/* + .PHONY: help Makefile # Catch-all target: route all unknown targets to Sphinx using the new diff --git a/docs/requirements.txt b/docs/requirements.txt index c55f3d4..4d27ad4 100644 --- a/docs/requirements.txt +++ b/docs/requirements.txt @@ -4,5 +4,6 @@ myst-nb sphinx-copybutton sphinx-design pydata_sphinx_theme +sphinx-togglebutton Jinja2 git+https://github.com/Fanchengyan/FanInSAR.git@main diff --git a/docs/source/api/datasets/datasets.rst b/docs/source/api/datasets/datasets.rst index 8d20a57..ead5cd7 100644 --- a/docs/source/api/datasets/datasets.rst +++ b/docs/source/api/datasets/datasets.rst @@ -1,3 +1,6 @@ +.. _geo_datasets: + +=================== geospatial Datasets =================== @@ -13,7 +16,7 @@ The following datasets are available: * :class:`.GACOS` * :class:`.PairDataset` : base Datasets for all Pair-like productions. Child classes: * :class:`.InterferogramDataset` - * :class:`.GACOSPairs` + * :class:`.GACOSPairs` * :class:`.InterferogramDataset` : base Datasets for all Interferogram productions. Child classes (well known productions): * :class:`.HyP3S1`, :class:`.HyP3S1Burst`, * :class:`.LiCSAR` diff --git a/docs/source/api/query/index.rst b/docs/source/api/query/index.rst index 00089c6..ba65d2e 100644 --- a/docs/source/api/query/index.rst +++ b/docs/source/api/query/index.rst @@ -1,3 +1,5 @@ +.. _query_module: + Queries ======= @@ -12,4 +14,4 @@ Query in FanInSAR is used to retrieve or sample values from a GeoDataset. It con :caption: Contents: query - query_result \ No newline at end of file + query_result diff --git a/docs/source/api/query/query.rst b/docs/source/api/query/query.rst index 6a79fa1..49b0537 100644 --- a/docs/source/api/query/query.rst +++ b/docs/source/api/query/query.rst @@ -12,7 +12,7 @@ Geospatial Query in FanInSAR is used to retrieve or sample values from GeoDatase :class:`Points`, "A collection of points, can be used to sample multiple pixel values from GeoDataset." :class:`BoundingBox`, "A bounding box, can be used to sample rectangular region values from GeoDataset." - :class:`Polygons`, "A collection of polygons, can be used to sample multiple pixel values from GeoDataset." + :class:`Polygons`, "A collection of polygons, can be used to sample multiple polygon values from GeoDataset." :class:`GeoQuery`, "A combination of :class:`Points`, :class:`BoundingBox`, and :class:`Polygons`. It is highly recommended if you want to sample values using multiple query types simultaneously from a GeoDataset." @@ -52,4 +52,4 @@ GeoQuery :members: :undoc-members: :member-order: bysource - :show-inheritance: \ No newline at end of file + :show-inheritance: diff --git a/docs/source/conf.py b/docs/source/conf.py index 470e7e1..2f83737 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -23,6 +23,7 @@ "myst_nb", "sphinx_copybutton", "sphinx_design", + "sphinx_togglebutton", ] source_suffix = { ".rst": "restructuredtext", @@ -76,7 +77,7 @@ ":show-inheritance:": True, } html_context = { - "github_url": "https://github.com", # or your GitHub Enterprise site + "github_url": "https://github.com", "github_user": "Fanchengyan", "github_repo": "FanInSAR", "github_version": "main", diff --git a/docs/source/examples/ARPs.ipynb b/docs/source/examples/ARPs.ipynb new file mode 100644 index 0000000..671badc --- /dev/null +++ b/docs/source/examples/ARPs.ipynb @@ -0,0 +1,18 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Automatically Selecting Reference Points" + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/source/examples/index.rst b/docs/source/examples/index.rst new file mode 100644 index 0000000..2d57dcf --- /dev/null +++ b/docs/source/examples/index.rst @@ -0,0 +1,13 @@ +======== +Examples +======== + +We provide a number of examples to help you get started with using the **FanInSAR** package. + + +.. toctree:: + :maxdepth: 1 + :caption: Contents: + + warp/index + ARPs diff --git a/docs/source/examples/warp/index.rst b/docs/source/examples/warp/index.rst new file mode 100644 index 0000000..bd92b1f --- /dev/null +++ b/docs/source/examples/warp/index.rst @@ -0,0 +1,14 @@ +.. _warp_example: + +============ +Warp Example +============ + +This section demonstrates how to warp the raster datasets, such as reprojecting and resampling the raster datasets. + +.. toctree:: + :maxdepth: 2 + + reproject + resample + match_raster diff --git a/docs/source/examples/warp/match_raster.ipynb b/docs/source/examples/warp/match_raster.ipynb new file mode 100644 index 0000000..d48e1b5 --- /dev/null +++ b/docs/source/examples/warp/match_raster.ipynb @@ -0,0 +1,39 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Match to a reference raster\n", + "\n", + "This tutorial demonstrates how to match the extent, resolution, and projection of a raster to a reference raster. This is a common task when working with multiple rasters that have different properties." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "geo", + "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": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/source/examples/warp/reproject.ipynb b/docs/source/examples/warp/reproject.ipynb new file mode 100644 index 0000000..42dcf1e --- /dev/null +++ b/docs/source/examples/warp/reproject.ipynb @@ -0,0 +1,20 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Reproject dataset\n", + "\n", + "This notebook is a simple example of how to reproject a dataset by providing a new crs." + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/source/examples/warp/resample.ipynb b/docs/source/examples/warp/resample.ipynb new file mode 100644 index 0000000..88599b9 --- /dev/null +++ b/docs/source/examples/warp/resample.ipynb @@ -0,0 +1,20 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Resampling dataset\n", + "\n", + "In this tutorial, you will discover how to resample your dataset, upscaling or downscaling the resolution, using the **FanInSAR**." + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/source/index.rst b/docs/source/index.rst index 86150be..f4fecbc 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -54,10 +54,11 @@ Citation .. toctree:: - :maxdepth: 3 + :maxdepth: 2 :caption: Contents: install user_guide/index + examples/index api/index terminology diff --git a/docs/source/terminology.rst b/docs/source/terminology.rst index 77cbd56..45b249b 100644 --- a/docs/source/terminology.rst +++ b/docs/source/terminology.rst @@ -8,33 +8,19 @@ Terminology Acquisition The date of SAR acquisition or image, expressed as a ``datetime.datetime`` object. - Pair - A pair is a combination of two SAR acquisitions in acquisition order. + Pair/Pairs + A pair is a combination of two SAR acquisitions in acquisition order. .. warning:: In FanInSAR, a ``Pair`` must be in acquisition order, which means that the first acquisition should be earlier than the second acquisition. For example, a pair of (2018-01-01, 2018-02-01) is valid, but a pair of (2018-02-01, 2018-01-01) is invalid. If an invalid pair is provided, FanInSAR may yield unexpected results. - Pairs - A collection of pairs. - - Loop + Loop/Loops A loop contains a list of edge pairs and one diagonal pair. See paper [1]_ for more details. - Loops - A collection of loops. - - TripletLoop + TripletLoop/TripletLoops triplet loop is a special loop that contains three pairs. See paper [1]_ for more details. - TripletLoops - A collection of triplet loops. - - SBASNetwork - A collection of loops and pairs. - CRS A coordinate reference system (CRS) is a coordinate-based local, regional, or global system used to locate geographical entities. In FanInSAR, the CRS is handled by the ``rasterio`` and ``pyproj`` packages. A valid CRS input for FanInSAR can be any type supported by the :meth:`pyproj.crs.CRS.from_user_input` method. -.. [1] : Fan, Chengyan, Lin Liu, Zhuoyi Zhao and Cuicui Mu. “Unwrapping errors matter: Pronounced underestimation of surface deformation over Tibetan Plateau permafrost by Sentinel-1 InSAR and its correction”. - - +.. [1] : Fan, Chengyan, Lin Liu, Zhuoyi Zhao and Cuicui Mu. “Pronounced Underestimation of Surface Deformation due to Unwrapping Errors over Tibetan Plateau Permafrost by Sentinel-1 InSAR and Its Correction”. diff --git a/docs/source/user_guide/Indexing_data.rst b/docs/source/user_guide/Indexing_data.rst deleted file mode 100644 index 7066c8a..0000000 --- a/docs/source/user_guide/Indexing_data.rst +++ /dev/null @@ -1,5 +0,0 @@ -.. _indexing: - -Indexing and selecting data -=========================== - diff --git a/docs/source/user_guide/colormap.ipynb b/docs/source/user_guide/colormap.ipynb index 4a27ba9..6b4720c 100644 --- a/docs/source/user_guide/colormap.ipynb +++ b/docs/source/user_guide/colormap.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Colormap reference\n", + "# Colormap Reference\n", "\n", "FanInSAR provides four well-known colormap categories, including:\n", "\n", @@ -398,7 +398,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.11.9" } }, "nbformat": 4, diff --git a/docs/source/user_guide/custom/datasets.rst b/docs/source/user_guide/custom/datasets.rst new file mode 100644 index 0000000..353df38 --- /dev/null +++ b/docs/source/user_guide/custom/datasets.rst @@ -0,0 +1,18 @@ +.. _custom_datasets: + +=============== +Custom Datasets +=============== + +In this tutorial, we will discuss how to customize your own datasets in ``FanInSAR``. + +Choosing a base class +--------------------- + +To customize your own dataset, you need to choose a base class to inherit from. In ``FanInSAR``, the base class for datasets are as follows: + +- :class:`~faninsar.datasets.RasterDataset`: The base class for raster datasets, just like the files with the extension of ``.tif`` / ``.tiff``. +- :class:`~faninsar.datasets.InterferogramDataset`: The base class for interferogram datasets. + + +.. - :class:`~faninsar.datasets.HierarchicalDataset`: The base class for hierarchical datasets, just like the files with the extension of ``.h5`` (hdf5) or ``.nc`` (netcdf). diff --git a/docs/source/user_guide/custom/index.rst b/docs/source/user_guide/custom/index.rst new file mode 100644 index 0000000..8e240b5 --- /dev/null +++ b/docs/source/user_guide/custom/index.rst @@ -0,0 +1,16 @@ +.. _customization: + +============= +Customization +============= + +Although the built-in time series models and datasets of ``FanInSAR`` +are powerful, you may want to customize them to better fit your own needs. + +In this section, we will discuss how to customize your own time series models and datasets. + +.. toctree:: + :maxdepth: 1 + + datasets + ts_models diff --git a/docs/source/user_guide/custom/ts_models.rst b/docs/source/user_guide/custom/ts_models.rst new file mode 100644 index 0000000..855f90b --- /dev/null +++ b/docs/source/user_guide/custom/ts_models.rst @@ -0,0 +1,7 @@ +.. _custom_tsmodels: + +========================= +Custom Time Series Models +========================= + +In this tutorial, we will discuss how to customize your own time series models in ``FanInSAR``. diff --git a/docs/source/user_guide/index.rst b/docs/source/user_guide/index.rst index 5ff3fa4..fa91ae5 100644 --- a/docs/source/user_guide/index.rst +++ b/docs/source/user_guide/index.rst @@ -13,5 +13,6 @@ examples that describe many common tasks that you can accomplish with FanInSAR. quick_start colormap data_structures - Indexing_data + indexing/index sampler + custom/index diff --git a/docs/source/user_guide/filter.ipynb b/docs/source/user_guide/indexing/filter.ipynb similarity index 99% rename from docs/source/user_guide/filter.ipynb rename to docs/source/user_guide/indexing/filter.ipynb index 7b4ff61..bf616f5 100644 --- a/docs/source/user_guide/filter.ipynb +++ b/docs/source/user_guide/indexing/filter.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Filter Pairs" + "# Filtering Pairs" ] }, { @@ -190,7 +190,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.11.9" } }, "nbformat": 4, diff --git a/docs/source/user_guide/indexing/index.rst b/docs/source/user_guide/indexing/index.rst new file mode 100644 index 0000000..6c91243 --- /dev/null +++ b/docs/source/user_guide/indexing/index.rst @@ -0,0 +1,13 @@ +.. _indexing: + +================== +Indexing/Filtering +================== + +This section demonstrates how to index/select + +.. toctree:: + :maxdepth: 1 + :caption: Contents: + + filter diff --git a/docs/source/user_guide/quick_start.ipynb b/docs/source/user_guide/quick_start.ipynb index af3bfcc..4027af9 100644 --- a/docs/source/user_guide/quick_start.ipynb +++ b/docs/source/user_guide/quick_start.ipynb @@ -4,54 +4,89 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Quick Start\n", + "# Quick Overview\n", "\n", - "This guide will help you get started with basic usage of the FanInSAR library.\n", + "This tutorial will help you get started with basic usage of the FanInSAR library. We will cover the following topics:\n", "\n", + "- How to initialize a dataset\n", + "- How to query values from dataset by given points/bounding boxes/polygons\n", + "- How to operate time series processing (e.g., unwrapping error correction, NSBAS inversion, etc.)\n", + "- How to save the processed results into tiff/kml(kmz) files\n", "\n", - "Customarily, we import as follows:" + "## Imports\n", + "\n", + "Customarily, we import FanInSAR as follows:" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "from pathlib import Path\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "\n", "import faninsar as fis\n", - "from faninsar import datasets, NSBAS, query" + "from faninsar import datasets, NSBAS, query, constants, cmaps" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Load InSAR data\n", + "## Load InSAR datasets\n", + "\n", + "FanInSAR provides a series of [datasets](#geo_datasets) to load well-known InSAR products. Here we will use the [HyP3S1](#faninsar.datasets.HyP3S1) for example, which is used to load the HyP3 Sentinel-1 frame dataset. \n", + "\n", + "### Initialize a dataset\n", "\n", - "FanInSAR library provides a series of classes to load well-known InSAR products. Here we will use the HyP3 for example. To load the HyP3 data, you just need to provide the home directory of the HyP3 data and pass it to the `HyP3` class." + "To initialize the [HyP3S1](#faninsar.datasets.HyP3S1) class, you only need to provide the root directory of the HyP3 data. All unwrapped interferogram and coherence files stored in the root directory, including the subdirectories, will be automatically scanned. " ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ - "home_dir = Path(\"/Volumes/Data/GeoData/YNG/Sentinel1/Hyp3/descending_roi/\")\n", - "ds_unw = datasets.HyP3(home_dir, verbose=True)" + "root_dir = Path(\"/Volumes/Data/GeoData/YNG/Sentinel1/Hyp3/descending_roi/\")\n", + "ds_unw = datasets.HyP3S1(root_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "All unwrapped interferograms stored in the home directory will be automatically scanned. You can view them by calling `files` property of the HyP3 object. The file paths and whether the file is valid or not will be displayed in the DataFrame format." + ":::{tip}\n", + "- You can also directly provide the ``paths_unw`` and ``paths_coh`` arguments to specify the paths of the unwrapped and coherence files. In this case, the ``root_dir`` argument will be ignored. \n", + "- Only common pairs of the unwrapped interferogram and coherence files will be used. The rest of the files will be ignored automatically.\n", + ":::\n", + "\n", + "\n", + ":::{admonition} More initialization parameters\n", + ":class: dropdown\n", + "\n", + "Below are the common parameters to initialize a dataset:\n", + "\n", + "- **crs, res, resampling**: \n", + " - If the dataset files are not aligned with the specified `crs` (Coordinate Reference System) or `res` (resolution), the warp process, such as resampling and reprojection, will be performed to align the dataset files with the specified `crs` and `res` automatically. ([Here](#warp_example) are some examples of usage)\n", + " - The `resampling` parameter is employed to define the resampling algorithm used in the warp process. The default value is `Resampling.nearest`. More resampling algorithms can be found [here](#rasterio.enums.Resampling).\n", + "- **fill_nodata**: If `True`, the nodata values in raster files will be interpolated using inverse distance weighting method provided by the [rasterio.fill.fillnodata()](#rasterio.fill.fillnodata).\n", + "- **roi**: region of interest, which defines the specific area to be loaded from the dataset. If left as `None`, the combined boundary of all files within the dataset will be utilized.\n", + "- **verbose**: Enabling `verbose=True` will display the dataset processing information. To suppress this output, set the parameter to `False`.\n", + ":::\n", + "\n", + "### Interferogram dataset\n", + "\n", + "[HyP3S1](#faninsar.datasets.HyP3S1) is a subclass of [RasterDataset](#faninsar.datasets.RasterDataset) and provides the same functionalities/properties as [RasterDataset](#faninsar.datasets.RasterDataset). You can view interferogram file by directly calling `files` property. The file paths and whether the file is valid or not will be displayed in the DataFrame format." ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -157,7 +192,7 @@ "[2750 rows x 2 columns]" ] }, - "execution_count": 7, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -170,12 +205,16 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We keep the same API with rasterio, so you can use directly access the resolution, bounds, and other properties of the data just like using rasterio. " + "We keep the same API with `rasterio` for the dataset, so you can use directly access the resolution, bounds, and other properties of the dataset just like using rasterio. \n", + "\n", + ":::{important}\n", + "The `res`, `crs`, `dtypes` and `nodata` are the output properties of the dataset, which can be specified by the user when initializing the dataset. The actual properties of the raster files may be different from the those properties.\n", + ":::" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -198,12 +237,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The coherence dataset can be accessed by calling `coh_dataset` property of the HyP3 object. The coherence dataset is also `RasterDataset` object, so you can access the properties of the coherence dataset just like the unwrapped interferograms." + "### Coherence dataset\n", + "\n", + "The coherence dataset can be accessed by the `coh_dataset` property of the [HyP3S1](#faninsar.datasets.HyP3S1) object. The coherence dataset is also a [RasterDataset](#faninsar.datasets.RasterDataset) object, so you can access the properties of the coherence dataset just like the unwrapped interferograms." ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -309,7 +350,7 @@ "[2750 rows x 2 columns]" ] }, - "execution_count": 18, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -319,11 +360,429 @@ "ds_coh.files" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Query values by Points/Boxes/Polygons\n", + "\n", + "FanInSAR provides a [query](#query_module) module, which defines a series of classes to query/sample values from the dataset by given points, bounding boxes, or polygons and store the results of the queries.\n", + "\n", + "### Define queries\n", + "\n", + ":::{admonition} Query types in FanInSAR\n", + ":class: dropdown\n", + "\n", + "There are four types of queries in the query module: [Points](#faninsar.query.Points), [BoundingBox](#faninsar.query.BoundingBox), [Polygons](#faninsar.query.Polygons), and [GeoQuery](#faninsar.query.GeoQuery):\n", + "\n", + "- **Points**: A collection of points, can be used to sample multiple pixel values from GeoDataset.\n", + "- **BoundingBox**: A bounding box, can be used to sample rectangular region values from GeoDataset.\n", + "- **Polygons**: A collection of polygons, can be used to sample multiple polygon values from GeoDataset.\n", + "- **GeoQuery**: A combination of `Points`, `BoundingBox`, and `Polygons`. It is highly recommended if you want to sample values using multiple query types simultaneously.\n", + ":::\n", + "\n", + "\n", + "Below is an example of how to define a `GeoQuery` containing both reference points and a bounding box" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, "outputs": [], + "source": [ + "# initialize a Points instance from a shape file\n", + "ref_file = \"/Volumes/Data/GeoData/YNG/ARPs.geojson\"\n", + "ref_points = query.Points.from_shapefile(ref_file)\n", + "\n", + "# define a bounding box\n", + "roi = query.BoundingBox(\n", + " 98.86517887, 38.78630936, 98.90998476, 38.83929150, crs=\"EPSG:4326\"\n", + ")\n", + "\n", + "# define a GeoQuery, which is a combination of a bounding box and a set of reference points\n", + "geo_query = query.GeoQuery(boxes=roi, points=ref_points)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Query values by `GeoQuery`\n", + "\n", + "There are two methods to query values from a dataset: using `[]` and using the `query()` method. \n", + "\n", + "#### Query by `[]`\n", + "\n", + "This is a direct querying method, suitable when you only need to retrieve all valid pairs." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Loading Interferogram Files: 100%|██████████| 2750/2750 [00:57<00:00, 47.52 files/s]\n" + ] + } + ], + "source": [ + "unw_sample1 = ds_unw[geo_query]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Query by `query()` method\n", + "\n", + "This method offers more flexibility, allowing you to query the values of a subset of pairs by specifying the `pairs` parameter." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Loading Interferogram Files: 100%|██████████| 881/881 [00:20<00:00, 43.56 files/s]\n" + ] + } + ], + "source": [ + "# select pairs that temporal baseline is less than 60 days\n", + "pairs = ds_unw.pairs\n", + "pairs_idx = (pairs.days <= 60) & (\n", + " pairs.where(pairs[\"2017-01\":], return_type=\"mask\")\n", + ")\n", + "pairs_used = pairs[pairs_idx]\n", + "# query the dataset with the selected pairs\n", + "unw_sample2 = ds_unw.query(geo_query, pairs=pairs_used)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Query results \n", + "\n", + ":::{admonition} Query results properties\n", + ":class: dropdown\n", + "[QueryResult](query_result) class is used to store the query results. It contains the following four properties:\n", + "\n", + "- **points**: Result of the `Points` query.\n", + "- **boxes**: Result of the `BoundingBox` query.\n", + "- **polygons**: Result of the `Polygons` query.\n", + "- **query**: The original `GeoQuery` instance used to query the dataset.\n", + ":::\n", + "\n", + "check the query results for `[]` method" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "QueryResult(\n", + " points=PointsResult(files:2750, points:107),\n", + " boxes=BBoxesResult(files:2750, height:147, width:97),\n", + " polygons=None,\n", + " query=GeoQuery(points=Points(count=107, crs='EPSG:4326'), boxes=[1 BoundingBox], polygons=None)\n", + ")" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "unw_sample1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "check the query results for `query()` method" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "QueryResult(\n", + " points=PointsResult(files:881, points:107),\n", + " boxes=BBoxesResult(files:881, height:147, width:97),\n", + " polygons=None,\n", + " query=GeoQuery(points=Points(count=107, crs='EPSG:4326'), boxes=[1 BoundingBox], polygons=None)\n", + ")" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "unw_sample2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + ":::{tip}\n", + "For each query type, masked numpy array values are stored in the `data` property, and the corresponding dimensions are stored in the `dims` property.\n", + ":::\n", + "\n", + "We typically take the mean phase values of multiple reference points as the final reference point value. In *FanInSAR*, re-referencing process can be easily achieved by the code below:" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "# calculate the mean phase values of multiple reference points\n", + "ref_values = unw_sample2.points.data.mean(axis=1)\n", + "\n", + "# re-referencing the phases\n", + "unw_img = unw_sample2.boxes.data - ref_values[:, None, None]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Time-series processing\n", + "\n", + "### Unwrapping error correction\n", + "\n", + "Here, we will demonstrate how to correct the unwrapping errors in the interferograms using the method presented in the poster: [\"Does InSAR Time Series Using C-band Sentinel-1 Data Underestimate Surface Deformation Over Permafrost Regions on Qinghai-Tibetan Plateau?\"](https://agu23.ipostersessions.com/default.aspx?s=7E-2A-74-4D-47-0B-85-B9-6A-ED-25-42-9B-4A-48-87)\n", + "\n", + "In this tutorial, the interferograms with temporal baselines less than 12 days are treated as the reliable `edge pairs`, and are used to correct the unwrapping errors in the `diagonal pairs`, which temporal baselines are longer than 12 days." + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Loops(\n", + " loops=668,\n", + " pairs=845,\n", + " edge_pairs=177,\n", + " diagonal_pairs=668\n", + ")" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# filter the edges pairs with temporal baseline less than 12 days\n", + "edge_pairs = pairs_used[pairs_used.days <= 12]\n", + "\n", + "# get the loops with edges pairs\n", + "loops = pairs_used.to_loops(max_acquisition=6, edge_pairs=edge_pairs)\n", + "loops" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [], + "source": [ + "# reshape the unw_img to 2D array (n_img, n_pixel) for the following calculation\n", + "n_img, n_row, n_col = unw_img.shape\n", + "unw = unw_img.reshape(n_img, -1)\n", + "\n", + "# =============================================================================\n", + "# there are cases that not all the pairs are used in the loops\n", + "# so we need to select the pairs that are used in the loops\n", + "# =============================================================================\n", + "\n", + "idx = pairs_used.where(loops.pairs)\n", + "unw_used = unw[idx]\n", + "\n", + "# calculate the correction term u\n", + "u = np.zeros_like(unw, dtype=np.float32)\n", + "u[idx] = np.round(NSBAS.calculate_u(loops, unw_used))\n", + "\n", + "# calculate the corrected interferometric phases\n", + "unw_c = unw - 2 * np.pi * u" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### NSBAS inversion chain\n", + "\n", + "#### Convert phase to deformation " + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "pdc = fis.PhaseDeformationConverter(constants.freq.SENTINEL1)\n", + "d = pdc.phase2deformation(unw)\n", + "d_c = pdc.phase2deformation(unw_c)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Define time series model" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [], + "source": [ + "ts_model = NSBAS.AnnualSemiannualSinusoidal(pairs_used.dates)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Operate NSBAS inversion" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " NSBAS inversion: 100%|██████████| 7130/7130 [00:10<00:00, 693.01Batch/s]\n" + ] + } + ], + "source": [ + "matrix_factory = NSBAS.NSBASMatrixFactory(d, pairs_used, ts_model)\n", + "sbas_inverse = NSBAS.NSBASInversion(matrix_factory, device=\"cpu\")\n", + "inc, params, residual_pair, residual_tsm = sbas_inverse.inverse()\n", + "cum = np.cumsum(inc, axis=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " NSBAS inversion: 100%|██████████| 4753/4753 [00:10<00:00, 455.07Batch/s]\n" + ] + } + ], + "source": [ + "matrix_factory = NSBAS.NSBASMatrixFactory(d_c, pairs_used, ts_model)\n", + "sbas_inverse = NSBAS.NSBASInversion(matrix_factory, device=\"cpu\")\n", + "inc_c, params_c, residual_pair_c, residual_tsm_c = sbas_inverse.inverse()\n", + "cum_c = np.cumsum(inc_c, axis=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compare corrected and uncorrected results" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [], + "source": [ + "amplitude = 2 * np.sqrt(params[0] ** 2 + params[1] ** 2).reshape(n_row, n_col)\n", + "amplitude_c = 2 * np.sqrt(params_c[0] ** 2 + params_c[1] ** 2).reshape(n_row, n_col)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib.colors import LogNorm\n", + "\n", + "ticks = [10, 30, 60, 90, 120]\n", + "norm = LogNorm(vmin=10, vmax=120)\n", + "\n", + "def plot_amplitude(amplitude, ax, title):\n", + " im = ax.imshow(amplitude, cmap=cmaps.tofino, norm=norm)\n", + " ax.axis(\"off\")\n", + " ax.set_title(title)\n", + " cb = fig.colorbar(im, ax=ax)\n", + "\n", + " cb.ax.set_yscale('log')\n", + " cb.ax.set_xlabel('mm')\n", + " cb.ax.set_yticks(ticks, labels=ticks)\n", + "\n", + "fig, axs = plt.subplots(1, 2, figsize=(10, 5.5))\n", + "plot_amplitude(amplitude, axs[0], \"Amplitude before Correction\")\n", + "plot_amplitude(amplitude_c, axs[1], \"Amplitude after Correction\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save results" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, "source": [] } ], @@ -343,7 +802,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.11.9" } }, "nbformat": 4, diff --git a/faninsar/NSBAS/inversion.py b/faninsar/NSBAS/inversion.py index efb857c..f153557 100644 --- a/faninsar/NSBAS/inversion.py +++ b/faninsar/NSBAS/inversion.py @@ -573,6 +573,10 @@ def calculate_u( >>> u = np.zeros_like(unw, dtype=np.float32) >>> u[idx] = np.round(NSBAS.calculate_u(loops, unw_used)) + + calculate the corrected interferometric phases + + >>> unw_c = unw - 2 * np.pi * u """ contain_nan = False if np.any(np.isnan(unw_phases)):