datasets/gridmet/gridmet-example.ipynb

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    "## Accessing gridMET data with the Planetary Computer STAC API\n",
    "\n",
    "gridMET is a dataset of daily high-spatial resolution (~4-km, 1/24th degree) surface meteorological data covering the contiguous US from 1979. These data can provide important inputs for ecological, agricultural, and hydrological models.\n",
    "\n",
    "This example will show you how to create an animation of air temperature for a year's worth of data.\n",
    "\n",
    "## Data Access\n",
    "\n",
    "gridMET is available under the [`gridmet` collection](http://planetarycomputer.microsoft.com/api/stac/v1/collections/gridmet) in the STAC API. You can open that URL directly with `pystac`, or browse to the collection from the main STAC endpoint with pystac-client. Either way, the URL to the Zarr store in Blob Storage is in the `zarr-abfs` asset."
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       "<Asset href=abfs://gridmet/gridmet.zarr>"
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   "source": [
    "import pystac_client\n",
    "import planetary_computer\n",
    "\n",
    "catalog = pystac_client.Client.open(\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1\"\n",
    ")\n",
    "gridmet = catalog.get_collection(\"gridmet\")\n",
    "asset = planetary_computer.sign(gridmet.assets[\"zarr-abfs\"])\n",
    "asset"
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    "Notice that we signed the asset using `planetary_computer`. This places a read-only SAS token in the `xarray:storage_options` dictionary. See more at [Using tokens for data access](https://planetarycomputer.microsoft.com/docs/concepts/sas/).\n",
    "\n",
    "Now this asset can be opened with fsspec and xarray."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                                    (time: 15341, lat: 585, lon: 1386, crs: 1)\n",
       "Coordinates:\n",
       "  * crs                                        (crs) uint16 3\n",
       "  * lat                                        (lat) float64 49.4 ... 25.07\n",
       "  * lon                                        (lon) float64 -124.8 ... -67.06\n",
       "  * time                                       (time) datetime64[ns] 1979-01-...\n",
       "Data variables:\n",
       "    air_temperature                            (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    burning_index_g                            (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    dead_fuel_moisture_1000hr                  (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    dead_fuel_moisture_100hr                   (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    mean_vapor_pressure_deficit                (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    potential_evapotranspiration               (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    precipitation_amount                       (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    relative_humidity                          (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    specific_humidity                          (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    surface_downwelling_shortwave_flux_in_air  (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    wind_from_direction                        (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "    wind_speed                                 (time, lat, lon) float32 dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;\n",
       "Attributes: (12/19)\n",
       "    Conventions:                CF-1.6\n",
       "    author:                     John Abatzoglou - University of Idaho, jabatz...\n",
       "    coordinate_system:          EPSG:4326\n",
       "    date:                       02 July 2019\n",
       "    geospatial_bounds:          POLYGON((-124.7666666333333 49.40000000000000...\n",
       "    geospatial_bounds_crs:      EPSG:4326\n",
       "    ...                         ...\n",
       "    geospatial_lon_units:       decimal_degrees east\n",
       "    note1:                      The projection information for this file is: ...\n",
       "    note2:                      Citation: Abatzoglou, J.T., 2013, Development...\n",
       "    note3:                      Data in slices after last_permanent_slice (1-...\n",
       "    note4:                      Data in slices after last_provisional_slice (...\n",
       "    note5:                      Days correspond approximately to calendar day...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-d28ff058-debd-4bb2-8519-5dd1962cb1b3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d28ff058-debd-4bb2-8519-5dd1962cb1b3' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 15341</li><li><span class='xr-has-index'>lat</span>: 585</li><li><span class='xr-has-index'>lon</span>: 1386</li><li><span class='xr-has-index'>crs</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e729811d-86f3-40e8-bc8e-07f595b595b6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e729811d-86f3-40e8-bc8e-07f595b595b6' 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'>crs</span></div><div class='xr-var-dims'>(crs)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>3</div><input id='attrs-e530c368-c2d8-4ca0-bf2b-06c9d3a8599b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e530c368-c2d8-4ca0-bf2b-06c9d3a8599b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-76c6cdf2-da9b-4560-95c0-9c3773dae361' class='xr-var-data-in' type='checkbox'><label for='data-76c6cdf2-da9b-4560-95c0-9c3773dae361' 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>GeoTransform :</span></dt><dd>-124.7666666333333 0.041666666666666 0  49.400000000000000 -0.041666666666666</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>long_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>spatial_ref :</span></dt><dd>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;]]</dd></dl></div><div class='xr-var-data'><pre>array([3], dtype=uint16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>49.4 49.36 49.32 ... 25.11 25.07</div><input id='attrs-f5252043-dce5-4e5f-8b9e-39e0018ebee2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5252043-dce5-4e5f-8b9e-39e0018ebee2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db542608-06d8-4d28-81fe-77ca86a8b6c6' class='xr-var-data-in' type='checkbox'><label for='data-db542608-06d8-4d28-81fe-77ca86a8b6c6' 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>description :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([49.4     , 49.358333, 49.316667, ..., 25.15    , 25.108333, 25.066667])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-124.8 -124.7 ... -67.1 -67.06</div><input id='attrs-a2bf3a34-25cd-408d-bb20-09a81881342f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2bf3a34-25cd-408d-bb20-09a81881342f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45566a9e-bc8d-48e3-bbc5-3120b7daabe2' class='xr-var-data-in' type='checkbox'><label for='data-45566a9e-bc8d-48e3-bbc5-3120b7daabe2' 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>description :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([-124.766667, -124.725   , -124.683333, ...,  -67.141667,  -67.1     ,\n",
       "        -67.058333])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-01 ... 2020-12-31</div><input id='attrs-23036b33-f4fa-47a9-9e2b-dba891380471' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-23036b33-f4fa-47a9-9e2b-dba891380471' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31f37c07-4630-4e7a-8877-86603e411f7b' class='xr-var-data-in' type='checkbox'><label for='data-31f37c07-4630-4e7a-8877-86603e411f7b' 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>description :</span></dt><dd>days since 1900-01-01</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-01T00:00:00.000000000&#x27;, &#x27;1979-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-01-03T00:00:00.000000000&#x27;, ..., &#x27;2020-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-30T00:00:00.000000000&#x27;, &#x27;2020-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-182e3ebe-e7b4-4b50-ad05-cb838e93bb62' class='xr-section-summary-in' type='checkbox'  checked><label for='section-182e3ebe-e7b4-4b50-ad05-cb838e93bb62' class='xr-section-summary' >Data variables: <span>(12)</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>air_temperature</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30, 585, 1386), meta=np.ndarray&gt;</div><input id='attrs-b97221b3-bb89-44a2-a2c4-aa16e1c6c329' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b97221b3-bb89-44a2-a2c4-aa16e1c6c329' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22f2bbf1-9ccf-4d23-84fa-9f966f4a6cb9' class='xr-var-data-in' type='checkbox'><label for='data-22f2bbf1-9ccf-4d23-84fa-9f966f4a6cb9' 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>coordinate_system :</span></dt><dd>WGS84,EPSG:4326</dd><dt><span>description :</span></dt><dd>Daily Minimum Temperature</dd><dt><span>dimensions :</span></dt><dd>lon lat time</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>tmmn</dd><dt><span>standard_name :</span></dt><dd>tmmn</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> 46.34 GiB </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-3c6e138d-4cdf-42ce-b6e1-11e36ca01da4' class='xr-section-summary-in' type='checkbox'  ><label for='section-3c6e138d-4cdf-42ce-b6e1-11e36ca01da4' class='xr-section-summary' >Attributes: <span>(19)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>author :</span></dt><dd>John Abatzoglou - University of Idaho, jabatzoglou@uidaho.edu</dd><dt><span>coordinate_system :</span></dt><dd>EPSG:4326</dd><dt><span>date :</span></dt><dd>02 July 2019</dd><dt><span>geospatial_bounds :</span></dt><dd>POLYGON((-124.7666666333333 49.400000000000000, -124.7666666333333 25.066666666666666, -67.058333300000015 25.066666666666666, -67.058333300000015 49.400000000000000, -124.7666666333333 49.400000000000000))</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4326</dd><dt><span>geospatial_lat_max :</span></dt><dd>49.40000000000000</dd><dt><span>geospatial_lat_min :</span></dt><dd>25.066666666666666</dd><dt><span>geospatial_lat_resolution :</span></dt><dd>0.041666666666666</dd><dt><span>geospatial_lat_units :</span></dt><dd>decimal_degrees north</dd><dt><span>geospatial_lon_max :</span></dt><dd>-67.058333300000015</dd><dt><span>geospatial_lon_min :</span></dt><dd>-124.7666666333333</dd><dt><span>geospatial_lon_resolution :</span></dt><dd>0.041666666666666</dd><dt><span>geospatial_lon_units :</span></dt><dd>decimal_degrees east</dd><dt><span>note1 :</span></dt><dd>The projection information for this file is: GCS WGS 1984.</dd><dt><span>note2 :</span></dt><dd>Citation: Abatzoglou, J.T., 2013, Development of gridded surface meteorological data for ecological applications and modeling, International Journal of Climatology, DOI: 10.1002/joc.3413</dd><dt><span>note3 :</span></dt><dd>Data in slices after last_permanent_slice (1-based) are considered provisional and subject to change with subsequent updates</dd><dt><span>note4 :</span></dt><dd>Data in slices after last_provisional_slice (1-based) are considered early and subject to change with subsequent updates</dd><dt><span>note5 :</span></dt><dd>Days correspond approximately to calendar days ending at midnight, Mountain Standard Time (7 UTC the next calendar day)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                                    (time: 15341, lat: 585, lon: 1386, crs: 1)\n",
       "Coordinates:\n",
       "  * crs                                        (crs) uint16 3\n",
       "  * lat                                        (lat) float64 49.4 ... 25.07\n",
       "  * lon                                        (lon) float64 -124.8 ... -67.06\n",
       "  * time                                       (time) datetime64[ns] 1979-01-...\n",
       "Data variables:\n",
       "    air_temperature                            (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    burning_index_g                            (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    dead_fuel_moisture_1000hr                  (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    dead_fuel_moisture_100hr                   (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    mean_vapor_pressure_deficit                (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    potential_evapotranspiration               (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    precipitation_amount                       (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    relative_humidity                          (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    specific_humidity                          (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    surface_downwelling_shortwave_flux_in_air  (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    wind_from_direction                        (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "    wind_speed                                 (time, lat, lon) float32 dask.array<chunksize=(30, 585, 1386), meta=np.ndarray>\n",
       "Attributes: (12/19)\n",
       "    Conventions:                CF-1.6\n",
       "    author:                     John Abatzoglou - University of Idaho, jabatz...\n",
       "    coordinate_system:          EPSG:4326\n",
       "    date:                       02 July 2019\n",
       "    geospatial_bounds:          POLYGON((-124.7666666333333 49.40000000000000...\n",
       "    geospatial_bounds_crs:      EPSG:4326\n",
       "    ...                         ...\n",
       "    geospatial_lon_units:       decimal_degrees east\n",
       "    note1:                      The projection information for this file is: ...\n",
       "    note2:                      Citation: Abatzoglou, J.T., 2013, Development...\n",
       "    note3:                      Data in slices after last_permanent_slice (1-...\n",
       "    note4:                      Data in slices after last_provisional_slice (...\n",
       "    note5:                      Days correspond approximately to calendar day..."
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import fsspec\n",
    "import xarray as xr\n",
    "\n",
    "store = fsspec.get_mapper(asset.href, **asset.extra_fields[\"xarray:storage_options\"])\n",
    "ds = xr.open_zarr(store, **asset.extra_fields[\"xarray:open_kwargs\"])\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Animating air temperature\n",
    "\n",
    "The dataset contains many variable indexed by `(time, lat, lon)`. We'll use matplotlib to create an animation of air temperature over time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.animation\n",
    "import cartopy.crs as ccrs\n",
    "import numpy as np\n",
    "import numpy.ma\n",
    "\n",
    "plt.style.use(\"dark_background\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's load a year's worth of data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "chunk = ds[\"air_temperature\"][:30].compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And now we can make the animation using [`matplotlib.animation.FuncAnimation`](https://matplotlib.org/stable/api/_as_gen/matplotlib.animation.FuncAnimation.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1152x648 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "map_proj = ccrs.LambertConformal(central_longitude=-95, central_latitude=45)\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(16, 9), subplot_kw=dict(projection=map_proj))\n",
    "ax.set_axis_off()\n",
    "quadmesh = chunk[0].plot(\n",
    "    ax=ax, add_colorbar=False, add_labels=False, transform=ccrs.PlateCarree()\n",
    ")\n",
    "\n",
    "\n",
    "def animate(i):\n",
    "    a = chunk[i].data.ravel()\n",
    "    a2 = numpy.ma.array(a, mask=np.isnan(a))\n",
    "    quadmesh.set_array(a2)\n",
    "    return [quadmesh]\n",
    "\n",
    "\n",
    "anim = matplotlib.animation.FuncAnimation(fig, animate, frames=len(chunk), interval=120)\n",
    "anim.save(\"anim.mp4\", fps=15, extra_args=[\"-vcodec\", \"libx264\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can use IPython to display the video in the notebook."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<video src=\"anim.mp4\" controls  >\n",
       "      Your browser does not support the <code>video</code> element.\n",
       "    </video>"
      ],
      "text/plain": [
       "<IPython.core.display.Video object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Video\n",
    "\n",
    "Video(\"anim.mp4\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The video will only be embeded if you're running the notebook interactively. If you're just reading this example, you can see the output at\n",
    "\n",
    "<video src=\"https://ai4edatasetspublicassets.blob.core.windows.net/assets/pc_video/pc-examples-gridmet-air-temperature.webm\" controls>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Next steps\n",
    "\n",
    "* Learn more about [Reading Zarr data](https://planetarycomputer.microsoft.com/docs/quickstarts/reading-zarr-data/)\n",
    "* Learn more about [Using tokens for data access](https://planetarycomputer.microsoft.com/docs/concepts/sas/)"
   ]
  }
 ],
 "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": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}