datasets/ecmwf-forecast/ecmwf-forecast-example.ipynb

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    "## Accessing ECMWF Open Data – Real Time\n",
    "\n",
    "The Planetary Computer includes data from the ECMWF Open Data (real time) program. See the [dataset](https://planetarycomputer.microsoft.com/dataset/ecmwf-forecast) page and [ECMWF Uesr Guide](https://confluence.ecmwf.int/display/UDOC/ECMWF+Open+Data+-+Real+Time) for more.\n",
    "\n",
    "Each item in this collection includes metadata about the *stream* (or forecasting system) and *type* that produced that particular dataset. Filter on these values to select the item of interest. For example, we can select data from the `wave` stream, with the `fc` type that are forecast `0h` hours out."
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   "source": [
    "import pystac_client\n",
    "\n",
    "catalog = pystac_client.Client.open(\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1\"\n",
    ")\n",
    "search = catalog.search(\n",
    "    collections=[\"ecmwf-forecast\"],\n",
    "    query={\n",
    "        \"ecmwf:stream\": {\"eq\": \"wave\"},\n",
    "        \"ecmwf:type\": {\"eq\": \"fc\"},\n",
    "        \"ecmwf:step\": {\"eq\": \"0h\"},\n",
    "    },\n",
    ")\n",
    "items = search.get_all_items()\n",
    "len(items)"
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   "source": [
    "We'll select the most recent item, using the item's datetime."
   ]
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      "text/plain": [
       "<Item id=ecmwf-2022-03-10T00-wave-fc-0h>"
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    "item = max(items, key=lambda item: item.datetime)\n",
    "item"
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   "source": [
    "This STAC item has two assets. One asset is the actual GRIB2 file with the data. The second asset is the \"index\" file, which contains information about the messages within the GRIB2 file."
   ]
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      "text/plain": [
       "'https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220310/00z/0p4-beta/wave/20220310000000-0h-wave-fc.grib2'"
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   "source": [
    "To open the file with xarray, we can download it locally and open it with `cfgrib`."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time        datetime64[ns] 2022-03-10\n",
       "    step        timedelta64[ns] 00:00:00\n",
       "    meanSea     float64 0.0\n",
       "  * latitude    (latitude) float64 90.0 89.6 89.2 88.8 ... -89.2 -89.6 -90.0\n",
       "  * longitude   (longitude) float64 -180.0 -179.6 -179.2 ... 178.8 179.2 179.6\n",
       "    valid_time  datetime64[ns] 2022-03-10\n",
       "Data variables:\n",
       "    swh         (latitude, longitude) float32 ...\n",
       "    mwp         (latitude, longitude) float32 ...\n",
       "    mwd         (latitude, longitude) float32 ...\n",
       "    pp1d        (latitude, longitude) float32 ...\n",
       "    mp2         (latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2022-03-10T19:02 GRIB to CDM+CF via cfgrib-0.9.1...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-cafa594a-5d61-4daf-aa91-5768dd27a603' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cafa594a-5d61-4daf-aa91-5768dd27a603' 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'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8b9a6b50-c2c2-4726-8d66-03715abc6431' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8b9a6b50-c2c2-4726-8d66-03715abc6431' class='xr-section-summary' >Coordinates: <span>(6)</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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d527b6c7-6b66-4750-a059-ee1983896753' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d527b6c7-6b66-4750-a059-ee1983896753' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3ef641b-3326-4362-a118-4e3f3f339d69' class='xr-var-data-in' type='checkbox'><label for='data-f3ef641b-3326-4362-a118-4e3f3f339d69' 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>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-03-10T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c619b3f9-68ac-4436-b2b9-47321c51c348' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c619b3f9-68ac-4436-b2b9-47321c51c348' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-081d2a92-c791-4ebc-af4e-01a3313797eb' class='xr-var-data-in' type='checkbox'><label for='data-081d2a92-c791-4ebc-af4e-01a3313797eb' 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>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>meanSea</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bb919fb1-2544-4b26-94ef-ec31cbec90b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb919fb1-2544-4b26-94ef-ec31cbec90b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ba43153-ffba-477b-9dfb-5751bc80922b' class='xr-var-data-in' type='checkbox'><label for='data-7ba43153-ffba-477b-9dfb-5751bc80922b' 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>long_name :</span></dt><dd>original GRIB coordinate for key: level(meanSea)</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-d235b143-48e3-442e-933d-691050001d49' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d235b143-48e3-442e-933d-691050001d49' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3dbadcc1-26da-4df2-af9f-7e5a1660b0f8' class='xr-var-data-in' type='checkbox'><label for='data-3dbadcc1-26da-4df2-af9f-7e5a1660b0f8' 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>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-32b5e6a9-d953-480a-acad-06ed97f512f4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-32b5e6a9-d953-480a-acad-06ed97f512f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-482374cc-743d-4237-937b-7a7b2c69acfd' class='xr-var-data-in' type='checkbox'><label for='data-482374cc-743d-4237-937b-7a7b2c69acfd' 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>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b9d1a917-a35a-43b8-b426-76da0108d7ea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b9d1a917-a35a-43b8-b426-76da0108d7ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64176c94-3fae-43d2-91b4-1cc205671069' class='xr-var-data-in' type='checkbox'><label for='data-64176c94-3fae-43d2-91b4-1cc205671069' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-03-10T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4e516d94-1d34-47da-b010-2201568baa68' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4e516d94-1d34-47da-b010-2201568baa68' class='xr-section-summary' >Data variables: <span>(5)</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>swh</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ebefa79b-a99d-4f2c-8f09-74c499bc724d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebefa79b-a99d-4f2c-8f09-74c499bc724d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78c96506-f191-4814-b7bd-721d7334afaa' class='xr-var-data-in' type='checkbox'><label for='data-78c96506-f191-4814-b7bd-721d7334afaa' 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>GRIB_paramId :</span></dt><dd>140229</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>swh</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Significant height of combined wind waves and swell</dd><dt><span>GRIB_shortName :</span></dt><dd>swh</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Significant height of combined wind waves and swell</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mwp</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d3ffa73d-cbec-410c-b1f0-71fd665b3b88' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3ffa73d-cbec-410c-b1f0-71fd665b3b88' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71f26fc3-8242-49fc-8232-bb077ac6c3bc' class='xr-var-data-in' type='checkbox'><label for='data-71f26fc3-8242-49fc-8232-bb077ac6c3bc' 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>GRIB_paramId :</span></dt><dd>140232</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mwp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Mean wave period</dd><dt><span>GRIB_shortName :</span></dt><dd>mwp</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>long_name :</span></dt><dd>Mean wave period</dd><dt><span>units :</span></dt><dd>s</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mwd</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a3b46e90-3ec2-4c09-8f56-ceea1adcae38' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a3b46e90-3ec2-4c09-8f56-ceea1adcae38' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fea069bf-de9c-4762-99a7-4c2d98dca4c0' class='xr-var-data-in' type='checkbox'><label for='data-fea069bf-de9c-4762-99a7-4c2d98dca4c0' 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>GRIB_paramId :</span></dt><dd>140230</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mwd</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Mean wave direction</dd><dt><span>GRIB_shortName :</span></dt><dd>mwd</dd><dt><span>GRIB_units :</span></dt><dd>Degree true</dd><dt><span>long_name :</span></dt><dd>Mean wave direction</dd><dt><span>units :</span></dt><dd>Degree true</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pp1d</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00efe23c-e973-41e4-82d4-fabbac9e45f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00efe23c-e973-41e4-82d4-fabbac9e45f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94d97d03-2c0b-440b-a468-1c34fb8afed0' class='xr-var-data-in' type='checkbox'><label for='data-94d97d03-2c0b-440b-a468-1c34fb8afed0' 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>GRIB_paramId :</span></dt><dd>140231</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>pp1d</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Peak wave period</dd><dt><span>GRIB_shortName :</span></dt><dd>pp1d</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>long_name :</span></dt><dd>Peak wave period</dd><dt><span>units :</span></dt><dd>s</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mp2</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f2322878-f803-48c0-a0a0-064c287489ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f2322878-f803-48c0-a0a0-064c287489ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9876960c-3ea5-4363-af9b-db56d90e0f9f' class='xr-var-data-in' type='checkbox'><label for='data-9876960c-3ea5-4363-af9b-db56d90e0f9f' 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>GRIB_paramId :</span></dt><dd>140221</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mp2</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Mean zero-crossing wave period</dd><dt><span>GRIB_shortName :</span></dt><dd>mp2</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>long_name :</span></dt><dd>Mean zero-crossing wave period</dd><dt><span>units :</span></dt><dd>s</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[405900 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d1ce9fd-7587-457c-9069-43c3bf424fa1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d1ce9fd-7587-457c-9069-43c3bf424fa1' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>history :</span></dt><dd>2022-03-10T19:02 GRIB to CDM+CF via cfgrib-0.9.10.0/ecCodes-2.24.2 with {&quot;source&quot;: &quot;../../../tmp/tmpcicrlg64&quot;, &quot;filter_by_keys&quot;: {}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time        datetime64[ns] ...\n",
       "    step        timedelta64[ns] ...\n",
       "    meanSea     float64 ...\n",
       "  * latitude    (latitude) float64 90.0 89.6 89.2 88.8 ... -89.2 -89.6 -90.0\n",
       "  * longitude   (longitude) float64 -180.0 -179.6 -179.2 ... 178.8 179.2 179.6\n",
       "    valid_time  datetime64[ns] ...\n",
       "Data variables:\n",
       "    swh         (latitude, longitude) float32 ...\n",
       "    mwp         (latitude, longitude) float32 ...\n",
       "    mwd         (latitude, longitude) float32 ...\n",
       "    pp1d        (latitude, longitude) float32 ...\n",
       "    mp2         (latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2022-03-10T19:02 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import urllib.request\n",
    "import xarray as xr\n",
    "\n",
    "filename, _ = urllib.request.urlretrieve(url)\n",
    "\n",
    "ds = xr.open_dataset(filename, engine=\"cfgrib\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9e481590-5e18-45ff-a3ae-ed0db41abf40",
   "metadata": {},
   "source": [
    "We can plot the various data variables, for example the significant height of combined wind waves and swell."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "468e3062-f159-44cb-89ce-b2ded4e352d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x648 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "\n",
    "projection = ccrs.Robinson()\n",
    "fig, ax = plt.subplots(figsize=(16, 9), subplot_kw=dict(projection=projection))\n",
    "\n",
    "ds.swh.plot(ax=ax, transform=ccrs.PlateCarree());"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc4f0715-89ec-415d-89f7-520ad7b79a24",
   "metadata": {},
   "source": [
    "Or the joint distribution between the wave period and height."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "70780ca2-840c-42b8-850f-d51e6442dcfe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "\n",
    "grid = sns.jointplot(\n",
    "    x=ds.mwp.data.ravel(), y=ds.swh.data.ravel(), alpha=0.25, marker=\".\", height=12\n",
    ")\n",
    "grid.ax_joint.set(xlabel=\"Mean wave period\", ylabel=\"Significant wave height\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ba157759-147c-4247-ad4b-ad321da571c4",
   "metadata": {},
   "source": [
    "### GRIB2 files with multiple datasets \n",
    "\n",
    "Some GRIB2 files contain many messages that for separate xarray Datasets. For example, we can find the STAC item containing the atmospheric fields ensemble forecast (`stream=enfo`) from the ensemble forecast model (`type=ef`)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0095f86f-3c76-4ab4-ac4f-4dbdb03d8159",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "189 matched\n"
     ]
    }
   ],
   "source": [
    "search = catalog.search(\n",
    "    collections=[\"ecmwf-forecast\"],\n",
    "    query={\n",
    "        \"ecmwf:stream\": {\"eq\": \"enfo\"},\n",
    "        \"ecmwf:type\": {\"eq\": \"ef\"},\n",
    "        \"ecmwf:step\": {\"eq\": \"0h\"},\n",
    "    },\n",
    ")\n",
    "items = search.get_all_items()\n",
    "print(len(items), \"matched\")\n",
    "# select the most recent forecast\n",
    "item = max(items, key=lambda item: item.datetime)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0e2d2cba-6052-405e-a5cd-84b0035488d7",
   "metadata": {},
   "outputs": [],
   "source": [
    "url = item.assets[\"data\"].href\n",
    "filename, _ = urllib.request.urlretrieve(url)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "baa890b6-0ca6-4ca9-8b27-6954099a249d",
   "metadata": {},
   "source": [
    "If we provided just the `filename` to `xarray.open_datset`, we'd get an error from `cfgrib` saying it can't form a valid DataArray from the file. That's because the GRIB2 file contains multiple data variables that don't form a neat hypercube. Provide `filter_by_keys` to indicate which subset of the data to read in."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "cb28e64a-8376-41c7-ac29-a6bd3181d159",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       ".xr-attrs dt,\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
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       "\n",
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       "\n",
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       ".xr-icon-database,\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (number: 50, latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "  * number      (number) int64 1 2 3 4 5 6 7 8 9 ... 42 43 44 45 46 47 48 49 50\n",
       "    time        datetime64[ns] 2022-03-10T06:00:00\n",
       "    step        timedelta64[ns] 00:00:00\n",
       "    surface     float64 0.0\n",
       "  * latitude    (latitude) float64 90.0 89.6 89.2 88.8 ... -89.2 -89.6 -90.0\n",
       "  * longitude   (longitude) float64 -180.0 -179.6 -179.2 ... 178.8 179.2 179.6\n",
       "    valid_time  datetime64[ns] 2022-03-10T06:00:00\n",
       "Data variables:\n",
       "    tp          (number, latitude, longitude) float32 ...\n",
       "    sp          (number, latitude, longitude) float32 ...\n",
       "    skt         (number, latitude, longitude) float32 ...\n",
       "    ro          (number, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2022-03-10T19:03 GRIB to CDM+CF via cfgrib-0.9.1...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-cf9cd2d5-2a4a-4d37-acda-a8050dc3a25a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cf9cd2d5-2a4a-4d37-acda-a8050dc3a25a' 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'>number</span>: 50</li><li><span class='xr-has-index'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-eaf66581-d7b7-4422-bc40-fff459ac344e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-eaf66581-d7b7-4422-bc40-fff459ac344e' class='xr-section-summary' >Coordinates: <span>(7)</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'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-71007fa2-78ec-4c5c-9a87-d4230a2e695f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-71007fa2-78ec-4c5c-9a87-d4230a2e695f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e3e0e3b-a27f-43d4-b748-717a5964b1f5' class='xr-var-data-in' type='checkbox'><label for='data-3e3e0e3b-a27f-43d4-b748-717a5964b1f5' 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>long_name :</span></dt><dd>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b7607a07-1d7f-44a9-8aff-7b1c8a0bff89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b7607a07-1d7f-44a9-8aff-7b1c8a0bff89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65148a9b-a1cb-4fbd-9e84-1fefc5f674b0' class='xr-var-data-in' type='checkbox'><label for='data-65148a9b-a1cb-4fbd-9e84-1fefc5f674b0' 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>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-03-10T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-72562eb5-4d5f-4717-866f-4048fba8b0a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-72562eb5-4d5f-4717-866f-4048fba8b0a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65be7dff-2edc-4ab2-bb04-9e5e67f1d82d' class='xr-var-data-in' type='checkbox'><label for='data-65be7dff-2edc-4ab2-bb04-9e5e67f1d82d' 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>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-48f32f96-c725-47ec-97bb-7a6805810b95' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48f32f96-c725-47ec-97bb-7a6805810b95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb2c28e1-1507-4101-9bd5-b0022a9792f0' class='xr-var-data-in' type='checkbox'><label for='data-fb2c28e1-1507-4101-9bd5-b0022a9792f0' 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>long_name :</span></dt><dd>original GRIB coordinate for key: level(surface)</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-736e6083-c683-4e52-ada3-0ed1f74608ca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-736e6083-c683-4e52-ada3-0ed1f74608ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21836641-2269-4215-8735-af82c4f3c280' class='xr-var-data-in' type='checkbox'><label for='data-21836641-2269-4215-8735-af82c4f3c280' 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>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-a50b3d49-e090-4a9b-8c2d-51c4d646203d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a50b3d49-e090-4a9b-8c2d-51c4d646203d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8134924-198f-44a1-bb63-a754c4f0c5a8' class='xr-var-data-in' type='checkbox'><label for='data-f8134924-198f-44a1-bb63-a754c4f0c5a8' 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>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f80d59ad-22f3-4fb0-bfed-3fa03862b822' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f80d59ad-22f3-4fb0-bfed-3fa03862b822' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ea79d34-2c06-4267-8d73-430174f8f29b' class='xr-var-data-in' type='checkbox'><label for='data-2ea79d34-2c06-4267-8d73-430174f8f29b' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-03-10T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1220dde8-f856-434d-91fd-d81cb9293ccd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1220dde8-f856-434d-91fd-d81cb9293ccd' class='xr-section-summary' >Data variables: <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>tp</span></div><div class='xr-var-dims'>(number, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f0b541a-e2e7-4f36-ad39-07032e38afb3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f0b541a-e2e7-4f36-ad39-07032e38afb3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73fd632e-7b0c-4146-a3a4-a8fa40770c08' class='xr-var-data-in' type='checkbox'><label for='data-73fd632e-7b0c-4146-a3a4-a8fa40770c08' 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>GRIB_paramId :</span></dt><dd>228</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>tp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Total precipitation</dd><dt><span>GRIB_shortName :</span></dt><dd>tp</dd><dt><span>GRIB_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Total precipitation</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[20295000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sp</span></div><div class='xr-var-dims'>(number, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-97bf30d4-24b5-4a32-9440-e38ec3a3163f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-97bf30d4-24b5-4a32-9440-e38ec3a3163f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40612ccc-1eb6-4fda-a124-339b2b657c06' class='xr-var-data-in' type='checkbox'><label for='data-40612ccc-1eb6-4fda-a124-339b2b657c06' 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>GRIB_paramId :</span></dt><dd>134</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>surface_air_pressure</dd><dt><span>GRIB_cfVarName :</span></dt><dd>sp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Surface pressure</dd><dt><span>GRIB_shortName :</span></dt><dd>sp</dd><dt><span>GRIB_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>Pa</dd><dt><span>long_name :</span></dt><dd>Surface pressure</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>standard_name :</span></dt><dd>surface_air_pressure</dd></dl></div><div class='xr-var-data'><pre>[20295000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>skt</span></div><div class='xr-var-dims'>(number, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f1c9ad8f-fa3c-465f-a476-e9fa6c3d92b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f1c9ad8f-fa3c-465f-a476-e9fa6c3d92b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a97a6f0-92c9-40c4-a156-51ab6f595546' class='xr-var-data-in' type='checkbox'><label for='data-8a97a6f0-92c9-40c4-a156-51ab6f595546' 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>GRIB_paramId :</span></dt><dd>235</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>skt</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Skin temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>skt</dd><dt><span>GRIB_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>Skin temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[20295000 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ro</span></div><div class='xr-var-dims'>(number, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-291fdd20-21c2-483f-b048-ae5ddd3ab4ea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-291fdd20-21c2-483f-b048-ae5ddd3ab4ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9f4472a-cc32-4542-be4a-5b195c2cab07' class='xr-var-data-in' type='checkbox'><label for='data-e9f4472a-cc32-4542-be4a-5b195c2cab07' 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>GRIB_paramId :</span></dt><dd>205</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>ro</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude </dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>Runoff</dd><dt><span>GRIB_shortName :</span></dt><dd>ro</dd><dt><span>GRIB_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Runoff</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[20295000 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7526c626-efe3-4e1a-931f-42afb7ad99d2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7526c626-efe3-4e1a-931f-42afb7ad99d2' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>history :</span></dt><dd>2022-03-10T19:03 GRIB to CDM+CF via cfgrib-0.9.10.0/ecCodes-2.24.2 with {&quot;source&quot;: &quot;../../../tmp/tmpjrw62suc&quot;, &quot;filter_by_keys&quot;: {&quot;dataType&quot;: &quot;pf&quot;, &quot;typeOfLevel&quot;: &quot;surface&quot;}, &quot;encode_cf&quot;: [&quot;parameter&quot;, &quot;time&quot;, &quot;geography&quot;, &quot;vertical&quot;]}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (number: 50, latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "  * number      (number) int64 1 2 3 4 5 6 7 8 9 ... 42 43 44 45 46 47 48 49 50\n",
       "    time        datetime64[ns] ...\n",
       "    step        timedelta64[ns] ...\n",
       "    surface     float64 ...\n",
       "  * latitude    (latitude) float64 90.0 89.6 89.2 88.8 ... -89.2 -89.6 -90.0\n",
       "  * longitude   (longitude) float64 -180.0 -179.6 -179.2 ... 178.8 179.2 179.6\n",
       "    valid_time  datetime64[ns] ...\n",
       "Data variables:\n",
       "    tp          (number, latitude, longitude) float32 ...\n",
       "    sp          (number, latitude, longitude) float32 ...\n",
       "    skt         (number, latitude, longitude) float32 ...\n",
       "    ro          (number, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2022-03-10T19:03 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xr.open_dataset(\n",
    "    filename,\n",
    "    engine=\"cfgrib\",\n",
    "    filter_by_keys={\"dataType\": \"pf\", \"typeOfLevel\": \"surface\"},\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9587e2fd-a23f-4790-b250-4442497a60b5",
   "metadata": {},
   "source": [
    "Now we can plot the skin temperature, `skt`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a6aeb918-8f22-4400-bb31-e5efa3719e42",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "\n",
    "projection = projection = ccrs.Robinson()\n",
    "fig, ax = plt.subplots(figsize=(16, 9), subplot_kw=dict(projection=projection))\n",
    "\n",
    "ds.skt[0].plot(ax=ax, transform=ccrs.PlateCarree());"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9e7a71e-3bec-4c17-838d-8faa6bce8b37",
   "metadata": {},
   "source": [
    "There are many more streams and forecast types available. See the [catalog](http://planetarycomputer.microsoft.com/dataset/ecmwf-forecast) for more."
   ]
  }
 ],
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