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+    "<p><font size=\"6\"><b> Raster - vector tools</b></font></p>\n",
+    "\n",
+    "\n",
+    "> *DS Python for GIS and Geoscience*  \n",
+    "> *October, 2020*\n",
+    ">\n",
+    "> *© 2020, Joris Van den Bossche and Stijn Van Hoey. Licensed under [CC BY 4.0 Creative Commons](http://creativecommons.org/licenses/by/4.0/)*\n",
+    "\n",
+    "---"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In the previous notebooks, we mostly worked with either vector data or raster data. \n",
+    "But, often you will encounter both types of data and will have to combine them.\n",
+    "In this notebook, we show *some* examples of raster/vector interactions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import geopandas\n",
+    "import rasterio\n",
+    "\n",
+    "import xarray as xr\n",
+    "\n",
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# `rioxarray`: xarray extension based on rasterio"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In the previous notebooks, we already used `rasterio` (https://rasterio.readthedocs.io/en/latest/) to read raster files such as GeoTIFFs (through the `xarray.open_rasterio()` function). Rasterio provides support for reading and writing geospatial raster data as numpy N-D arrays, mainly through bindings to the GDAL library. \n",
+    "\n",
+    "In addition, rasterio provides a Python API to perform some GIS raster operations (clip, mask, warp, merge, transformation,...) and can be used to only load a subset of a large dataset into memory. However, the main complexity in using `rasterio`, is that the spatial information is decoupled from the data itself (i.e. the numpy array). This means that you need to keep track and organize the extent and metadata throughout the operations (e.g. the \"transform\") and you need to keep track of what each dimension represents (y-first, as arrays are organized along rows first). Notebook [12-rasterio.ipynb](12-rasterio.ipynb) goes into more depth on the rasterio package itself. \n",
+    "\n",
+    "\n",
+    "\n",
+    "Enter `rioxarray` (https://corteva.github.io/rioxarray/stable/index.html), which extends xarray with geospatial functionality powered by rasterio. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import rioxarray"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "data_file = \"./data/herstappe/raster/2020-09-17_Sentinel_2_L1C_True_color.tiff\""
+   ]
+  },
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+   "execution_count": 4,
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+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 3</li><li><span class='xr-has-index'>y</span>: 227</li><li><span class='xr-has-index'>x</span>: 447</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-84d9c72e-0ebe-46ba-81bf-24ed38a7f84f' class='xr-array-in' type='checkbox' checked><label for='section-84d9c72e-0ebe-46ba-81bf-24ed38a7f84f' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[304407 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-5619e281-d528-44b3-9aa9-a678d568f72d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5619e281-d528-44b3-9aa9-a678d568f72d' class='xr-section-summary' >Coordinates: <span>(4)</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'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3</div><input id='attrs-d68de8dc-ff97-4f2e-b60e-9b7eb71bac92' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d68de8dc-ff97-4f2e-b60e-9b7eb71bac92' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c57b2d3f-bafa-4631-88ad-89af066653cc' class='xr-var-data-in' type='checkbox'><label for='data-c57b2d3f-bafa-4631-88ad-89af066653cc' 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([1, 2, 3])</pre></div></li><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'>5.935e+05 5.935e+05 ... 6.114e+05</div><input id='attrs-a3862384-6285-4a3e-81c7-2db2f6b2cfcf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3862384-6285-4a3e-81c7-2db2f6b2cfcf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11728f65-c7a2-40db-8142-05ab3f6acc0a' class='xr-var-data-in' type='checkbox'><label for='data-11728f65-c7a2-40db-8142-05ab3f6acc0a' 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([593496.235933, 593536.314073, 593576.392213, ..., 611290.930018,\n",
+       "       611331.008158, 611371.086298])</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'>6.578e+06 6.577e+06 ... 6.568e+06</div><input id='attrs-de3bf08c-ad01-40d3-b9c0-525469de96f1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-de3bf08c-ad01-40d3-b9c0-525469de96f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd3c519f-c8dd-4f8d-ac4a-f444e2447120' class='xr-var-data-in' type='checkbox'><label for='data-fd3c519f-c8dd-4f8d-ac4a-f444e2447120' 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([6577529.547066, 6577489.434462, 6577449.321859, ..., 6568544.323882,\n",
+       "       6568504.211278, 6568464.098675])</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-bec6fbc8-1c6d-4f82-a69c-a545118a3aaa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bec6fbc8-1c6d-4f82-a69c-a545118a3aaa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9098f474-ec91-485b-b858-3a8e93ce2a4b' class='xr-var-data-in' type='checkbox'><label for='data-9098f474-ec91-485b-b858-3a8e93ce2a4b' 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;WGS 84 / Pseudo-Mercator&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Mercator_1SP&quot;],PARAMETER[&quot;central_meridian&quot;,0],PARAMETER[&quot;scale_factor&quot;,1],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],EXTENSION[&quot;PROJ4&quot;,&quot;+proj=merc +a=6378137 +b=6378137 +lat_ts=0 +lon_0=0 +x_0=0 +y_0=0 +k=1 +units=m +nadgrids=@null +wktext +no_defs&quot;],AUTHORITY[&quot;EPSG&quot;,&quot;3857&quot;]]</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;WGS 84 / Pseudo-Mercator&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Mercator_1SP&quot;],PARAMETER[&quot;central_meridian&quot;,0],PARAMETER[&quot;scale_factor&quot;,1],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],EXTENSION[&quot;PROJ4&quot;,&quot;+proj=merc +a=6378137 +b=6378137 +lat_ts=0 +lon_0=0 +x_0=0 +y_0=0 +k=1 +units=m +nadgrids=@null +wktext +no_defs&quot;],AUTHORITY[&quot;EPSG&quot;,&quot;3857&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>593476.1968631798 40.07813983073409 0.0 6577549.60336745 0.0 -40.1126034998577</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-f51fca26-a6f8-4f95-b6fa-0a048bb0ff44' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f51fca26-a6f8-4f95-b6fa-0a048bb0ff44' 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.DataArray (band: 3, y: 227, x: 447)>\n",
+       "[304407 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "  * band         (band) int64 1 2 3\n",
+       "  * x            (x) float64 5.935e+05 5.935e+05 ... 6.113e+05 6.114e+05\n",
+       "  * y            (y) float64 6.578e+06 6.577e+06 ... 6.569e+06 6.568e+06\n",
+       "    spatial_ref  int64 0\n",
+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data = rioxarray.open_rasterio(data_file)\n",
+    "data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The `rioxarray.open_rasterio` function is similar to `xarray.open_rasterio`, but in addition adds a `spatial_ref` coordinate to keep track of the spatial reference information.\n",
+    "\n",
+    "Once `rioxarray` is imported, it also provides a `.rio` accessor on the xarray.DataArray object, which gives access to some properties of the raster data:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "CRS.from_epsg(3857)"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data.rio.crs"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(593476.1968631798, 6568444.042372982, 611391.1253675179, 6577549.60336745)"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data.rio.bounds()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "data.rio.nodata"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "## Extract the data you need"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "In many applications, a specific research area is used. Extracting the data you need from a given raster data set by a vector (polygon) file is a common operation in GIS analysis. We use the clipping example to explain the typical workflow with rioxarray / rasterio.\n",
+    "\n",
+    "For our Herstappe example, the study area is available as vector data `./data/herstappe/vector/herstappe.geojson`:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>gml_id</th>\n",
+       "      <th>UIDN</th>\n",
+       "      <th>OIDN</th>\n",
+       "      <th>TERRID</th>\n",
+       "      <th>NISCODE</th>\n",
+       "      <th>NAAM</th>\n",
+       "      <th>DATPUBLBS</th>\n",
+       "      <th>NUMAC</th>\n",
+       "      <th>geometry</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>Refgem.202</td>\n",
+       "      <td>642.0</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>59.0</td>\n",
+       "      <td>73028</td>\n",
+       "      <td>Herstappe</td>\n",
+       "      <td>1831-02-07</td>\n",
+       "      <td></td>\n",
+       "      <td>MULTIPOLYGON (((5.41544 50.72148, 5.41568 50.7...</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "       gml_id   UIDN  OIDN  TERRID NISCODE       NAAM   DATPUBLBS NUMAC  \\\n",
+       "0  Refgem.202  642.0  37.0    59.0   73028  Herstappe  1831-02-07         \n",
+       "\n",
+       "                                            geometry  \n",
+       "0  MULTIPOLYGON (((5.41544 50.72148, 5.41568 50.7...  "
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_vect = geopandas.read_file(\"./data/herstappe/vector/herstappe.geojson\")\n",
+    "herstappe_vect"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false,
+    "editable": true,
+    "jupyter": {
+     "outputs_hidden": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "herstappe_vect.plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "editable": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<Geographic 2D CRS: EPSG:4326>\n",
+       "Name: WGS 84\n",
+       "Axis Info [ellipsoidal]:\n",
+       "- Lat[north]: Geodetic latitude (degree)\n",
+       "- Lon[east]: Geodetic longitude (degree)\n",
+       "Area of Use:\n",
+       "- name: World.\n",
+       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
+       "Datum: World Geodetic System 1984\n",
+       "- Ellipsoid: WGS 84\n",
+       "- Prime Meridian: Greenwich"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "herstappe_vect.crs"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true
+   },
+   "source": [
+    "Make sure both data sets are defined in the same CRS and extracting the geometry can be used as input for the masking:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "herstappe_vect = herstappe_vect.to_crs(epsg=3857)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "clipped = data.rio.clip(herstappe_vect.geometry)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, (ax1, ax2) = plt.subplots(ncols=2, figsize=(10,4))\n",
+    "data.plot.imshow(ax=ax1)\n",
+    "herstappe_vect.plot(ax=ax1, facecolor=\"none\", edgecolor=\"red\")\n",
+    "clipped.plot.imshow(ax=ax2)\n",
+    "fig.tight_layout()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The above uses the `rasterio` package (with the `mask` and `geometry_mask` / `rasterize` functionality) under the hood. This simplifies the operation compared to directly using `rasterio`.\n",
+    "\n",
+    "\n",
+    "```python\n",
+    "# cfr. The Rasterio workflow\n",
+    "\n",
+    "from rasterio.mask import mask\n",
+    "\n",
+    "# 1 - Open a data set using the context manager\n",
+    "with rasterio.open(data_file) as src: \n",
+    "\n",
+    "    # 2 - Read and transform the data set by clipping\n",
+    "    out_image, out_transform = mask(src, herstappe_vect.geometry, crop=True)\n",
+    "    \n",
+    "    # 3 - Update the spatial metadata/profile of the data set\n",
+    "    herstappe_profile = src.profile\n",
+    "    herstappe_profile.update({\"height\": out_image.shape[1],\n",
+    "                              \"width\": out_image.shape[2],\n",
+    "                              \"transform\": out_transform})\n",
+    "    # 4 - Save the new data set with the updated metadata/profile                   \n",
+    "    with rasterio.open(\"./herstappe_masked.tiff\", \"w\", **herstappe_profile) as dest: \n",
+    "        dest.write(out_image)\n",
+    "```\n",
+    "\n",
+    "The [12-rasterio.ipynb](12-rasterio.ipynb) notebook explains this workflow in more detail.\n",
+    "\n",
+    "One important difference, though, is that the above `rasterio` workflow will not load the full raster into memory when only loading (clipping) a small part of it. This can also be achieved in `rioxarray` with the `from_disk` keyword."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Convert vector to raster"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Load DEM raster and river vector data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As example, we are using data from the Zwalm river area in Flanders. \n",
+    "\n",
+    "The digital elevation model (DEM) can be downloaded via the [governmental website](https://download.vlaanderen.be/Producten/Detail?id=936&title=Digitaal_Hoogtemodel_Vlaanderen_II_DSM_raster_5_m) ([download link](https://downloadagiv.blob.core.windows.net/dhm-vlaanderen-ii-dsm-raster-5m/DHMVIIDSMRAS5m_k30.zip), extracted in the `/data` directory for this example)/ "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dem_zwalm_file = \"data/DHMVIIDSMRAS5m_k30/GeoTIFF/DHMVIIDSMRAS5m_k30.tif\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dem_zwalm = xr.open_rasterio(dem_zwalm_file).sel(band=1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "img = dem_zwalm.plot.imshow(\n",
+    "    cmap=\"terrain\", figsize=(10, 4), interpolation='antialiased')\n",
+    "img.axes.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, we download the shapes of the rivers in the area through a WFS (Web Feature Service):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import json\n",
+    "import requests\n",
+    "\n",
+    "wfs_rivers = \"https://geoservices.informatievlaanderen.be/overdrachtdiensten/VHAWaterlopen/wfs\"\n",
+    "params = dict(service='WFS', version='1.1.0', request='GetFeature',\n",
+    "              typeName='VHAWaterlopen:Wlas', outputFormat='json',\n",
+    "              cql_filter=\"(VHAZONENR=460)OR(VHAZONENR=461)\", srs=\"31370\")\n",
+    "\n",
+    "# Fetch data from WFS using requests\n",
+    "r = requests.get(wfs_rivers, params=params)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And convert this to a GeoDataFrame:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create GeoDataFrame from geojson\n",
+    "segments = geopandas.GeoDataFrame.from_features(json.loads(r.content), crs=\"epsg:31370\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>UIDN</th>\n",
+       "      <th>OIDN</th>\n",
+       "      <th>VHAS</th>\n",
+       "      <th>VHAG</th>\n",
+       "      <th>NAAM</th>\n",
+       "      <th>REGCODE</th>\n",
+       "      <th>REGCODE1</th>\n",
+       "      <th>BEHEER</th>\n",
+       "      <th>CATC</th>\n",
+       "      <th>LBLCATC</th>\n",
+       "      <th>BEKNR</th>\n",
+       "      <th>BEKNAAM</th>\n",
+       "      <th>STRMGEB</th>\n",
+       "      <th>KWALDOEL</th>\n",
+       "      <th>LBLKWAL</th>\n",
+       "      <th>GEO</th>\n",
+       "      <th>LBLGEO</th>\n",
+       "      <th>VHAZONENR</th>\n",
+       "      <th>WTRLICHC</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>LINESTRING (104155.250 174948.957, 104147.271 ...</td>\n",
+       "      <td>356290</td>\n",
+       "      <td>65768</td>\n",
+       "      <td>6020608</td>\n",
+       "      <td>5001</td>\n",
+       "      <td>Zwalmbeek</td>\n",
+       "      <td>OS266a</td>\n",
+       "      <td></td>\n",
+       "      <td>V0104</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Geklasseerd, eerste categorie</td>\n",
+       "      <td>6</td>\n",
+       "      <td>Boven-Scheldebekken</td>\n",
+       "      <td>Schelde</td>\n",
+       "      <td>110</td>\n",
+       "      <td>Produktie drinkwater</td>\n",
+       "      <td>2</td>\n",
+       "      <td>&lt; 0.25 m</td>\n",
+       "      <td>461</td>\n",
+       "      <td>VL11_63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>LINESTRING (101574.265 175606.789, 101569.762 ...</td>\n",
+       "      <td>358955</td>\n",
+       "      <td>65539</td>\n",
+       "      <td>6020496</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>Zwalmbeek</td>\n",
+       "      <td>OS266</td>\n",
+       "      <td></td>\n",
+       "      <td>V0104</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Geklasseerd, eerste categorie</td>\n",
+       "      <td>6</td>\n",
+       "      <td>Boven-Scheldebekken</td>\n",
+       "      <td>Schelde</td>\n",
+       "      <td>131</td>\n",
+       "      <td>Viswater en prod. drinkwater</td>\n",
+       "      <td>2</td>\n",
+       "      <td>&lt; 0.25 m</td>\n",
+       "      <td>461</td>\n",
+       "      <td>VL11_63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>LINESTRING (100870.618 175566.637, 100868.874 ...</td>\n",
+       "      <td>358962</td>\n",
+       "      <td>65737</td>\n",
+       "      <td>6020577</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>Zwalmbeek</td>\n",
+       "      <td>OS266</td>\n",
+       "      <td></td>\n",
+       "      <td>V0104</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Geklasseerd, eerste categorie</td>\n",
+       "      <td>6</td>\n",
+       "      <td>Boven-Scheldebekken</td>\n",
+       "      <td>Schelde</td>\n",
+       "      <td>131</td>\n",
+       "      <td>Viswater en prod. drinkwater</td>\n",
+       "      <td>2</td>\n",
+       "      <td>&lt; 0.25 m</td>\n",
+       "      <td>461</td>\n",
+       "      <td>VL11_63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>LINESTRING (106457.412 174082.427, 106455.008 ...</td>\n",
+       "      <td>358966</td>\n",
+       "      <td>65777</td>\n",
+       "      <td>6020617</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>Zwalmbeek</td>\n",
+       "      <td>OS266</td>\n",
+       "      <td></td>\n",
+       "      <td>V0104</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Geklasseerd, eerste categorie</td>\n",
+       "      <td>6</td>\n",
+       "      <td>Boven-Scheldebekken</td>\n",
+       "      <td>Schelde</td>\n",
+       "      <td>131</td>\n",
+       "      <td>Viswater en prod. drinkwater</td>\n",
+       "      <td>2</td>\n",
+       "      <td>&lt; 0.25 m</td>\n",
+       "      <td>461</td>\n",
+       "      <td>VL11_63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>LINESTRING (105267.452 174665.979, 105262.210 ...</td>\n",
+       "      <td>376442</td>\n",
+       "      <td>65542</td>\n",
+       "      <td>6020499</td>\n",
+       "      <td>5000</td>\n",
+       "      <td>Zwalmbeek</td>\n",
+       "      <td>OS266</td>\n",
+       "      <td></td>\n",
+       "      <td>V0104</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Geklasseerd, eerste categorie</td>\n",
+       "      <td>6</td>\n",
+       "      <td>Boven-Scheldebekken</td>\n",
+       "      <td>Schelde</td>\n",
+       "      <td>131</td>\n",
+       "      <td>Viswater en prod. drinkwater</td>\n",
+       "      <td>2</td>\n",
+       "      <td>&lt; 0.25 m</td>\n",
+       "      <td>461</td>\n",
+       "      <td>VL11_63</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                                            geometry    UIDN   OIDN     VHAS  \\\n",
+       "0  LINESTRING (104155.250 174948.957, 104147.271 ...  356290  65768  6020608   \n",
+       "1  LINESTRING (101574.265 175606.789, 101569.762 ...  358955  65539  6020496   \n",
+       "2  LINESTRING (100870.618 175566.637, 100868.874 ...  358962  65737  6020577   \n",
+       "3  LINESTRING (106457.412 174082.427, 106455.008 ...  358966  65777  6020617   \n",
+       "4  LINESTRING (105267.452 174665.979, 105262.210 ...  376442  65542  6020499   \n",
+       "\n",
+       "   VHAG       NAAM REGCODE REGCODE1 BEHEER  CATC  \\\n",
+       "0  5001  Zwalmbeek  OS266a           V0104     1   \n",
+       "1  5000  Zwalmbeek   OS266           V0104     1   \n",
+       "2  5000  Zwalmbeek   OS266           V0104     1   \n",
+       "3  5000  Zwalmbeek   OS266           V0104     1   \n",
+       "4  5000  Zwalmbeek   OS266           V0104     1   \n",
+       "\n",
+       "                         LBLCATC  BEKNR              BEKNAAM  STRMGEB  \\\n",
+       "0  Geklasseerd, eerste categorie      6  Boven-Scheldebekken  Schelde   \n",
+       "1  Geklasseerd, eerste categorie      6  Boven-Scheldebekken  Schelde   \n",
+       "2  Geklasseerd, eerste categorie      6  Boven-Scheldebekken  Schelde   \n",
+       "3  Geklasseerd, eerste categorie      6  Boven-Scheldebekken  Schelde   \n",
+       "4  Geklasseerd, eerste categorie      6  Boven-Scheldebekken  Schelde   \n",
+       "\n",
+       "  KWALDOEL                       LBLKWAL  GEO    LBLGEO VHAZONENR WTRLICHC  \n",
+       "0      110          Produktie drinkwater    2  < 0.25 m       461  VL11_63  \n",
+       "1      131  Viswater en prod. drinkwater    2  < 0.25 m       461  VL11_63  \n",
+       "2      131  Viswater en prod. drinkwater    2  < 0.25 m       461  VL11_63  \n",
+       "3      131  Viswater en prod. drinkwater    2  < 0.25 m       461  VL11_63  \n",
+       "4      131  Viswater en prod. drinkwater    2  < 0.25 m       461  VL11_63  "
+      ]
+     },
+     "execution_count": 19,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "segments.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x504 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "segments.plot(figsize=(8, 7))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Clip raster with vector\n",
+    "\n",
+    "The catchment extent is much smaller than the DEM file, so clipping the data first will make the computation less heavy. "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's first download the catchment area of the Zwalm river from the Flemish government:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import json\n",
+    "import requests\n",
+    "\n",
+    "wfs_bekkens = \"https://geoservices.informatievlaanderen.be/overdrachtdiensten/Watersystemen/wfs\"\n",
+    "params = dict(service='WFS', version='1.1.0', request='GetFeature',\n",
+    "              typeName='Watersystemen:WsDeelbek', outputFormat='json',\n",
+    "              cql_filter=\"DEELBEKNM='Zwalm'\", srs=\"31370\")\n",
+    "\n",
+    "# Fetch data from WFS using requests\n",
+    "r = requests.get(wfs_bekkens, params=params)\n",
+    "catchment = geopandas.GeoDataFrame.from_features(json.loads(r.content), crs=\"epsg:31370\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>OIDN</th>\n",
+       "      <th>UIDN</th>\n",
+       "      <th>DEELBID</th>\n",
+       "      <th>DEELBEKNM</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>MULTIPOLYGON (((112222.397 176907.296, 112178....</td>\n",
+       "      <td>165</td>\n",
+       "      <td>264</td>\n",
+       "      <td>06-05</td>\n",
+       "      <td>Zwalm</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                                            geometry  OIDN  UIDN DEELBID  \\\n",
+       "0  MULTIPOLYGON (((112222.397 176907.296, 112178....   165   264   06-05   \n",
+       "\n",
+       "  DEELBEKNM  \n",
+       "0     Zwalm  "
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "catchment"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Save to a file for later reuse:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# save to file\n",
+    "catchment = catchment.to_crs('epsg:4326') # geojson is default 4326\n",
+    "catchment.to_file(\"./data/zwalmbekken.geojson\", driver=\"GeoJSON\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 24,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "geopandas.read_file(\"./data/zwalmbekken.geojson\").plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "#### 1. Using rioxarray (rasterio)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As shown above, we can use rioxarray to clip the raster file:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "<defs>\n",
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+       "  --xr-background-color-row-odd: #313131;\n",
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+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
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+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
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+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 4000, x: 6400)&gt;\n",
+       "[25600000 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     int64 1\n",
+       "  * y        (y) float64 1.78e+05 1.78e+05 1.78e+05 ... 1.58e+05 1.58e+05\n",
+       "  * x        (x) float64 9.8e+04 9.801e+04 9.801e+04 ... 1.3e+05 1.3e+05 1.3e+05\n",
+       "Attributes:\n",
+       "    transform:      (5.0, 0.0, 98000.0, 0.0, -5.0, 178000.0)\n",
+       "    crs:            +init=epsg:31370\n",
+       "    res:            (5.0, 5.0)\n",
+       "    is_tiled:       1\n",
+       "    nodatavals:     (-9999.0,)\n",
+       "    scales:         (1.0,)\n",
+       "    offsets:        (0.0,)\n",
+       "    AREA_OR_POINT:  Area\n",
+       "    VERTICAL_SRS:   EPSG:5110</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 4000</li><li><span class='xr-has-index'>x</span>: 6400</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-e6d28879-332d-4f46-acc3-63610333ee4c' class='xr-array-in' type='checkbox' checked><label for='section-e6d28879-332d-4f46-acc3-63610333ee4c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[25600000 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-20e66531-d7df-4894-8ad1-705537b816a0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-20e66531-d7df-4894-8ad1-705537b816a0' 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>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-608ada28-d4a7-4b72-b65c-6aaefd3e11de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-608ada28-d4a7-4b72-b65c-6aaefd3e11de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57223741-4c60-47cb-8c17-6fc8d317f1d3' class='xr-var-data-in' type='checkbox'><label for='data-57223741-4c60-47cb-8c17-6fc8d317f1d3' 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(1)</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'>1.78e+05 1.78e+05 ... 1.58e+05</div><input id='attrs-894586f3-dc7c-4302-a1a8-607cd61922dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-894586f3-dc7c-4302-a1a8-607cd61922dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a46b72db-ea40-4aab-b7f2-74573832bcb1' class='xr-var-data-in' type='checkbox'><label for='data-a46b72db-ea40-4aab-b7f2-74573832bcb1' 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([177997.5, 177992.5, 177987.5, ..., 158012.5, 158007.5, 158002.5])</pre></div></li><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'>9.8e+04 9.801e+04 ... 1.3e+05</div><input id='attrs-cb879669-7e41-4de8-ad1e-8ffba1b4c794' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb879669-7e41-4de8-ad1e-8ffba1b4c794' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a27a10be-0c1e-4ee2-8032-f2f26dbd91a8' class='xr-var-data-in' type='checkbox'><label for='data-a27a10be-0c1e-4ee2-8032-f2f26dbd91a8' 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([ 98002.5,  98007.5,  98012.5, ..., 129987.5, 129992.5, 129997.5])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fa2c3d29-286a-4465-a656-088e847efee3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fa2c3d29-286a-4465-a656-088e847efee3' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(5.0, 0.0, 98000.0, 0.0, -5.0, 178000.0)</dd><dt><span>crs :</span></dt><dd>+init=epsg:31370</dd><dt><span>res :</span></dt><dd>(5.0, 5.0)</dd><dt><span>is_tiled :</span></dt><dd>1</dd><dt><span>nodatavals :</span></dt><dd>(-9999.0,)</dd><dt><span>scales :</span></dt><dd>(1.0,)</dd><dt><span>offsets :</span></dt><dd>(0.0,)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>VERTICAL_SRS :</span></dt><dd>EPSG:5110</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray (y: 4000, x: 6400)>\n",
+       "[25600000 values with dtype=float32]\n",
+       "Coordinates:\n",
+       "    band     int64 1\n",
+       "  * y        (y) float64 1.78e+05 1.78e+05 1.78e+05 ... 1.58e+05 1.58e+05\n",
+       "  * x        (x) float64 9.8e+04 9.801e+04 9.801e+04 ... 1.3e+05 1.3e+05 1.3e+05\n",
+       "Attributes:\n",
+       "    transform:      (5.0, 0.0, 98000.0, 0.0, -5.0, 178000.0)\n",
+       "    crs:            +init=epsg:31370\n",
+       "    res:            (5.0, 5.0)\n",
+       "    is_tiled:       1\n",
+       "    nodatavals:     (-9999.0,)\n",
+       "    scales:         (1.0,)\n",
+       "    offsets:        (0.0,)\n",
+       "    AREA_OR_POINT:  Area\n",
+       "    VERTICAL_SRS:   EPSG:5110"
+      ]
+     },
+     "execution_count": 25,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dem_zwalm = xr.open_rasterio(dem_zwalm_file).sel(band=1)\n",
+    "dem_zwalm"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "clipped = dem_zwalm.rio.clip(catchment.to_crs('epsg:31370').geometry)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Using rioxarray's `to_raster()` method, we can also save the result to a new GeoTIFF file:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "clipped.rio.to_raster(\"./dem_masked_rio.tiff\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This DEM raster file used -9999 as the NODATA value, and this is therefore also used for the clipped result:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "-9999.0"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "clipped.rio.nodata"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "img = clipped.where(clipped != -9999).plot.imshow(\n",
+    "    cmap='terrain', figsize=(10, 6), interpolation='antialiased')\n",
+    "img.axes.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "With rioxarray, we can also convert nodata values to NaNs (and thus using float dtype) when loading the raster data:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dem_zwalm2 = rioxarray.open_rasterio(dem_zwalm_file, masked=True).sel(band=1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "nan"
+      ]
+     },
+     "execution_count": 31,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dem_zwalm2.rio.nodata"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 3050, x: 2405)&gt;\n",
+       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y            (y) float64 1.774e+05 1.774e+05 ... 1.621e+05 1.621e+05\n",
+       "  * x            (x) float64 1.007e+05 1.007e+05 ... 1.127e+05 1.127e+05\n",
+       "    band         int64 1\n",
+       "    spatial_ref  int64 0\n",
+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 3050</li><li><span class='xr-has-index'>x</span>: 2405</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-67a4a762-3171-4b4f-80e2-1533475fbd3a' class='xr-array-in' type='checkbox' checked><label for='section-67a4a762-3171-4b4f-80e2-1533475fbd3a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-7e7d90e5-0b3a-42be-b4b8-2aa1b7a58a11' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7e7d90e5-0b3a-42be-b4b8-2aa1b7a58a11' class='xr-section-summary' >Coordinates: <span>(4)</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'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.774e+05 1.774e+05 ... 1.621e+05</div><input id='attrs-48dd6c49-26a7-4c2a-b585-f672c2a04c7c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48dd6c49-26a7-4c2a-b585-f672c2a04c7c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a9a136d-b105-4f4b-a61e-7dca60b5e4ff' class='xr-var-data-in' type='checkbox'><label for='data-0a9a136d-b105-4f4b-a61e-7dca60b5e4ff' 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([177382.5, 177377.5, 177372.5, ..., 162147.5, 162142.5, 162137.5])</pre></div></li><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'>1.007e+05 1.007e+05 ... 1.127e+05</div><input id='attrs-eeb79c9e-f0a4-4b1d-97c0-8d37c0245b27' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eeb79c9e-f0a4-4b1d-97c0-8d37c0245b27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66683159-4447-42d8-ae11-1666f29fe25e' class='xr-var-data-in' type='checkbox'><label for='data-66683159-4447-42d8-ae11-1666f29fe25e' 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([100657.5, 100662.5, 100667.5, ..., 112667.5, 112672.5, 112677.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-aa0a8c25-3484-4bc5-b6bd-8f1fbd1b8ecc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa0a8c25-3484-4bc5-b6bd-8f1fbd1b8ecc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c98df71-d90c-44cb-b848-e60339a7e503' class='xr-var-data-in' type='checkbox'><label for='data-4c98df71-d90c-44cb-b848-e60339a7e503' 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(1)</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-3bca7ab8-a003-4c67-93fb-e80beb4f599b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3bca7ab8-a003-4c67-93fb-e80beb4f599b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c1e24c2-c46c-471c-b927-647ef5293a76' class='xr-var-data-in' type='checkbox'><label for='data-9c1e24c2-c46c-471c-b927-647ef5293a76' 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;Belge 1972 / Belgian Lambert 72&quot;,GEOGCS[&quot;Belge 1972&quot;,DATUM[&quot;Reseau_National_Belge_1972&quot;,SPHEROID[&quot;International 1924&quot;,6378388,297,AUTHORITY[&quot;EPSG&quot;,&quot;7022&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6313&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4313&quot;]],PROJECTION[&quot;Lambert_Conformal_Conic_2SP&quot;],PARAMETER[&quot;latitude_of_origin&quot;,90],PARAMETER[&quot;central_meridian&quot;,4.36748666666667],PARAMETER[&quot;standard_parallel_1&quot;,51.1666672333333],PARAMETER[&quot;standard_parallel_2&quot;,49.8333339],PARAMETER[&quot;false_easting&quot;,150000.013],PARAMETER[&quot;false_northing&quot;,5400088.438],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;31370&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378388.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356911.9461279465</dd><dt><span>inverse_flattening :</span></dt><dd>297.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>International 1924</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>Belge 1972</dd><dt><span>horizontal_datum_name :</span></dt><dd>Reseau National Belge 1972</dd><dt><span>projected_crs_name :</span></dt><dd>Belge 1972 / Belgian Lambert 72</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(51.1666672333333, 49.8333339)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>90.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>4.36748666666667</dd><dt><span>false_easting :</span></dt><dd>150000.013</dd><dt><span>false_northing :</span></dt><dd>5400088.438</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;Belge 1972 / Belgian Lambert 72&quot;,GEOGCS[&quot;Belge 1972&quot;,DATUM[&quot;Reseau_National_Belge_1972&quot;,SPHEROID[&quot;International 1924&quot;,6378388,297,AUTHORITY[&quot;EPSG&quot;,&quot;7022&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6313&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4313&quot;]],PROJECTION[&quot;Lambert_Conformal_Conic_2SP&quot;],PARAMETER[&quot;latitude_of_origin&quot;,90],PARAMETER[&quot;central_meridian&quot;,4.36748666666667],PARAMETER[&quot;standard_parallel_1&quot;,51.1666672333333],PARAMETER[&quot;standard_parallel_2&quot;,49.8333339],PARAMETER[&quot;false_easting&quot;,150000.013],PARAMETER[&quot;false_northing&quot;,5400088.438],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;31370&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>100655.0 5.0 0.0 177385.0 0.0 -5.0</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-c84fde1c-9502-45de-8fc4-9f292f61ba74' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c84fde1c-9502-45de-8fc4-9f292f61ba74' 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.DataArray (y: 3050, x: 2405)>\n",
+       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y            (y) float64 1.774e+05 1.774e+05 ... 1.621e+05 1.621e+05\n",
+       "  * x            (x) float64 1.007e+05 1.007e+05 ... 1.127e+05 1.127e+05\n",
+       "    band         int64 1\n",
+       "    spatial_ref  int64 0\n",
+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0"
+      ]
+     },
+     "execution_count": 32,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dem_zwalm2.rio.clip(catchment.to_crs('epsg:31370').geometry)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "If we want to avoid loading the full original raster data, the `from_disk` keyword can be used."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2 {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 3050, x: 2405)&gt;\n",
+       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y            (y) float64 1.774e+05 1.774e+05 ... 1.621e+05 1.621e+05\n",
+       "  * x            (x) float64 1.007e+05 1.007e+05 ... 1.127e+05 1.127e+05\n",
+       "    band         int64 1\n",
+       "    spatial_ref  int64 0\n",
+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 3050</li><li><span class='xr-has-index'>x</span>: 2405</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-dfaf6df5-9810-45c4-be24-c06a5e8b7844' class='xr-array-in' type='checkbox' checked><label for='section-dfaf6df5-9810-45c4-be24-c06a5e8b7844' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-dff3895f-6c18-4347-8d4a-13d5ece4e475' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dff3895f-6c18-4347-8d4a-13d5ece4e475' class='xr-section-summary' >Coordinates: <span>(4)</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'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.774e+05 1.774e+05 ... 1.621e+05</div><input id='attrs-4db4b1f9-20f4-4fdb-a93b-9add8469bf17' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4db4b1f9-20f4-4fdb-a93b-9add8469bf17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1477177a-32f6-4543-a70d-0bf5fa54d412' class='xr-var-data-in' type='checkbox'><label for='data-1477177a-32f6-4543-a70d-0bf5fa54d412' 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([177382.5, 177377.5, 177372.5, ..., 162147.5, 162142.5, 162137.5])</pre></div></li><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'>1.007e+05 1.007e+05 ... 1.127e+05</div><input id='attrs-972adf8b-514c-4b88-9b54-2d95fe76ae42' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-972adf8b-514c-4b88-9b54-2d95fe76ae42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8a80950-35c5-450b-b7e0-2de3e1f8388a' class='xr-var-data-in' type='checkbox'><label for='data-c8a80950-35c5-450b-b7e0-2de3e1f8388a' 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([100657.5, 100662.5, 100667.5, ..., 112667.5, 112672.5, 112677.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-0adc7d2e-cdca-4320-b53a-0d0311609374' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0adc7d2e-cdca-4320-b53a-0d0311609374' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7024907a-5e92-4a31-a6f5-a93896efe130' class='xr-var-data-in' type='checkbox'><label for='data-7024907a-5e92-4a31-a6f5-a93896efe130' 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(1)</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-b1c66dfb-fd68-4e95-80ac-47b0b7d2503b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b1c66dfb-fd68-4e95-80ac-47b0b7d2503b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cd56f73-b11d-4174-8d02-879221b918a4' class='xr-var-data-in' type='checkbox'><label for='data-8cd56f73-b11d-4174-8d02-879221b918a4' 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;Belge 1972 / Belgian Lambert 72&quot;,GEOGCS[&quot;Belge 1972&quot;,DATUM[&quot;Reseau_National_Belge_1972&quot;,SPHEROID[&quot;International 1924&quot;,6378388,297,AUTHORITY[&quot;EPSG&quot;,&quot;7022&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6313&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4313&quot;]],PROJECTION[&quot;Lambert_Conformal_Conic_2SP&quot;],PARAMETER[&quot;latitude_of_origin&quot;,90],PARAMETER[&quot;central_meridian&quot;,4.36748666666667],PARAMETER[&quot;standard_parallel_1&quot;,51.1666672333333],PARAMETER[&quot;standard_parallel_2&quot;,49.8333339],PARAMETER[&quot;false_easting&quot;,150000.013],PARAMETER[&quot;false_northing&quot;,5400088.438],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;31370&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378388.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356911.9461279465</dd><dt><span>inverse_flattening :</span></dt><dd>297.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>International 1924</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>Belge 1972</dd><dt><span>horizontal_datum_name :</span></dt><dd>Reseau National Belge 1972</dd><dt><span>projected_crs_name :</span></dt><dd>Belge 1972 / Belgian Lambert 72</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(51.1666672333333, 49.8333339)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>90.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>4.36748666666667</dd><dt><span>false_easting :</span></dt><dd>150000.013</dd><dt><span>false_northing :</span></dt><dd>5400088.438</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;Belge 1972 / Belgian Lambert 72&quot;,GEOGCS[&quot;Belge 1972&quot;,DATUM[&quot;Reseau_National_Belge_1972&quot;,SPHEROID[&quot;International 1924&quot;,6378388,297,AUTHORITY[&quot;EPSG&quot;,&quot;7022&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6313&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4313&quot;]],PROJECTION[&quot;Lambert_Conformal_Conic_2SP&quot;],PARAMETER[&quot;latitude_of_origin&quot;,90],PARAMETER[&quot;central_meridian&quot;,4.36748666666667],PARAMETER[&quot;standard_parallel_1&quot;,51.1666672333333],PARAMETER[&quot;standard_parallel_2&quot;,49.8333339],PARAMETER[&quot;false_easting&quot;,150000.013],PARAMETER[&quot;false_northing&quot;,5400088.438],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;31370&quot;]]</dd><dt><span>GeoTransform :</span></dt><dd>100655.0 5.0 0.0 177385.0 0.0 -5.0</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-35e049a4-a8cf-4974-a23c-3e8fdcb9d6c1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-35e049a4-a8cf-4974-a23c-3e8fdcb9d6c1' 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.DataArray (y: 3050, x: 2405)>\n",
+       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       ...,\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan],\n",
+       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * y            (y) float64 1.774e+05 1.774e+05 ... 1.621e+05 1.621e+05\n",
+       "  * x            (x) float64 1.007e+05 1.007e+05 ... 1.127e+05 1.127e+05\n",
+       "    band         int64 1\n",
+       "    spatial_ref  int64 0\n",
+       "Attributes:\n",
+       "    scale_factor:  1.0\n",
+       "    add_offset:    0.0"
+      ]
+     },
+     "execution_count": 33,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "dem_zwalm2.rio.clip(catchment.to_crs('epsg:31370').geometry, from_disk=True)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "#### 2. Using GDAL CLI"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "If we have the raster and vector files on disk, [`gdal CLI`](https://gdal.org/programs/index.html) will be very fast to work with (note that GDAL automatically handles the CRS difference of the raster and vector). "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "rm ./dem_masked_gdal.tiff"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Creating output file that is 2403P x 3049L.\n",
+      "Processing data/DHMVIIDSMRAS5m_k30/GeoTIFF/DHMVIIDSMRAS5m_k30.tif [1/1] : 0Using internal nodata values (e.g. -9999) for image data/DHMVIIDSMRAS5m_k30/GeoTIFF/DHMVIIDSMRAS5m_k30.tif.\n",
+      "Copying nodata values from source data/DHMVIIDSMRAS5m_k30/GeoTIFF/DHMVIIDSMRAS5m_k30.tif to destination ./dem_masked_gdal.tiff.\n",
+      "...10...20...30...40...50...60...70...80...90...100 - done.\n"
+     ]
+    }
+   ],
+   "source": [
+    "!gdalwarp -cutline ./data/zwalmbekken.geojson -crop_to_cutline data/DHMVIIDSMRAS5m_k30/GeoTIFF/DHMVIIDSMRAS5m_k30.tif ./dem_masked_gdal.tiff"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 38,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "clipped_gdal = rioxarray.open_rasterio(\"./dem_masked_gdal.tiff\", masked=True).sel(band=1)\n",
+    "img = clipped_gdal.plot.imshow(\n",
+    "    cmap=\"terrain\", figsize=(10, 6), interpolation='antialiased')\n",
+    "img.axes.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Convert vector to raster"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To create a raster with the vector \"burned in\", we can use the `rasterio.features.rasterize` function. This expects a list of (shape, value) tuples, and an output image shape and transform. Here, we will create a new raster image with the same shape and extent as the DEM above. And we first take a buffer of the river lines:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import rasterio.features"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "segments_buffered = segments.geometry.buffer(100)\n",
+    "img = rasterio.features.rasterize(\n",
+    "    segments_buffered, \n",
+    "    out_shape=clipped.shape, \n",
+    "    transform=clipped.rio.transform())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([[0, 0, 0, ..., 0, 0, 0],\n",
+       "       [0, 0, 0, ..., 0, 0, 0],\n",
+       "       [0, 0, 0, ..., 0, 0, 0],\n",
+       "       ...,\n",
+       "       [0, 0, 0, ..., 0, 0, 0],\n",
+       "       [0, 0, 0, ..., 0, 0, 0],\n",
+       "       [0, 0, 0, ..., 0, 0, 0]], dtype=uint8)"
+      ]
+     },
+     "execution_count": 41,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "img"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, (ax0, ax1) = plt.subplots(1, 2)\n",
+    "ax0.imshow(img*50)\n",
+    "ll = ax1.imshow(clipped.values - img*20, vmin=0, cmap=\"terrain\") # just as an example\n",
+    "plt.tight_layout()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Extracting values from rasters based on vector data\n",
+    "\n",
+    "The **rasterstats** package provides methods to calculate summary statistics of geospatial raster datasets based on vector geometries (https://github.com/perrygeo/python-rasterstats)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To illustrate this, we are reading a raster file with elevation data of the full world (the file contains a single band for the elevation, save the file in the `data` subdirectory; [download link](https://www.eea.europa.eu/data-and-maps/data/world-digital-elevation-model-etopo5/zipped-dem-geotiff-raster-geographic-tag-image-file-format-raster-data/zipped-dem-geotiff-raster-geographic-tag-image-file-format-raster-data/at_download/file)):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "countries = geopandas.read_file(\"zip://./data/ne_110m_admin_0_countries.zip\")\n",
+    "cities = geopandas.read_file(\"zip://./data/ne_110m_populated_places.zip\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 44,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dem_geotiff = \"data/raw/DEM_geotiff/alwdgg.tif\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x288 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "img = xr.open_rasterio(dem_geotiff).sel(band=1).plot.imshow(cmap=\"terrain\", figsize=(10, 4), )\n",
+    "img.axes.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Given this raster of the elevation, we might want to know the elevation at a certain location or for each country.\n",
+    "For the countries example, we want to extract the pixel values that fall within a country polygon, and calculate a statistic for it, such as the mean or the maximum.\n",
+    "\n",
+    "Such functionality to extract information from a raster for given vector data is provided by the rasterstats package."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import rasterstats"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For extracting the pixel values for polygons, we use the `zonal_stats` function, passing it the GeoSeries, the path to the raster file, and the method to compute the statistics."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joris/miniconda3/envs/DS-geospatial/lib/python3.8/site-packages/rasterstats/io.py:302: UserWarning: Setting nodata to -999; specify nodata explicitly\n",
+      "  warnings.warn(\"Setting nodata to -999; specify nodata explicitly\")\n"
+     ]
+    }
+   ],
+   "source": [
+    "result = rasterstats.zonal_stats(countries.geometry, dem_geotiff,\n",
+    "                                 stats=['min', 'mean', 'max'])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The results can be assigned to new columns:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 48,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "countries[['min', 'max', 'mean']] = pd.DataFrame(result)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>iso_a3</th>\n",
+       "      <th>name</th>\n",
+       "      <th>continent</th>\n",
+       "      <th>pop_est</th>\n",
+       "      <th>gdp_md_est</th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>min</th>\n",
+       "      <th>max</th>\n",
+       "      <th>mean</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>AFG</td>\n",
+       "      <td>Afghanistan</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>34124811.0</td>\n",
+       "      <td>64080.0</td>\n",
+       "      <td>POLYGON ((61.21082 35.65007, 62.23065 35.27066...</td>\n",
+       "      <td>244.0</td>\n",
+       "      <td>5699.0</td>\n",
+       "      <td>1865.941620</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>AGO</td>\n",
+       "      <td>Angola</td>\n",
+       "      <td>Africa</td>\n",
+       "      <td>29310273.0</td>\n",
+       "      <td>189000.0</td>\n",
+       "      <td>MULTIPOLYGON (((23.90415 -11.72228, 24.07991 -...</td>\n",
+       "      <td>-1002.0</td>\n",
+       "      <td>2103.0</td>\n",
+       "      <td>1070.461868</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>ALB</td>\n",
+       "      <td>Albania</td>\n",
+       "      <td>Europe</td>\n",
+       "      <td>3047987.0</td>\n",
+       "      <td>33900.0</td>\n",
+       "      <td>POLYGON ((21.02004 40.84273, 20.99999 40.58000...</td>\n",
+       "      <td>-250.0</td>\n",
+       "      <td>2138.0</td>\n",
+       "      <td>731.139738</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>ARE</td>\n",
+       "      <td>United Arab Emirates</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>6072475.0</td>\n",
+       "      <td>667200.0</td>\n",
+       "      <td>POLYGON ((51.57952 24.24550, 51.75744 24.29407...</td>\n",
+       "      <td>-44.0</td>\n",
+       "      <td>1524.0</td>\n",
+       "      <td>115.114370</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>ARG</td>\n",
+       "      <td>Argentina</td>\n",
+       "      <td>South America</td>\n",
+       "      <td>44293293.0</td>\n",
+       "      <td>879400.0</td>\n",
+       "      <td>MULTIPOLYGON (((-66.95992 -54.89681, -67.56244...</td>\n",
+       "      <td>-945.0</td>\n",
+       "      <td>5181.0</td>\n",
+       "      <td>655.130176</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "  iso_a3                  name      continent     pop_est  gdp_md_est  \\\n",
+       "0    AFG           Afghanistan           Asia  34124811.0     64080.0   \n",
+       "1    AGO                Angola         Africa  29310273.0    189000.0   \n",
+       "2    ALB               Albania         Europe   3047987.0     33900.0   \n",
+       "3    ARE  United Arab Emirates           Asia   6072475.0    667200.0   \n",
+       "4    ARG             Argentina  South America  44293293.0    879400.0   \n",
+       "\n",
+       "                                            geometry     min     max  \\\n",
+       "0  POLYGON ((61.21082 35.65007, 62.23065 35.27066...   244.0  5699.0   \n",
+       "1  MULTIPOLYGON (((23.90415 -11.72228, 24.07991 -... -1002.0  2103.0   \n",
+       "2  POLYGON ((21.02004 40.84273, 20.99999 40.58000...  -250.0  2138.0   \n",
+       "3  POLYGON ((51.57952 24.24550, 51.75744 24.29407...   -44.0  1524.0   \n",
+       "4  MULTIPOLYGON (((-66.95992 -54.89681, -67.56244...  -945.0  5181.0   \n",
+       "\n",
+       "          mean  \n",
+       "0  1865.941620  \n",
+       "1  1070.461868  \n",
+       "2   731.139738  \n",
+       "3   115.114370  \n",
+       "4   655.130176  "
+      ]
+     },
+     "execution_count": 49,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "countries.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And then we can sort by the average elevation of the country:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>iso_a3</th>\n",
+       "      <th>name</th>\n",
+       "      <th>continent</th>\n",
+       "      <th>pop_est</th>\n",
+       "      <th>gdp_md_est</th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>min</th>\n",
+       "      <th>max</th>\n",
+       "      <th>mean</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>157</th>\n",
+       "      <td>TJK</td>\n",
+       "      <td>Tajikistan</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>8468555.0</td>\n",
+       "      <td>25810.0</td>\n",
+       "      <td>POLYGON ((74.980 37.420, 73.949 37.422, 73.260...</td>\n",
+       "      <td>335.0</td>\n",
+       "      <td>6096.0</td>\n",
+       "      <td>3103.231105</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>85</th>\n",
+       "      <td>KGZ</td>\n",
+       "      <td>Kyrgyzstan</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>5789122.0</td>\n",
+       "      <td>21010.0</td>\n",
+       "      <td>POLYGON ((80.260 42.350, 80.119 42.124, 78.544...</td>\n",
+       "      <td>610.0</td>\n",
+       "      <td>5791.0</td>\n",
+       "      <td>2867.717142</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>24</th>\n",
+       "      <td>BTN</td>\n",
+       "      <td>Bhutan</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>758288.0</td>\n",
+       "      <td>6432.0</td>\n",
+       "      <td>POLYGON ((91.697 27.772, 92.104 27.453, 92.033...</td>\n",
+       "      <td>305.0</td>\n",
+       "      <td>5486.0</td>\n",
+       "      <td>2573.559846</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>119</th>\n",
+       "      <td>NPL</td>\n",
+       "      <td>Nepal</td>\n",
+       "      <td>Asia</td>\n",
+       "      <td>29384297.0</td>\n",
+       "      <td>71520.0</td>\n",
+       "      <td>POLYGON ((81.111 30.183, 81.526 30.423, 82.328...</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>6705.0</td>\n",
+       "      <td>2408.907816</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6</th>\n",
+       "      <td>ATA</td>\n",
+       "      <td>Antarctica</td>\n",
+       "      <td>Antarctica</td>\n",
+       "      <td>4050.0</td>\n",
+       "      <td>810.0</td>\n",
+       "      <td>MULTIPOLYGON (((-59.572 -80.040, -59.866 -80.5...</td>\n",
+       "      <td>-1970.0</td>\n",
+       "      <td>4115.0</td>\n",
+       "      <td>2374.075028</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "    iso_a3        name   continent     pop_est  gdp_md_est  \\\n",
+       "157    TJK  Tajikistan        Asia   8468555.0     25810.0   \n",
+       "85     KGZ  Kyrgyzstan        Asia   5789122.0     21010.0   \n",
+       "24     BTN      Bhutan        Asia    758288.0      6432.0   \n",
+       "119    NPL       Nepal        Asia  29384297.0     71520.0   \n",
+       "6      ATA  Antarctica  Antarctica      4050.0       810.0   \n",
+       "\n",
+       "                                              geometry     min     max  \\\n",
+       "157  POLYGON ((74.980 37.420, 73.949 37.422, 73.260...   335.0  6096.0   \n",
+       "85   POLYGON ((80.260 42.350, 80.119 42.124, 78.544...   610.0  5791.0   \n",
+       "24   POLYGON ((91.697 27.772, 92.104 27.453, 92.033...   305.0  5486.0   \n",
+       "119  POLYGON ((81.111 30.183, 81.526 30.423, 82.328...    61.0  6705.0   \n",
+       "6    MULTIPOLYGON (((-59.572 -80.040, -59.866 -80.5... -1970.0  4115.0   \n",
+       "\n",
+       "            mean  \n",
+       "157  3103.231105  \n",
+       "85   2867.717142  \n",
+       "24   2573.559846  \n",
+       "119  2408.907816  \n",
+       "6    2374.075028  "
+      ]
+     },
+     "execution_count": 50,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "countries.sort_values('mean', ascending=False).head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For points, a similar function called `point_query` can be used (specifying the interpolation method):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joris/miniconda3/envs/DS-geospatial/lib/python3.8/site-packages/rasterstats/io.py:302: UserWarning: Setting nodata to -999; specify nodata explicitly\n",
+      "  warnings.warn(\"Setting nodata to -999; specify nodata explicitly\")\n"
+     ]
+    }
+   ],
+   "source": [
+    "cities[\"elevation\"] = rasterstats.point_query(cities.geometry, \n",
+    "                                              dem_geotiff, interpolate='bilinear')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 52,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>name</th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>elevation</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>122</th>\n",
+       "      <td>La Paz</td>\n",
+       "      <td>POINT (-68.15193 -16.49603)</td>\n",
+       "      <td>4378.784708</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>126</th>\n",
+       "      <td>Thimphu</td>\n",
+       "      <td>POINT (89.63901 27.47299)</td>\n",
+       "      <td>3554.551761</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>114</th>\n",
+       "      <td>Sucre</td>\n",
+       "      <td>POINT (-65.25952 -19.04097)</td>\n",
+       "      <td>3116.501683</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>88</th>\n",
+       "      <td>Quito</td>\n",
+       "      <td>POINT (-78.50200 -0.21304)</td>\n",
+       "      <td>2748.044039</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>211</th>\n",
+       "      <td>Kabul</td>\n",
+       "      <td>POINT (69.18131 34.51864)</td>\n",
+       "      <td>2588.508886</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "        name                     geometry    elevation\n",
+       "122   La Paz  POINT (-68.15193 -16.49603)  4378.784708\n",
+       "126  Thimphu    POINT (89.63901 27.47299)  3554.551761\n",
+       "114    Sucre  POINT (-65.25952 -19.04097)  3116.501683\n",
+       "88     Quito   POINT (-78.50200 -0.21304)  2748.044039\n",
+       "211    Kabul    POINT (69.18131 34.51864)  2588.508886"
+      ]
+     },
+     "execution_count": 52,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "cities.sort_values(by=\"elevation\", ascending=False).head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "-----------\n",
+    "\n",
+    "### A bit more about WFS\n",
+    "\n",
+    "> The Web Feature Service (WFS) represents a change in the way geographic information is created, modified and exchanged on the Internet. Rather than sharing geographic information at the file level using File Transfer Protocol (FTP), for example, the WFS offers direct fine-grained...\n",
+    "\n",
+    "(https://www.ogc.org/standards/wfs)\n",
+    "\n",
+    "In brief, the WFS is the specification to __access and download vector datasets__.\n",
+    "\n",
+    "To access WFS data, you need the following information:\n",
+    "- URL of the service, e.g. `https://geoservices.informatievlaanderen.be/overdrachtdiensten/VHAWaterlopen/wfs`. Looking for these URLS, check [WFS page of Michel Stuyts](https://wfs.michelstuyts.be/?lang=en)\n",
+    "- The available projections and layers, also check [WFS page of Michel Stuyts](https://wfs.michelstuyts.be/?lang=en) or start looking into the `GetCapabilities`, e.g. [vha waterlopen](https://geoservices.informatievlaanderen.be/overdrachtdiensten/VHAWaterlopen/wfs?REQUEST=GetCapabilities&SERVICE=WFS)\n",
+    "\n",
+    "Instead of downloading the entire data set, filtering the request itself (only downloading what you need) is a good idea, using the `cql_filter` filter. Finding out these is sometimes a bit of hazzle... E.g. quickly [preview the data in QGIS](https://docs.qgis.org/3.10/en/docs/training_manual/online_resources/wfs.html?highlight=wfs).\n",
+    "\n",
+    "You can also use the [`OWSLib` library](https://geopython.github.io/OWSLib/#wfs). But as WFS is a webservice, the `requests` package will be sufficient for simple queries. "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As an example - municipalities in Belgium, see https://wfs.michelstuyts.be/service.php?id=140&lang=en, _WFS Voorlopig referentiebestand gemeentegrenzen 2019_\n",
+    "\n",
+    "- URL of the service: https://geoservices.informatievlaanderen.be/overdrachtdiensten/VRBG2019/wfs\n",
+    "- Available projections:  EPSG:4258, EPSG:3812,...\n",
+    "- Available layers: VRBG2019:Refgem:,  VRBG2019:Refarr:,...\n",
+    "- Column `Naam` contains the municipatility, e.g. `Gent`"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 53,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "wfs_municipality = \"https://geoservices.informatievlaanderen.be/overdrachtdiensten/VRBG2019/wfs\"\n",
+    "params = dict(service='WFS', version='1.1.0', request='GetFeature',\n",
+    "              typeName='VRBG2019:Refgem', outputFormat='json',\n",
+    "              cql_filter=\"NAAM='Gent'\", srs=\"31370\")\n",
+    "\n",
+    "# Fetch data from WFS using requests\n",
+    "r = requests.get(wfs_municipality, params=params)\n",
+    "gent = geopandas.GeoDataFrame.from_features(json.loads(r.content), crs=\"epsg:31370\")\n",
+    "gent.plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "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": "3.8.10"
+  },
+  "widgets": {
+   "application/vnd.jupyter.widget-state+json": {
+    "state": {},
+    "version_major": 2,
+    "version_minor": 0
+   }
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}