From 7baf892ca8f657d327495c3925f6a0972b3052bf Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Wed, 8 Jul 2026 17:34:10 -0400 Subject: [PATCH 01/15] tutorial hierarchical zarr stores --- intermediate/hierarchicahal_zarr_store.ipynb | 6261 ++++ pixi.lock | 26622 ++++++++--------- 2 files changed, 19553 insertions(+), 13330 deletions(-) create mode 100644 intermediate/hierarchicahal_zarr_store.ipynb diff --git a/intermediate/hierarchicahal_zarr_store.ipynb b/intermediate/hierarchicahal_zarr_store.ipynb new file mode 100644 index 00000000..3a63e7d5 --- /dev/null +++ b/intermediate/hierarchicahal_zarr_store.ipynb @@ -0,0 +1,6261 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "0", + "metadata": {}, + "source": [ + "# Zarr Stores with Xarray\n", + "\n", + "## Learning Objectives:\n", + "\n", + "- Learn how to read a Zarr store with a group hierarchical structure with `xr.DataTree` and `xarray`'s `\"zarr\"` engine\n", + "- Learn how to select and manipulate underlying `dask` arrays from a Zarr store\n", + "- Explore how to use Zarr stores with `xarray` for data analysis and visualization\n", + "\n", + "## What is Zarr?\n", + "\n", + "The Zarr data format is an open, community-maintained format designed for efficient, scalable storage of large N-dimensional arrays. It stores data as compressed and chunked arrays in a format well-suited to parallel processing and cloud-native workflows. \n", + "\n", + "### Zarr Data Organization:\n", + "- **Arrays**: N-dimensional arrays that can be chunked and compressed.\n", + "- **Groups**: A container for organizing multiple arrays and other groups with a hierarchical structure.\n", + "- **Metadata**: JSON-like metadata describing the arrays and groups, including information about data types, dimensions, chunking, compression, and user-defined key-value fields. \n", + "- **Dimensions and Shape**: Arrays can have any number of dimensions, and their shape is defined by the number of elements in each dimension.\n", + "- **Coordinates & Indexing**: Zarr supports coordinate arrays for each dimension, allowing for efficient indexing and slicing.\n", + "\n", + "The diagram below from [the Zarr v3 specification](https://wiki.earthdata.nasa.gov/display/ESO/Zarr+Format) showing the structure of a Zarr store:\n", + "\n", + "![ZarrSpec](https://zarr-specs.readthedocs.io/en/latest/_images/terminology-hierarchy.excalidraw.png)\n", + "\n", + "\n", + "NetCDF and Zarr share similar terminology and functionality, but the key difference is that NetCDF is a single file, while Zarr is a directory-based “store” composed of many chunked files, making it better suited for distributed and cloud-based workflows." + ] + }, + { + "cell_type": "markdown", + "id": "0500c638", + "metadata": {}, + "source": [ + "## Opening a dataset with `xr.open_datatree(engine='zarr')`\n", + "\n", + "Let's open up a precipitation zarr store. This dataset was derived from \"GPM_3IMERGHH_07\" and \"M2T1NXFLX_5.12.4\" products and has a group hierarchical structure.\n", + "**NOTE** We selected `consolidated=True`, Zarr supports consolidated metadata, which allows you to store all metadata in a single file and can improve performance when reading metadata." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2", + "metadata": {}, + "outputs": [], + "source": [ + "import xarray as xr\n", + "\n", + "precipitation_store = \"https://pub-45a1d62ac8d94c4c89f4dc63681a98ed.r2.dev/precipitation.zarr\"\n", + "\n", + "precip_dt = xr.open_datatree(precipitation_store, engine=\"zarr\", chunks={}, consolidated=True)" + ] + }, + { + "cell_type": "markdown", + "id": "6873a01b", + "metadata": {}, + "source": [ + "### Accessing data variables\n", + "As with on disk storage methods, data from zarr stores in the cloud can be accessed with either dict-like syntax or method based syntax with the `\"zarr\"` engine." + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "id": "51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'precipitation' (lon: 320, lat: 150)> Size: 192kB\n",
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" + ], + "text/plain": [ + " Size: 192kB\n", + "dask.array\n", + "Coordinates:\n", + " * lat (lat) float32 600B 20.05 20.15 20.25 20.35 ... 34.75 34.85 34.95\n", + " * lon (lon) float32 1kB -109.9 -109.8 -109.8 ... -78.25 -78.15 -78.05" + ] + }, + "execution_count": 251, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "precip_dt.observed['precipitation'].mean(dim='time')" + ] + }, + { + "cell_type": "markdown", + "id": "52", + "metadata": {}, + "source": [ + "::::{admonition} Exercise\n", + ":class: tip\n", + "\n", + "Can you calculate and plot the mean precipitation starting at 09:55 for the reanalysis group in this zarr store?\n", + "\n", + ":::{admonition} Solution\n", + ":class: dropdown\n", + "\n", + "```python\n", + "precip_dt.reanalysis['precipitation'].sel(time=slice('2021-08-29T09:55:00', '2021-08-29T16:30:00')).mean(dim='time').plot()\n", + "```\n", + ":::\n", + "::::" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "xarray-tutorial:default (3.12.9)", + "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": "3.12.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/pixi.lock b/pixi.lock index a5ab6fc6..2024b420 100644 --- a/pixi.lock +++ b/pixi.lock @@ -1,13340 +1,13302 @@ version: 7 platforms: - 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"id": "0500c638", + "id": "1", "metadata": {}, "source": [ "## Opening a dataset with `xr.open_datatree(engine='zarr')`\n", @@ -59,7 +59,7 @@ }, { "cell_type": "markdown", - "id": "6873a01b", + "id": "3", "metadata": {}, "source": [ "### Accessing data variables\n", @@ -68,641 +68,17 @@ }, { "cell_type": "code", - "execution_count": 192, - "id": "51", + "execution_count": null, + "id": "4", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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conda: https://conda.anaconda.org/conda-forge/noarch/hyperframe-6.1.0-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/identify-2.6.7-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/idna-3.10-pyhd8ed1ab_1.conda + - conda: https://conda.anaconda.org/conda-forge/noarch/imageio-2.37.0-pyhfb79c49_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/imagesize-1.4.1-pyhd8ed1ab_0.tar.bz2 - conda: https://conda.anaconda.org/conda-forge/noarch/importlib-metadata-8.6.1-pyha770c72_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/importlib_resources-6.5.2-pyhd8ed1ab_0.conda @@ -598,6 +599,7 @@ environments: - conda: https://conda.anaconda.org/conda-forge/noarch/hyperframe-6.1.0-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/identify-2.6.7-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/idna-3.10-pyhd8ed1ab_1.conda + - conda: https://conda.anaconda.org/conda-forge/noarch/imageio-2.37.0-pyhfb79c49_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/imagesize-1.4.1-pyhd8ed1ab_0.tar.bz2 - conda: https://conda.anaconda.org/conda-forge/noarch/importlib-metadata-8.6.1-pyha770c72_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/importlib_resources-6.5.2-pyhd8ed1ab_0.conda @@ -1065,6 +1067,7 @@ environments: - conda: https://conda.anaconda.org/conda-forge/noarch/hyperframe-6.1.0-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/identify-2.6.7-pyhd8ed1ab_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/idna-3.10-pyhd8ed1ab_1.conda + - conda: https://conda.anaconda.org/conda-forge/noarch/imageio-2.37.0-pyhfb79c49_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/imagesize-1.4.1-pyhd8ed1ab_0.tar.bz2 - conda: https://conda.anaconda.org/conda-forge/noarch/importlib-metadata-8.6.1-pyha770c72_0.conda - conda: https://conda.anaconda.org/conda-forge/noarch/importlib_resources-6.5.2-pyhd8ed1ab_0.conda @@ -5618,6 +5621,18 @@ packages: license_family: BSD size: 49765 timestamp: 1733211921194 +- conda: https://conda.anaconda.org/conda-forge/noarch/imageio-2.37.0-pyhfb79c49_0.conda + sha256: 8ef69fa00c68fad34a3b7b260ea774fda9bd9274fd706d3baffb9519fd0063fe + md5: b5577bc2212219566578fd5af9993af6 + depends: + - numpy + - pillow >=8.3.2 + - python >=3.9 + license: BSD-2-Clause + license_family: BSD + run_exports: {} + size: 293226 + timestamp: 1738273949742 - conda: https://conda.anaconda.org/conda-forge/noarch/imagesize-1.4.1-pyhd8ed1ab_0.tar.bz2 sha256: c2bfd7043e0c4c12d8b5593de666c1e81d67b83c474a0a79282cc5c4ef845460 md5: 7de5386c8fea29e76b303f37dde4c352 From 352a4bff207331ecdb074af463fd89a341bfe2dc Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Wed, 8 Jul 2026 18:01:11 -0400 Subject: [PATCH 04/15] style: formating of headers --- intermediate/hierarchicahal_zarr_store.ipynb | 12 ++++++++++-- 1 file changed, 10 insertions(+), 2 deletions(-) diff --git a/intermediate/hierarchicahal_zarr_store.ipynb b/intermediate/hierarchicahal_zarr_store.ipynb index 9059ea46..cd54eacd 100644 --- a/intermediate/hierarchicahal_zarr_store.ipynb +++ b/intermediate/hierarchicahal_zarr_store.ipynb @@ -154,7 +154,7 @@ } }, "source": [ - "### Chunking\n", + "## Chunking\n", "Chunking is the process of dividing arrays into smaller pieces, which allows for parallel processing and efficient storage.\n", "\n", "To examine the chunks in our Zarr store, with `xarray` you can use the `chunks` attribute on the `xr.DataArray` object." @@ -175,7 +175,7 @@ "id": "14", "metadata": {}, "source": [ - "#### Selecting by chunks\n", + "### Selecting by chunks\n", "\n", "Since our underlying data arrays are `dask.Array`, we can access data from each chunked array in our Zarr store. \n", "\n", @@ -204,6 +204,14 @@ "precip_dt.observed[\"precipitation\"].mean(dim=\"time\")" ] }, + { + "cell_type": "markdown", + "id": "1f7c865c", + "metadata": {}, + "source": [ + "## Excercise" + ] + }, { "cell_type": "markdown", "id": "17", From 5654ebf3de9895f0fdb174cddd0d6578ca513071 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Wed, 8 Jul 2026 22:01:27 +0000 Subject: [PATCH 05/15] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- intermediate/hierarchicahal_zarr_store.ipynb | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/intermediate/hierarchicahal_zarr_store.ipynb b/intermediate/hierarchicahal_zarr_store.ipynb index cd54eacd..1de4d164 100644 --- a/intermediate/hierarchicahal_zarr_store.ipynb +++ b/intermediate/hierarchicahal_zarr_store.ipynb @@ -206,7 +206,7 @@ }, { "cell_type": "markdown", - "id": "1f7c865c", + "id": "17", "metadata": {}, "source": [ "## Excercise" @@ -214,7 +214,7 @@ }, { "cell_type": "markdown", - "id": "17", + "id": "18", "metadata": {}, "source": [ "::::{admonition} Exercise\n", From 101576bc2d8fb1b471cec5523403e81a7f8979a1 Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Wed, 8 Jul 2026 18:13:26 -0400 Subject: [PATCH 06/15] spelling --- ...rarchicahal_zarr_store.ipynb => hierarchical_zarr_store.ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename intermediate/{hierarchicahal_zarr_store.ipynb => hierarchical_zarr_store.ipynb} (100%) diff --git a/intermediate/hierarchicahal_zarr_store.ipynb b/intermediate/hierarchical_zarr_store.ipynb similarity index 100% rename from intermediate/hierarchicahal_zarr_store.ipynb rename to intermediate/hierarchical_zarr_store.ipynb From 06f8aedfb933e3f176caba6ab82ebb1fb3d0665a Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Wed, 8 Jul 2026 18:22:10 -0400 Subject: [PATCH 07/15] spelling rip --- intermediate/hierarchical_zarr_store.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/intermediate/hierarchical_zarr_store.ipynb b/intermediate/hierarchical_zarr_store.ipynb index 1de4d164..8ec47f5e 100644 --- a/intermediate/hierarchical_zarr_store.ipynb +++ b/intermediate/hierarchical_zarr_store.ipynb @@ -209,7 +209,7 @@ "id": "17", "metadata": {}, "source": [ - "## Excercise" + "## Exercise" ] }, { From 9cf6efb71278c504c91467813366c36efd9749b5 Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Thu, 9 Jul 2026 16:14:56 -0400 Subject: [PATCH 08/15] spelling --- intermediate/hierarchical_zarr_store.ipynb | 12 ++++++------ 1 file changed, 6 insertions(+), 6 deletions(-) diff --git a/intermediate/hierarchical_zarr_store.ipynb b/intermediate/hierarchical_zarr_store.ipynb index 8ec47f5e..6dbee7f0 100644 --- a/intermediate/hierarchical_zarr_store.ipynb +++ b/intermediate/hierarchical_zarr_store.ipynb @@ -10,8 +10,8 @@ "## Learning Objectives:\n", "\n", "- Learn how to read a Zarr store with a group hierarchical structure with `xr.DataTree` and `xarray`'s `\"zarr\"` engine\n", - "- Learn how to select and manipulate underlying `dask` arrays from a Zarr store\n", - "- Explore how to use Zarr stores with `xarray` for data analysis and visualization\n", + "- Learn how to select `dask` arrays from a Zarr store\n", + "- Explore how to use Zarr stores with `xarray` for computations and visualizations\n", "\n", "## What is Zarr?\n", "\n", @@ -37,9 +37,9 @@ "id": "1", "metadata": {}, "source": [ - "## Opening a dataset with `xr.open_datatree(engine='zarr')`\n", + "## Opening a dataset\n", "\n", - "Let's open up a precipitation zarr store. This dataset was derived from \"GPM_3IMERGHH_07\" and \"M2T1NXFLX_5.12.4\" products and has a group hierarchical structure.\n", + "Let's open up a precipitation zarr store, with `xr.open_datatree(engine='zarr')`. This dataset was derived from \"GPM_3IMERGHH_07\" and \"M2T1NXFLX_5.12.4\" products and has a group hierarchical structure.\n", "**NOTE** We selected `consolidated=True`, Zarr supports consolidated metadata, which allows you to store all metadata in a single file and can improve performance when reading metadata." ] }, @@ -62,7 +62,7 @@ "id": "3", "metadata": {}, "source": [ - "### Accessing data variables\n", + "## Variable selection\n", "As with on disk storage methods, data from zarr stores in the cloud can be accessed with either dict-like syntax or method based syntax with the `\"zarr\"` engine." ] }, @@ -91,7 +91,7 @@ "source": [ "## Time slicing\n", "\n", - "Like a dataset store on disk we can do time slicing on our zarr store. Each time slice is one hour data with a total of 10 hours of data. \n", + "Like a dataset stored on disk we can do time slicing on our zarr store. Each time slice is one hour data with a total of 10 hours of data. \n", "\n", "Let's try getting the first 5 hours of data with `.sel(time=)`. \n", "\n", From aae9fa243d6574b64cab3a7cba31456148f2540d Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Fri, 10 Jul 2026 14:05:11 -0400 Subject: [PATCH 09/15] pr suggestions and some clean up --- intermediate/hierarchical_zarr_store.ipynb | 5191 +++++++++++++++++++- 1 file changed, 5161 insertions(+), 30 deletions(-) diff --git a/intermediate/hierarchical_zarr_store.ipynb b/intermediate/hierarchical_zarr_store.ipynb index 6dbee7f0..ee320840 100644 --- a/intermediate/hierarchical_zarr_store.ipynb +++ b/intermediate/hierarchical_zarr_store.ipynb @@ -8,14 +8,14 @@ "# Zarr Stores with Xarray\n", "\n", "## Learning Objectives:\n", - "\n", - "- Learn how to read a Zarr store with a group hierarchical structure with `xr.DataTree` and `xarray`'s `\"zarr\"` engine\n", - "- Learn how to select `dask` arrays from a Zarr store\n", - "- Explore how to use Zarr stores with `xarray` for computations and visualizations\n", + "- Learn about the Zarr data format and xarray's \"zarr\" backend engine\n", + "- Learn how to read a Zarr store with a hierarchical structure with `xr.DataTree`\n", + "- Learn how to select dask arrays from a Zarr store\n", + "- Explore how to use Zarr stores with xarray for computations and visualizations\n", "\n", "## What is Zarr?\n", "\n", - "The Zarr data format is an open, community-maintained format designed for efficient, scalable storage of large N-dimensional arrays. It stores data as compressed and chunked arrays in a format well-suited to parallel processing and cloud-native workflows. \n", + "The Zarr data format is an open, community-maintained format designed for efficient, scalable storage of large N-dimensional arrays. It stores data as compressed and chunked arrays in a format well-suited to parallel processing and cloud-native workflows. Xarray’s Zarr backend allows xarray to leverage these capabilities, including the ability to store and analyze datasets far too large fit onto disk (particularly in combination with [dask](https://docs.xarray.dev/en/latest/user-guide/dask.html#dask)).\n", "\n", "### Zarr Data Organization:\n", "- **Arrays**: N-dimensional arrays that can be chunked and compressed.\n", @@ -37,15 +37,16 @@ "id": "1", "metadata": {}, "source": [ - "## Opening a dataset\n", + "## Reading a zarr store\n", + "\n", + "With xarray's \"zarr\" backend, we can read data from cloud storage buckets. The Zarr store we will be using for this tutorial has groups: \"observed\" and \"reanalysis\", each containing a \"precipitation\" data variable derived from *[GPM_3IMERGHH_07](https://disc.gsfc.nasa.gov/datasets/GPM_3IMERGHH_07/summary)* and *[M2T1NXFLX_5.12.4](https://disc.gsfc.nasa.gov/datasets/M2T1NXFLX_5.12.4/summary)* products, respectively.\n", "\n", - "Let's open up a precipitation zarr store, with `xr.open_datatree(engine='zarr')`. This dataset was derived from \"GPM_3IMERGHH_07\" and \"M2T1NXFLX_5.12.4\" products and has a group hierarchical structure.\n", - "**NOTE** We selected `consolidated=True`, Zarr supports consolidated metadata, which allows you to store all metadata in a single file and can improve performance when reading metadata." + "Let's read in our zarr store as an `xr.DataTree`. " ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "2", "metadata": {}, "outputs": [], @@ -57,31 +58,1957 @@ "precip_dt = xr.open_datatree(precipitation_store, engine=\"zarr\", chunks={}, consolidated=True)" ] }, + { + "cell_type": "markdown", + "id": "d63e58d3", + "metadata": {}, + "source": [ + ":::{note} We selected `\"zarr\"` backend engine, which tells xarray to load and decode a dataset from a Zarr store. The `chunks={}` parameter is used to load the data into a dask array. And `consolidated=True` enables zarr’s consolidated metadata capability. This lets us read all of the metadata from a single file which can improve performance.\n", + ":::" + ] + }, { "cell_type": "markdown", "id": "3", "metadata": {}, "source": [ "## Variable selection\n", - "As with on disk storage methods, data from zarr stores in the cloud can be accessed with either dict-like syntax or method based syntax with the `\"zarr\"` engine." + "With our `DataTree` object, we can select variables from our Zarr store with either dictionary and or attribute like syntax." + ] + }, + { + "cell_type": "markdown", + "id": "9682ca77", + "metadata": {}, + "source": [ + "### Dictionary-like interface" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, + "id": "e80bbb87", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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The `.blocks[]` method allows you to index by chunk and `.compute()` returns the `np.ndarray`. " + "Let's get the first chunk of the \"observed/precipitation\" variable in our zarr store." ] }, { @@ -195,13 +5311,13 @@ ] }, { - "cell_type": "code", - "execution_count": null, - "id": "16", + "cell_type": "markdown", + "id": "ceac15c2", "metadata": {}, - "outputs": [], "source": [ - "precip_dt.observed[\"precipitation\"].mean(dim=\"time\")" + ":::{note}\n", + "We added `.data` to our `xr.DataArray` to access the `dask.Array`. The `.blocks[]` method allows you to index by chunk and `.compute()` returns the `np.ndarray`. \n", + ":::" ] }, { @@ -220,7 +5336,16 @@ "::::{admonition} Exercise\n", ":class: tip\n", "\n", - "Can you calculate and plot the mean precipitation starting at 09:55 for the reanalysis group in this zarr store?\n", + "Can you calculate and plot the mean precipitation, starting at 09:55 for the reanalysis group in this zarr store?\n", + "\n", + ":::{admonition} Hint\n", + ":class: dropdown\n", + "This is how you could calculate mean \"precipitation\"\n", + "\n", + "```python\n", + "precip_dt.reanalysis['precipitation'].mean(dim='time')\n", + "```\n", + ":::\n", "\n", ":::{admonition} Solution\n", ":class: dropdown\n", @@ -234,6 +5359,11 @@ } ], "metadata": { + "kernelspec": { + "display_name": "xarray-tutorial:default (3.12.9)", + "language": "python", + "name": "python3" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -243,7 +5373,8 @@ "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython3" + "pygments_lexer": "ipython3", + "version": "3.12.9" } }, "nbformat": 4, From 844cdf79046b5a490d1cc969f7127207447ef762 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Fri, 10 Jul 2026 18:05:29 +0000 Subject: [PATCH 10/15] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- intermediate/hierarchical_zarr_store.ipynb | 5123 +------------------- 1 file changed, 36 insertions(+), 5087 deletions(-) diff --git a/intermediate/hierarchical_zarr_store.ipynb b/intermediate/hierarchical_zarr_store.ipynb index ee320840..44001fa4 100644 --- a/intermediate/hierarchical_zarr_store.ipynb +++ b/intermediate/hierarchical_zarr_store.ipynb @@ -46,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "2", "metadata": {}, "outputs": [], @@ -60,7 +60,7 @@ }, { "cell_type": "markdown", - "id": "d63e58d3", + "id": "3", "metadata": {}, "source": [ ":::{note} We selected `\"zarr\"` backend engine, which tells xarray to load and decode a dataset from a Zarr store. The `chunks={}` parameter is used to load the data into a dask array. And `consolidated=True` enables zarr’s consolidated metadata capability. This lets us read all of the metadata from a single file which can improve performance.\n", @@ -69,7 +69,7 @@ }, { "cell_type": "markdown", - "id": "3", + "id": "4", "metadata": {}, "source": [ "## Variable selection\n", @@ -78,7 +78,7 @@ }, { "cell_type": "markdown", - "id": "9682ca77", + "id": "5", "metadata": {}, "source": [ "### Dictionary-like interface" @@ -86,641 +86,17 @@ }, { "cell_type": "code", - "execution_count": 2, - "id": "e80bbb87", + "execution_count": null, + "id": "6", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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"id": "10", + "id": "18", "metadata": {}, "source": [ "### Positional Indexing\n", @@ -5256,7 +211,7 @@ { "cell_type": "code", "execution_count": null, - "id": "11", + "id": "19", "metadata": {}, "outputs": [], "source": [ @@ -5265,7 +220,7 @@ }, { "cell_type": "markdown", - "id": "12", + "id": "20", "metadata": { "vscode": { "languageId": "plaintext" @@ -5281,7 +236,7 @@ { "cell_type": "code", "execution_count": null, - "id": "13", + "id": "21", "metadata": {}, "outputs": [], "source": [ @@ -5290,7 +245,7 @@ }, { "cell_type": "markdown", - "id": "14", + "id": "22", "metadata": {}, "source": [ "### Selecting by chunks\n", @@ -5303,7 +258,7 @@ { "cell_type": "code", "execution_count": null, - "id": "15", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -5312,7 +267,7 @@ }, { "cell_type": "markdown", - "id": "ceac15c2", + "id": "24", "metadata": {}, "source": [ ":::{note}\n", @@ -5322,7 +277,7 @@ }, { "cell_type": "markdown", - "id": "17", + "id": "25", "metadata": {}, "source": [ "## Exercise" @@ -5330,7 +285,7 @@ }, { "cell_type": "markdown", - "id": "18", + "id": "26", "metadata": {}, "source": [ "::::{admonition} Exercise\n", @@ -5359,11 +314,6 @@ } ], "metadata": { - "kernelspec": { - "display_name": "xarray-tutorial:default (3.12.9)", - "language": "python", - "name": "python3" - }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -5373,8 +323,7 @@ "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.9" + "pygments_lexer": "ipython3" } }, "nbformat": 4, From 6b3ee23b7469c677bcb7c4a1f6f22cbb7002cbca Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Fri, 10 Jul 2026 14:15:23 -0400 Subject: [PATCH 11/15] adding to toc --- _toc.yml | 1 + 1 file changed, 1 insertion(+) diff --git a/_toc.yml b/_toc.yml index cfe7f887..647b1540 100644 --- a/_toc.yml +++ b/_toc.yml @@ -54,6 +54,7 @@ parts: - file: intermediate/datastructures-intermediate.ipynb - file: intermediate/BiologyDataset.ipynb - file: intermediate/remote_data/index + - file: intermediate/hierarchical_zarr_store.ipynb sections: - file: intermediate/remote_data/cmip6-cloud.ipynb - file: intermediate/remote_data/remote-data.ipynb From 175673bdd85a1d02e87ef27b7e09de927f883576 Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Fri, 10 Jul 2026 15:00:51 -0400 Subject: [PATCH 12/15] updated _toc correctly this time --- _toc.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/_toc.yml b/_toc.yml index 647b1540..4a4f1177 100644 --- a/_toc.yml +++ b/_toc.yml @@ -53,8 +53,8 @@ parts: - file: intermediate/hvplot - file: intermediate/datastructures-intermediate.ipynb - file: intermediate/BiologyDataset.ipynb - - file: intermediate/remote_data/index - file: intermediate/hierarchical_zarr_store.ipynb + - file: intermediate/remote_data/index sections: - file: intermediate/remote_data/cmip6-cloud.ipynb - file: intermediate/remote_data/remote-data.ipynb From 6c0f153bdf33cb5e1e26b6b1f502d9124807d6f0 Mon Sep 17 00:00:00 2001 From: Olufunke Awowale Date: Sat, 11 Jul 2026 16:58:00 -0400 Subject: [PATCH 13/15] rio backend --- _toc.yml | 1 + advanced/backends/rasterio_backend.ipynb | 1580 ++++++++++++++++++++++ 2 files changed, 1581 insertions(+) create mode 100644 advanced/backends/rasterio_backend.ipynb diff --git a/_toc.yml b/_toc.yml index 4a4f1177..15d161c0 100644 --- a/_toc.yml +++ b/_toc.yml @@ -90,6 +90,7 @@ parts: - file: advanced/accessors/accessors.md sections: - file: advanced/accessors/01_accessor_examples.ipynb + - file: advanced/backends/rasterio_backend.ipynb - caption: Workshops chapters: diff --git a/advanced/backends/rasterio_backend.ipynb b/advanced/backends/rasterio_backend.ipynb new file mode 100644 index 00000000..5511e512 --- /dev/null +++ b/advanced/backends/rasterio_backend.ipynb @@ -0,0 +1,1580 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6f9c91b7", + "metadata": {}, + "source": [ + "# Xarray's Rasterio backend\n", + "\n", + "In this lesson, we will learn how to use xarray's rasterio backend engine to open GeoTIFF rasters. By the end of the lesson, we will be able to:\n", + "\n", + ":::{admonition} Learning Goals\n", + "- Learn about the GeoTIFF format\n", + "- Lean about xarray's \"rasterio\" backend and the \"rioxarray\" accessor\n", + "- Learn how to read, write and plot GeoTIFF files with xarray\n", + "- Explore how to perform reprojection operations on rasters\n", + ":::\n", + "\n", + "## What are GeoTIFFs?\n", + "\n", + "GeoTIFFS (Geographic Tagged Image File Format (GeoTIFF)) are an image format based on the TIFF (Tagged Image File Format), that contain georeferencing information embedded within a raster image. Rasters in GeoTIFFs are made up of gridded pixels (or arrays) that map to a geographic region. The pixels values represent a characteristic (variable) for the geographic region it maps to.\n", + "\n", + "![Raster_Image](https://docs.qgis.org/3.44/en/_images/raster_dataset.png)\n", + "\n", + "## Rasterio and Rioxarray Backends\n", + "\n", + "[Rasterio](https://rasterio.readthedocs.io/en/stable/intro.html) is a geospatial raster library that expresses GDAL ([Geospatial Data Abstraction Library](http://gdal.org)) data model with a Python API and CLI. [Rioxarray](https://corteva.github.io/rioxarray/stable/readme.html) is a wrapper around the rasterio library, that also extends the xarray api with the *rio* accessor. When you open a GeoTIFF file with the \"rasterio\" engine it returns the data as an xarray object with access to methods from the *rio* accessor.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "205e788b", + "metadata": {}, + "source": [ + "## Reading a GeoTIFF\n", + "\n", + "Xarray's \"rasterio\" backend supports reading GeoTIFFs.\n", + "\n", + "Lets read a GeoTIFF file as an `xr.DataArray` by selecting `engine='rasterio'`" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "105c6918", + "metadata": {}, + "outputs": [], + "source": [ + "import xarray as xr" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "01eaea18", + "metadata": {}, + "outputs": [], + "source": [ + "rds = xr.open_dataarray(\"../../../xarray-data/RGB.byte.tif\", engine='rasterio')" + ] + }, + { + "cell_type": "markdown", + "id": "69d3c747", + "metadata": {}, + "source": [ + ":::{note} We can also read GeoTIFFs with `rioxarray` a wrapper around the `rasterio` library.\n", + "Both of these options return an `xr.DataArray`\n", + ":::" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3c57dec8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Size: 2MB\n", + "[1703814 values with dtype=uint8]\n", + "Coordinates:\n", + " * band (band) int64 24B 1 2 3\n", + " * y (y) float64 6kB 2.827e+06 2.826e+06 ... 2.612e+06 2.612e+06\n", + " * x (x) float64 6kB 1.021e+05 1.024e+05 ... 3.389e+05 3.392e+05\n", + " spatial_ref int64 8B 0\n", + "Attributes:\n", + " AREA_OR_POINT: Area\n", + " STATISTICS_MAXIMUM: 255\n", + " STATISTICS_MEAN: 29.947726688477\n", + " STATISTICS_MINIMUM: 0\n", + " STATISTICS_STDDEV: 52.340921626611\n", + " _FillValue: 0\n", + " scale_factor: 1.0\n", + " add_offset: 0.0" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import rioxarray\n", + "rioxarray.open_rasterio(\"../../../xarray-data/RGB.byte.tif\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "faaa4581", + "metadata": {}, + "source": [ + "## Raster bands\n", + "\n", + "GeoTIFFS can have multiple bands each representing a range or band in the electromagnetic spectrum. Arrays stored within bands in xarray are data variables and `DataArray`'s objects in the the Xarray Data Model.\n", + "\n", + "Lets try getting the total number of bands for this GeoTIFF. Since `rioxarray` extends xarray with the *rio* accessor we can this accessor be able use many of the builtin `rasterio` methods." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3c49560b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rds.rio.count" + ] + }, + { + "cell_type": "markdown", + "id": "9bf67884", + "metadata": {}, + "source": [ + "## Selection by bands\n", + "We can also select by bands. Since there are 3 bands in this dataset we can return raster array for the first band of this `xr.DataArray` by with indexing\n", + "\n", + "Lets get the first band of this dataset and try plotting it" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "281f085e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rds[0].plot(cmap='pink')" + ] + }, + { + "cell_type": "markdown", + "id": "48a9f6e1", + "metadata": {}, + "source": [ + "## Georeferencing\n", + "With our *rio* accessor we can get the spatial bounds for out dataset and affine transformations" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "901c7068", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(101985.0, 2611484.9999999995, 339314.99999999994, 2826915.0)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rds.rio.bounds()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "65513fff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Affine(300.0379266750948, 0.0, 101985.0,\n", + " 0.0, -300.041782729805, 2826915.0)" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rds.rio.transform()" + ] + }, + { + "cell_type": "markdown", + "id": "ec7a8228", + "metadata": {}, + "source": [ + ":::{note}\n", + "The affine transformation matrix maps pixel locations in (col, row) coordinates to (x, y) spatial positions. The product of this matrix and (0, 0), the column and row coordinates of the upper left corner of the dataset, is the spatial position of the upper left corner.\n", + ":" + ] + }, + { + "cell_type": "markdown", + "id": "d42225a4", + "metadata": {}, + "source": [ + "### Coordinate Reference System (CRS)\n", + "We can also get the Coordinate Reference System for raster array and reproject them." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "89b1ecd4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "CRS.from_wkt('PROJCS[\"WGS 84 / UTM zone 18N\",GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"WGS 84\",6378137,298.257223563,AUTHORITY[\"EPSG\",\"7030\"]],AUTHORITY[\"EPSG\",\"6326\"]],PRIMEM[\"Greenwich\",0,AUTHORITY[\"EPSG\",\"8901\"]],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]],AUTHORITY[\"EPSG\",\"4326\"]],PROJECTION[\"Transverse_Mercator\"],PARAMETER[\"latitude_of_origin\",0],PARAMETER[\"central_meridian\",-75],PARAMETER[\"scale_factor\",0.9996],PARAMETER[\"false_easting\",500000],PARAMETER[\"false_northing\",0],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH],AUTHORITY[\"EPSG\",\"32618\"]]')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rds.rio.crs" + ] + }, + { + "cell_type": "markdown", + "id": "08b67364", + "metadata": {}, + "source": [ + "### Reprojection\n", + "We can also reproject our raster from one CRS to another.\n", + "\n", + "Lets reproject our raster from \"EPSG:6326\" to \"EPSG:32612\"" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ff4f1607", + "metadata": {}, + "outputs": [], + "source": [ + "rds_reproj = rds.rio.reproject('EPSG:32612')" + ] + }, + { + "cell_type": "markdown", + "id": "c0011086", + "metadata": {}, + "source": [ + ":::{note}\n", + "We have to update our CRS system to the new projection with `rio.write_crs`" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c061691d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray (band: 3, y: 718, x: 791)> Size: 2MB\n",
-       "[1703814 values with dtype=uint8]\n",
-       "Coordinates:\n",
-       "  * band         (band) int64 24B 1 2 3\n",
-       "  * y            (y) float64 6kB 2.827e+06 2.826e+06 ... 2.612e+06 2.612e+06\n",
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-       "    spatial_ref  int64 8B 0\n",
-       "Attributes:\n",
-       "    AREA_OR_POINT:       Area\n",
-       "    STATISTICS_MAXIMUM:  255\n",
-       "    STATISTICS_MEAN:     29.947726688477\n",
-       "    STATISTICS_MINIMUM:  0\n",
-       "    STATISTICS_STDDEV:   52.340921626611\n",
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-       "    add_offset:          0.0
" - ], - "text/plain": [ - " Size: 2MB\n", - "[1703814 values with dtype=uint8]\n", - "Coordinates:\n", - " * band (band) int64 24B 1 2 3\n", - " * y (y) float64 6kB 2.827e+06 2.826e+06 ... 2.612e+06 2.612e+06\n", - " * x (x) float64 6kB 1.021e+05 1.024e+05 ... 3.389e+05 3.392e+05\n", - " spatial_ref int64 8B 0\n", - "Attributes:\n", - " AREA_OR_POINT: Area\n", - " STATISTICS_MAXIMUM: 255\n", - " STATISTICS_MEAN: 29.947726688477\n", - " STATISTICS_MINIMUM: 0\n", - " STATISTICS_STDDEV: 52.340921626611\n", - " _FillValue: 0\n", - " scale_factor: 1.0\n", - " add_offset: 0.0" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import rioxarray\n", - "rioxarray.open_rasterio(\"../../../xarray-data/RGB.byte.tif\")\n" + "\n", + "rioxarray.open_rasterio(\"../../../xarray-data/RGB.byte.tif\")" ] }, { "cell_type": "markdown", - "id": "faaa4581", + "id": "6", "metadata": {}, "source": [ "## Raster bands\n", @@ -683,28 +96,17 @@ }, { "cell_type": "code", - "execution_count": 4, - "id": "3c49560b", + "execution_count": null, + "id": "7", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "3" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "rds.rio.count" ] }, { "cell_type": "markdown", - "id": "9bf67884", + "id": "8", "metadata": {}, "source": [ "## Selection by bands\n", @@ -715,38 +117,17 @@ }, { "cell_type": "code", - "execution_count": 5, - "id": "281f085e", + "execution_count": null, + "id": "9", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "rds[0].plot(cmap='pink')" + "rds[0].plot(cmap=\"pink\")" ] }, { "cell_type": "markdown", - "id": "48a9f6e1", + "id": "10", "metadata": {}, "source": [ "## Georeferencing\n", @@ -755,50 +136,27 @@ }, { "cell_type": "code", - "execution_count": 6, - "id": "901c7068", + "execution_count": null, + "id": "11", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(101985.0, 2611484.9999999995, 339314.99999999994, 2826915.0)" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "rds.rio.bounds()" ] }, { "cell_type": "code", - "execution_count": 7, - "id": "65513fff", + "execution_count": null, + "id": "12", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Affine(300.0379266750948, 0.0, 101985.0,\n", - " 0.0, -300.041782729805, 2826915.0)" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "rds.rio.transform()" ] }, { "cell_type": "markdown", - "id": "ec7a8228", + "id": "13", "metadata": {}, "source": [ ":::{note}\n", @@ -808,7 +166,7 @@ }, { "cell_type": "markdown", - "id": "d42225a4", + "id": "14", "metadata": {}, "source": [ "### Coordinate Reference System (CRS)\n", @@ -817,28 +175,17 @@ }, { "cell_type": "code", - "execution_count": 8, - "id": "89b1ecd4", + "execution_count": null, + "id": "15", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "CRS.from_wkt('PROJCS[\"WGS 84 / UTM zone 18N\",GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"WGS 84\",6378137,298.257223563,AUTHORITY[\"EPSG\",\"7030\"]],AUTHORITY[\"EPSG\",\"6326\"]],PRIMEM[\"Greenwich\",0,AUTHORITY[\"EPSG\",\"8901\"]],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]],AUTHORITY[\"EPSG\",\"4326\"]],PROJECTION[\"Transverse_Mercator\"],PARAMETER[\"latitude_of_origin\",0],PARAMETER[\"central_meridian\",-75],PARAMETER[\"scale_factor\",0.9996],PARAMETER[\"false_easting\",500000],PARAMETER[\"false_northing\",0],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH],AUTHORITY[\"EPSG\",\"32618\"]]')" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "rds.rio.crs" ] }, { "cell_type": "markdown", - "id": "08b67364", + "id": "16", "metadata": {}, "source": [ "### Reprojection\n", @@ -849,17 +196,17 @@ }, { "cell_type": "code", - "execution_count": 9, - "id": "ff4f1607", + "execution_count": null, + "id": "17", "metadata": {}, "outputs": [], "source": [ - "rds_reproj = rds.rio.reproject('EPSG:32612')" + "rds_reproj = rds.rio.reproject(\"EPSG:32612\")" ] }, { "cell_type": "markdown", - "id": "c0011086", + "id": "18", "metadata": {}, "source": [ ":::{note}\n", @@ -868,668 +215,17 @@ }, { "cell_type": "code", - "execution_count": 10, - "id": "c061691d", + "execution_count": null, + "id": "19", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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