{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Post-process" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "While `eodag` 's main goal is to offer an easy way to search and download EO products, it doesn't want to be a dead-end to the users who would like to post-process the products they have downloaded." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Products file path" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The download methods all return the local path of each product downloaded. Theses paths can be fed into another program for further processing. See for instance the tutorial that makes use of [SNAP](https://step.esa.int/main/toolboxes/snap/) to detect ships on *Sentinel 1* images.\n", "\n", "
\n", "\n", "Note\n", "\n", "The file paths returned (strings) are in the file URI format (e.g. `file:///tmp` on Linux). You may need in some occasions to remove the `file://` prefix.\n", "\n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Sentinel: SAFE Format" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Sentinel products are generally distributed in the [SAFE format](https://sentinel.esa.int/web/sentinel/user-guides/sentinel-2-msi/data-formats). AWS-based providers however offers Sentinel products in a \"scattered\" way, each file being able to be downloaded individually. `eodag` downloads these multiple files and automatically builds a SAFE product out of them. Image processing softwares such as [SNAP](https://step.esa.int/main/toolboxes/snap/) work well with products in the SAFE format." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data access with [eodag-cube](https://github.com/CS-SI/eodag-cube)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "At some point `eodag` had some capabilities to directly post-process a product, i.e. to access its data. These capabilities, which relied on [rasterio](https://rasterio.readthedocs.io/en/latest/), have been ported to the Python package [eodag-cube](https://github.com/CS-SI/eodag-cube) to avoid the heavy dependencies associated with *rasterio* and *GDAL* in particular. Installing this package is enough to benefit from its capabilities.\n", "\n", "[eodag-cube](https://github.com/CS-SI/eodag-cube) is going to extend the [EOProduct](../../api_reference/eoproduct.rst#eodag.api.product._product.EOProduct) class with a `get_data()` method which returns a product's image band as a `xarray.DataArray`. If the product has not yet been downloaded, `get_data()` will take care of downloading it first and will then return the required band data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Setup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A search is made to get *Sentinel 2 Level-1C* products from *PEPS*." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "\n", "Warning\n", "\n", "[eodag-cube](https://github.com/CS-SI/eodag-cube) needs to be installed to run correcly the following code.\n", "\n", "
" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Set the credentials with environment variables\n", "import os\n", "os.environ[\"EODAG__PEPS__AUTH__CREDENTIALS__USERNAME\"] = \"PLEASE_CHANGE_ME\"\n", "os.environ[\"EODAG__PEPS__AUTH__CREDENTIALS__PASSWORD\"] = \"PLEASE_CHANGE_ME\"\n", "\n", "# Create an output directory\n", "workspace = 'eodag_workspace_post_process'\n", "if not os.path.isdir(workspace):\n", " os.mkdir(workspace)\n", "\n", "# Create an output directory\n", "os.environ[\"EODAG__PEPS__DOWNLOAD__OUTPUTS_PREFIX\"] = os.path.abspath(workspace)\n", "\n", "# Set PEPS as the provider used for searching for products\n", "from eodag import EODataAccessGateway\n", "dag = EODataAccessGateway()\n", "dag.set_preferred_provider(\"peps\")\n", "\n", "# Define the search criteria and search for products\n", "search_criteria = {\n", " \"productType\": \"S2_MSI_L1C\",\n", " \"start\": \"2021-03-01\",\n", " \"end\": \"2021-03-31\",\n", " \"geom\": {\"lonmin\": 1.306, \"latmin\": 43.527, \"lonmax\": 1.551, \"latmax\": 43.662},\n", " \"cloudCover\": 1 # Cloud cover < 1\n", "}\n", "\n", "products, estimated_total_number = dag.search(**search_criteria)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Retrieve a single product\n", "one_product = products[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A single product is downloaded." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "f90074dc6c2c4820872bdd807a3da6d4", "version_major": 2, "version_minor": 0 }, "text/plain": [ "HBox(children=(HTML(value='S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849'), FloatProgress(value…" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "5d97262a2fdb43a89a85a3f1bbafbd97", "version_major": 2, "version_minor": 0 }, "text/plain": [ "HBox(children=(HTML(value='Extracting files from S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849.…" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n" ] }, { "data": { "text/plain": [ "'file:///home/maxime/TRAVAIL/06_EODAG/01_eodag/eodag/docs/notebooks/api_user_guide/eodag_workspace_post_process/S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849/S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849.SAFE'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dag.download(one_product)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`get_data()` requires the following parameters:\n", "\n", "* `band`: dataset band to retrieve (e.g. \"B01\")\n", "* `extent`: output extent (*minx*, *miny*, *maxx*, *maxy*) whose coordinates are in the `crs` coordinate reference system\n", "* `resolution`: output resolution (given in the unit of the `crs`, e.g. 0.0001)\n", "* `crs`: output coordinate reference system\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The example below shows how to calculate the NDVI from the downloaded product over Toulouse." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "common_params = dict(\n", " crs=\"epsg:4326\", # the downloaded images are in 4326, don't reproject them\n", " resolution=0.0001, # but lower their resolution\n", " extent=(1.435, 43.586, 1.458, 43.603) # and zoom over/crop the area of interest\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "VIR = one_product.get_data(band=\"B04\", **common_params)\n", "NIR = one_product.get_data(band=\"B08\", **common_params)\n", "NDVI = (NIR - VIR * 1.) / (NIR + VIR)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray (dim_0: 229, dim_1: 170)>\n",
       "array([[-0.00838169,  0.00969697,  0.02765209, ...,  0.08899382,\n",
       "         0.08953168,  0.15292459],\n",
       "       [-0.00458415,  0.01956135,  0.02684236, ...,  0.09963695,\n",
       "         0.09245055,  0.14425428],\n",
       "       [ 0.00064725,  0.0250139 ,  0.02480916, ...,  0.12380952,\n",
       "         0.10745698,  0.14026793],\n",
       "       ...,\n",
       "       [ 0.10257797,  0.12961097,  0.16120461, ...,  0.24607679,\n",
       "         0.27561718,  0.27751196],\n",
       "       [ 0.06745214,  0.08427058,  0.10302594, ...,  0.21860465,\n",
       "         0.24454148,  0.24917188],\n",
       "       [ 0.05295161,  0.06307043,  0.07108024, ...,  0.1889263 ,\n",
       "         0.20932009,  0.21919386]])\n",
       "Dimensions without coordinates: dim_0, dim_1
" ], "text/plain": [ "\n", "array([[-0.00838169, 0.00969697, 0.02765209, ..., 0.08899382,\n", " 0.08953168, 0.15292459],\n", " [-0.00458415, 0.01956135, 0.02684236, ..., 0.09963695,\n", " 0.09245055, 0.14425428],\n", " [ 0.00064725, 0.0250139 , 0.02480916, ..., 0.12380952,\n", " 0.10745698, 0.14026793],\n", " ...,\n", " [ 0.10257797, 0.12961097, 0.16120461, ..., 0.24607679,\n", " 0.27561718, 0.27751196],\n", " [ 0.06745214, 0.08427058, 0.10302594, ..., 0.21860465,\n", " 0.24454148, 0.24917188],\n", " [ 0.05295161, 0.06307043, 0.07108024, ..., 0.1889263 ,\n", " 0.20932009, 0.21919386]])\n", "Dimensions without coordinates: dim_0, dim_1" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "NDVI" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `plot` methods of `xarray.DataArray` can be used to quickly plot the NDVI." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "NDVI.plot(cmap=\"RdYlGn\", center=False)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.8.6" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "0bbce55006354406b0ded1c86e12754d": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HTMLModel", "state": { "layout": "IPY_MODEL_9aafdcacc7334714bb000ddffd3e689e", "style": "IPY_MODEL_d7f9231d6a6f41c294a09130e9cc6b3b", "value": "S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849: 100%" } }, "26bcde70fc1c473f8dd59f3025600438": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": {} }, "450c0ca4865f46b1bc1488212f01f34c": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "display": "inline-flex", "flex_flow": "row wrap", "width": "100%" } }, "5d97262a2fdb43a89a85a3f1bbafbd97": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HBoxModel", "state": { "children": [ "IPY_MODEL_75faf10d67fc4e4db29e4a075b3f5400", "IPY_MODEL_a2ead024d9ef406da34893deb200f1e8", "IPY_MODEL_a668376e87c14fc0becf1df7ec76a803" ], "layout": "IPY_MODEL_6e42cc9e20384d428a304357a34a2e9d" } }, "60abf27f8311426cb0076a6988bced94": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "ProgressStyleModel", "state": { "description_width": "" } }, "6e42cc9e20384d428a304357a34a2e9d": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "display": "inline-flex", "flex_flow": "row wrap", "width": "100%" } }, "75faf10d67fc4e4db29e4a075b3f5400": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HTMLModel", "state": { "layout": "IPY_MODEL_86859de77a50463ba8cb02bbc138cdf8", "style": "IPY_MODEL_a58c8919aa3441fc91060e72574df85a", "value": "Extracting files from S2B_MSIL1C_20210301T104859_N0209_R051_T31TCJ_20210301T115849.zip: 100%" } }, "86859de77a50463ba8cb02bbc138cdf8": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": {} }, "9aafdcacc7334714bb000ddffd3e689e": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": {} }, "a2ead024d9ef406da34893deb200f1e8": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "FloatProgressModel", "state": { "bar_style": "success", "layout": "IPY_MODEL_b5f620330fb4488992f1e148201d97ca", "max": 115, "style": "IPY_MODEL_60abf27f8311426cb0076a6988bced94", "value": 115 } }, "a58c8919aa3441fc91060e72574df85a": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "DescriptionStyleModel", "state": { "description_width": "" } }, "a668376e87c14fc0becf1df7ec76a803": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HTMLModel", "state": { "layout": "IPY_MODEL_26bcde70fc1c473f8dd59f3025600438", "style": "IPY_MODEL_cac4a1a741014b96a6930f0cebcfb40a", "value": " 115/115 [00:01<00:00, 58.69file/s]" } }, "b3556b728b65463da8234f50620ad902": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": {} }, "b5f620330fb4488992f1e148201d97ca": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "flex": "2" } }, "c13ab9880c814c5aad3b654e0c33461b": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HTMLModel", "state": { "layout": "IPY_MODEL_b3556b728b65463da8234f50620ad902", "style": "IPY_MODEL_e4e26f8bfae945769d8b85ecd2d5417d", "value": " 835M/835M [00:54<00:00, 15.2MB/s]" } }, "cac4a1a741014b96a6930f0cebcfb40a": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "DescriptionStyleModel", "state": { "description_width": "" } }, "d5ea9a2921d843bc838d39c0c4fbf8b3": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "ProgressStyleModel", "state": { "description_width": "" } }, "d7f9231d6a6f41c294a09130e9cc6b3b": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "DescriptionStyleModel", "state": { "description_width": "" } }, "e4e26f8bfae945769d8b85ecd2d5417d": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "DescriptionStyleModel", "state": { "description_width": "" } }, "eeade8460c614f0db69cc5ec889aade0": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "flex": "2" } }, "f468c7fb4ff6447eb4a01ff282a3daaf": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "FloatProgressModel", "state": { "bar_style": "success", "layout": "IPY_MODEL_eeade8460c614f0db69cc5ec889aade0", "max": 835264686, "style": "IPY_MODEL_d5ea9a2921d843bc838d39c0c4fbf8b3", "value": 835264686 } }, "f90074dc6c2c4820872bdd807a3da6d4": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.5.0", "model_name": "HBoxModel", "state": { "children": [ "IPY_MODEL_0bbce55006354406b0ded1c86e12754d", "IPY_MODEL_f468c7fb4ff6447eb4a01ff282a3daaf", "IPY_MODEL_c13ab9880c814c5aad3b654e0c33461b" ], "layout": "IPY_MODEL_450c0ca4865f46b1bc1488212f01f34c" } } }, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 2 }