datasets/chloris-biomass/chloris-biomass-example.ipynb

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    "## Accessing Chloris Biomass data with the Planetary Computer STAC API\n",
    "\n",
    "The Chloris Global Biomass 2003–2019 dataset provides estimates of stock and change in aboveground biomass for Earth's terrestrial woody vegetation ecosystems. It covers the period 2003–2019, at annual time steps. The global dataset has an approximate 4.6 km spatial resolution.\n",
    "\n",
    "This notebook provides an example of accessing Chloris Biomass data using the Planetary Computer STAC API, inspecting the data assets in the catalog, and doing some simple processing and plotting of the data from the Cloud Optimized GeoTIFF source."
   ]
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    "### Environment setup\n",
    "\n",
    "This notebook works with or without an API key, but you will be given more permissive access to the data with an API key. The Planetary Computer Hub is pre-configured to use your API key."
   ]
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   "execution_count": 2,
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   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import planetary_computer as pc\n",
    "import rioxarray\n",
    "\n",
    "from pystac_client import Client"
   ]
  },
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   "source": [
    "### Query for available data"
   ]
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     "name": "stdout",
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     "text": [
      "Returned 17 Items\n"
     ]
    }
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    "catalog = Client.open(\"https://planetarycomputer.microsoft.com/api/stac/v1\")\n",
    "biomass = catalog.search(collections=[\"chloris-biomass\"])\n",
    "\n",
    "all_items = biomass.get_all_items()\n",
    "\n",
    "print(f\"Returned {len(all_items)} Items\")"
   ]
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   "cell_type": "markdown",
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   "source": [
    "Our search returned all 17 items in the collection. Each of the items represent a single year, between 2003 and 2019, at a global scale.\n",
    "\n",
    "Let's see what assets are associated with this item:"
   ]
  },
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     "text": [
      "chloris_biomass_50km_2019:\n",
      "- biomass: Annual estimates of aboveground woody biomass.\n",
      "- biomass_wm: Annual estimates of aboveground woody biomass (Web Mercator).\n",
      "- biomass_change: Annual estimates of changes (gains and losses) in aboveground woody biomass from the previous year.\n",
      "- biomass_change_wm: Annual estimates of changes (gains and losses) in aboveground woody biomass from the previous year (Web Mercator).\n",
      "- tilejson: TileJSON with default rendering\n",
      "- rendered_preview: Rendered preview\n"
     ]
    }
   ],
   "source": [
    "# Grab the first item and print the titles of the assets it contains\n",
    "item = all_items[0]\n",
    "print(item.id + \":\")\n",
    "print(*[f\"- {key}: {asset.title}\" for key, asset in item.assets.items()], sep=\"\\n\")"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "There are 4 assets, though two are duplicates of the same data, provided in Web Mercator projection. One represents the estimate for aboveground woody biomass for the given year (in tonnes), and the other represents the change (in tonnes) from the previous year.\n",
    "\n",
    "Let's update our search to include just a specific year."
   ]
  },
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   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
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     "name": "stdout",
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     "text": [
      "<Item id=chloris_biomass_50km_2016>\n"
     ]
    }
   ],
   "source": [
    "datetime = \"2016-01-01\"\n",
    "biomass = catalog.search(collections=[\"chloris-biomass\"], datetime=datetime)\n",
    "\n",
    "# Sign the resulting item so we can access the underlying data assets\n",
    "item = [pc.sign(item) for item in biomass.get_items()][0]\n",
    "print(item)"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Load the variable of interest\n",
    "\n",
    "By inspecting the `raster:bands` array in each asset's extra fields, we can see that this dataset uses a value of 2,147,483,647 for \"nodata\".\n",
    "So we'll provide the `masked=True` option to `rioxarray` to open the data with the nodata converted to NaNs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
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       "Dimensions:      (y: 3600, x: 8640)\n",
       "Coordinates:\n",
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       "  * y            (y) float64 1.001e+07 1e+07 9.996e+06 ... -6.665e+06 -6.669e+06\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    biomass      (y, x) float64 ...\n",
       "Attributes:\n",
       "    scale_factor:  1.0\n",
       "    add_offset:    0.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-45ff0b2d-6ed2-4b4b-a8b0-7a6e0e2eca9b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-45ff0b2d-6ed2-4b4b-a8b0-7a6e0e2eca9b' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 3600</li><li><span class='xr-has-index'>x</span>: 8640</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-5b8fd98e-51ed-4ea7-add3-83a14bb3b20f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5b8fd98e-51ed-4ea7-add3-83a14bb3b20f' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-2.001e+07 -2.001e+07 ... 2.001e+07</div><input id='attrs-a3b2516d-5421-48e3-83f9-0e798a1b92f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3b2516d-5421-48e3-83f9-0e798a1b92f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-13f9f38b-78f7-4827-8a8c-f2f973c0dffa' class='xr-var-data-in' type='checkbox'><label for='data-13f9f38b-78f7-4827-8a8c-f2f973c0dffa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-20012792.790417, -20008159.663252, -20003526.536087, ...,\n",
       "        20003526.535847,  20008159.663012,  20012792.790177])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.001e+07 1e+07 ... -6.669e+06</div><input id='attrs-8ebaed8d-9e20-46e0-979e-2c6709655638' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8ebaed8d-9e20-46e0-979e-2c6709655638' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7366a3a-4f7f-43a2-8a83-45e8937ffdec' class='xr-var-data-in' type='checkbox'><label for='data-e7366a3a-4f7f-43a2-8a83-45e8937ffdec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([10005238.113417, 10000604.986252,  9995971.859087, ..., -6660120.299987,\n",
       "       -6664753.427152, -6669386.554317])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-ae059114-de8f-4c38-ad69-6fd549adda2b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae059114-de8f-4c38-ad69-6fd549adda2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e58d6911-c99f-42ab-a88d-31b261031f33' class='xr-var-data-in' type='checkbox'><label for='data-e58d6911-c99f-42ab-a88d-31b261031f33' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>PROJCS[&quot;unnamed&quot;,GEOGCS[&quot;unnamed ellipse&quot;,DATUM[&quot;unknown&quot;,SPHEROID[&quot;unnamed&quot;,6371007.181,0]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]]],PROJECTION[&quot;Sinusoidal&quot;],PARAMETER[&quot;longitude_of_center&quot;,0],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371007.181</dd><dt><span>semi_minor_axis :</span></dt><dd>6371007.181</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unnamed</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unnamed ellipse</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unnamed</dd><dt><span>grid_mapping_name :</span></dt><dd>sinusoidal</dd><dt><span>longitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;unnamed&quot;,GEOGCS[&quot;unnamed ellipse&quot;,DATUM[&quot;unknown&quot;,SPHEROID[&quot;unnamed&quot;,6371007.181,0]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]]],PROJECTION[&quot;Sinusoidal&quot;],PARAMETER[&quot;longitude_of_center&quot;,0],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH]]</dd><dt><span>GeoTransform :</span></dt><dd>-20015109.354 4633.12716525001 0.0 10007554.677 0.0 -4633.127165250011</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0f93995e-171b-46b7-9e3c-e62bc004326f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0f93995e-171b-46b7-9e3c-e62bc004326f' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>biomass</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4c6507f0-02a6-428f-b93d-17334ccfbaf0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c6507f0-02a6-428f-b93d-17334ccfbaf0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9cfcd1be-75dc-41b7-8ef8-fb8a2ed4a07b' class='xr-var-data-in' type='checkbox'><label for='data-9cfcd1be-75dc-41b7-8ef8-fb8a2ed4a07b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[31104000 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0e1b5985-ec12-4694-bea7-126ad6acf482' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0e1b5985-ec12-4694-bea7-126ad6acf482' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>scale_factor :</span></dt><dd>1.0</dd><dt><span>add_offset :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (y: 3600, x: 8640)\n",
       "Coordinates:\n",
       "  * x            (x) float64 -2.001e+07 -2.001e+07 ... 2.001e+07 2.001e+07\n",
       "  * y            (y) float64 1.001e+07 1e+07 9.996e+06 ... -6.665e+06 -6.669e+06\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    biomass      (y, x) float64 ...\n",
       "Attributes:\n",
       "    scale_factor:  1.0\n",
       "    add_offset:    0.0"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da = rioxarray.open_rasterio(item.assets[\"biomass\"].href, masked=True)\n",
    "\n",
    "# Transform our data array to a dataset by selecting the only data variable ('band')\n",
    "# renaming it to something useful ('biomass')\n",
    "ds = da.to_dataset(dim=\"band\").rename({1: \"biomass\"})\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Downsample and render"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For this global plot, it's ok to lose some detail in our rendering. First we'll downsample the entire dataset by a factor of 10 on each spatial dimension and drop any values above the nodata value."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 697 ms, sys: 270 ms, total: 967 ms\n",
      "Wall time: 1.14 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "factor = 10\n",
    "coarse_biomass = (\n",
    "    ds.biomass.coarsen(dim={\"x\": factor, \"y\": factor}, boundary=\"trim\").mean().compute()\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With our dataset nicely reduced, we can plot the above ground biomass for the planet in the original sinusoidal projection. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "h, w = coarse_biomass.shape\n",
    "dpi = 100\n",
    "fig = plt.figure(frameon=False, figsize=(w / dpi, h / dpi), dpi=dpi)\n",
    "ax = plt.Axes(fig, [0.0, 0.0, 1.0, 1.0])\n",
    "ax.set_axis_off()\n",
    "fig.add_axes(ax)\n",
    "coarse_biomass.plot(cmap=\"Greens\", add_colorbar=False)\n",
    "\n",
    "ax.set_title(\"2016 estimated aboveground biomass\")\n",
    "plt.show();"
   ]
  }
 ],
 "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": "3.8.12"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}