extremes-dt/extremes-dt-earthkit-example-fe-polygon.ipynb

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    "## Polytope Extremes-DT Feature Extraction Polygon example notebook\n",
    "\n",
    "This notebook shows how to use earthkit-data and earthkit-plots to pull destination-earth data from LUMI and plot it using earthkit-plots.\n",
    "\n",
    "\n",
    "Before running the notebook you need to set up your credentials. See the main readme of this repository for different ways to do this or use the following cells to authenticate.\n",
    "\n",
    "You will need to generate your credentials using the desp-authentication.py script.\n",
    "\n",
    "This can be run as follows:"
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    "%%capture cap\n",
    "%run ../desp-authentication.py"
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    "This will generate a token that can then be used by earthkit and polytope."
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    "output_1 = cap.stdout.split('}\\n')\n",
    "access_token = output_1[-1][0:-1]"
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    "# Requirements\n",
    "To run this notebook install the following:\n",
    "* pip install earthkit-data\n",
    "* pip install earthkit-plots\n",
    "* pip install cf-units         (Optional for unit conversion in maps)"
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    "import earthkit.data\n",
    "import earthkit.regrid\n",
    "\n",
    "request = {\n",
    "    \"dataset\": \"extremes-dt\",\n",
    "    \"class\": \"d1\",\n",
    "    \"stream\": \"oper\",\n",
    "    \"type\": \"fc\",\n",
    "    \"date\": \"20250119\",\n",
    "    \"time\": \"0000\",\n",
    "    \"levtype\": \"sfc\",\n",
    "    \"expver\": \"0001\",\n",
    "    \"param\": \"165/167\",\n",
    "    \"step\": \"1\",\n",
    "    \"feature\": {\n",
    "        \"type\": \"polygon\",\n",
    "        \"shape\": [[41.870881288,-8.8791360], [41.694339317422646, -8.824238614026456], [40.171924585721314, -8.902386975546364], [38.75694209400925, -9.493088042617785], [38.42424252381525, -9.171674240710018], [38.49907333213173, -8.676525850529856], [37.057269459205145, -8.971873318897366], [37.162874354643776, -7.406745406502978], [38.19776118392036, -6.931663452624974], [38.4280922170291, -7.321584397020473], [39.011852875635526, -6.9787177479519755], [39.66227871551288, -7.5393956904523804], [39.66568774825791, -7.03915852435145], [40.0019453234905, -6.883203763416162], [40.20373392742229, -7.035724907677206], [40.350463990828985, -6.8135246275213035], [41.030499770212515, -6.905947651233703], [41.593647729084154, -6.22847017956974], [41.67712153119277, -6.544984134823352], [41.949682257268876, -6.567927092516641], [41.96960294343674, -7.1747800681640115], [41.88337981339092, -7.196871678410446], [41.81334515396762,-8.156666519264604], [42.14242723772878, -8.205142297350534], [41.870881288,-8.8791360]],\n",
    "        \"axes\" : [\"latitude\", \"longitude\"],\n",
    "    },\n",
    "}\n",
    "\n",
    "#data is an earthkit streaming object but with stream=False will download data immediately \n",
    "ds = earthkit.data.from_source(\"polytope\", \"destination-earth\", request, stream=False, address='polytope.lumi.apps.dte.destination-earth.eu')\n"
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       "    number:         0\n",
       "    date:           2025-01-19T00:00:00Z</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-a3a80941-aa3f-405a-aa9f-d3d14454976f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a3a80941-aa3f-405a-aa9f-d3d14454976f' 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'>datetimes</span>: 1</li><li><span class='xr-has-index'>number</span>: 1</li><li><span class='xr-has-index'>steps</span>: 1</li><li><span class='xr-has-index'>points</span>: 4353</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3b9b782a-974d-4a6d-8ad7-6af4f57feb41' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3b9b782a-974d-4a6d-8ad7-6af4f57feb41' 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'>datetimes</span></div><div class='xr-var-dims'>(datetimes)</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>&#x27;2025-01-19T00:00:00Z&#x27;</div><input id='attrs-28fb6d08-4d29-43e6-b750-e017208c49a7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-28fb6d08-4d29-43e6-b750-e017208c49a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b005131-bcab-4336-b7a4-29050a35488e' class='xr-var-data-in' type='checkbox'><label for='data-3b005131-bcab-4336-b7a4-29050a35488e' 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([&#x27;2025-01-19T00:00:00Z&#x27;], dtype=&#x27;&lt;U20&#x27;)</pre></div></li><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'>0</div><input id='attrs-02950e5b-5a67-478f-8c44-2ccd4e16769f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02950e5b-5a67-478f-8c44-2ccd4e16769f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4a646dd-7b92-4e56-8a35-6172eb7cdc5c' class='xr-var-data-in' type='checkbox'><label for='data-c4a646dd-7b92-4e56-8a35-6172eb7cdc5c' 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([0])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>steps</span></div><div class='xr-var-dims'>(steps)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-d954786b-af01-412d-aea1-8aa7d353548b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d954786b-af01-412d-aea1-8aa7d353548b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1d0805c-63c1-48d7-bfcb-c8024d5decc6' class='xr-var-data-in' type='checkbox'><label for='data-c1d0805c-63c1-48d7-bfcb-c8024d5decc6' 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'>points</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 4349 4350 4351 4352</div><input id='attrs-016cd1d4-6f99-4f84-b8da-69a31449adac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-016cd1d4-6f99-4f84-b8da-69a31449adac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e1ff4ea-612d-42b6-a153-24a62162649b' class='xr-var-data-in' type='checkbox'><label for='data-9e1ff4ea-612d-42b6-a153-24a62162649b' 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([   0,    1,    2, ..., 4350, 4351, 4352])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>x</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.07 37.07 37.07 ... 42.1 42.1</div><input id='attrs-3158bc0d-6252-4d5c-b8fc-655d19aadadf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3158bc0d-6252-4d5c-b8fc-655d19aadadf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2451946f-c579-4bce-b873-336cb5e1d56e' class='xr-var-data-in' type='checkbox'><label for='data-2451946f-c579-4bce-b873-336cb5e1d56e' 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([37.06864543, 37.06864543, 37.06864543, ..., 42.06034542,\n",
       "       42.09549824, 42.09549824])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>351.1 351.1 351.2 ... 351.7 351.8</div><input id='attrs-530ba66d-122c-4890-a346-01fe7e59f48f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-530ba66d-122c-4890-a346-01fe7e59f48f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ad460a32-044d-4421-9d97-f21d239da22f' class='xr-var-data-in' type='checkbox'><label for='data-ad460a32-044d-4421-9d97-f21d239da22f' 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([351.05960265, 351.1192053 , 351.17880795, ..., 351.77631579,\n",
       "       351.70446233, 351.77029993])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-59fd4e09-33e7-4331-9774-9cbd54010dea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-59fd4e09-33e7-4331-9774-9cbd54010dea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b8a9014-d82c-4e07-a806-5ac9c02a8359' class='xr-var-data-in' type='checkbox'><label for='data-5b8a9014-d82c-4e07-a806-5ac9c02a8359' 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([0., 0., 0., ..., 0., 0., 0.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-297f27f0-0f5c-4ca3-b373-e0f27949772c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-297f27f0-0f5c-4ca3-b373-e0f27949772c' class='xr-section-summary' >Data variables: <span>(2)</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>10u</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.833 -1.762 ... -1.93 -1.572</div><input id='attrs-b560cf65-c71c-43b4-a988-cfe09dfed0d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b560cf65-c71c-43b4-a988-cfe09dfed0d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd8f13a7-3e05-45b3-af15-a6431b064d64' class='xr-var-data-in' type='checkbox'><label for='data-cd8f13a7-3e05-45b3-af15-a6431b064d64' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10u</dd></dl></div><div class='xr-var-data'><pre>array([[[[-1.83345795, -1.76170349, -1.28777695, ..., -1.97351074,\n",
       "          -1.93041229, -1.57236481]]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>2t</span></div><div class='xr-var-dims'>(datetimes, number, steps, points)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>282.8 281.7 282.3 ... 276.7 275.4</div><input id='attrs-b050dc09-4fbb-4b5c-a103-6b77c5fadc32' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b050dc09-4fbb-4b5c-a103-6b77c5fadc32' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-614f3455-a9b2-4c75-a607-1362f8c5ef27' class='xr-var-data-in' type='checkbox'><label for='data-614f3455-a9b2-4c75-a607-1362f8c5ef27' 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>type :</span></dt><dd>Parameter</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2t</dd></dl></div><div class='xr-var-data'><pre>array([[[[282.78817749, 281.67697144, 282.32385254, ..., 276.05682373,\n",
       "          276.69534302, 275.42303467]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6fc67434-0232-4959-8709-9e122cb1d23c' class='xr-section-summary-in' type='checkbox'  ><label for='section-6fc67434-0232-4959-8709-9e122cb1d23c' class='xr-section-summary' >Indexes: <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-index-name'><div>datetimes</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a7caca50-9310-4af3-9847-020b6dc03c6f' class='xr-index-data-in' type='checkbox'/><label for='index-a7caca50-9310-4af3-9847-020b6dc03c6f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;2025-01-19T00:00:00Z&#x27;], dtype=&#x27;object&#x27;, name=&#x27;datetimes&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-74f19ebf-3ae1-4932-8ea8-58872bf71802' class='xr-index-data-in' type='checkbox'/><label for='index-74f19ebf-3ae1-4932-8ea8-58872bf71802' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0], dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>steps</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7d072b85-8bb5-42af-b1dc-de5605c14f7c' class='xr-index-data-in' type='checkbox'/><label for='index-7d072b85-8bb5-42af-b1dc-de5605c14f7c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1], dtype=&#x27;int64&#x27;, name=&#x27;steps&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>points</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b51eebbc-c411-475e-9669-3f41b33b50e6' class='xr-index-data-in' type='checkbox'/><label for='index-b51eebbc-c411-475e-9669-3f41b33b50e6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
       "       ...\n",
       "       4343, 4344, 4345, 4346, 4347, 4348, 4349, 4350, 4351, 4352],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=4353))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0804c987-036d-4451-8d11-60fda207503e' class='xr-section-summary-in' type='checkbox'  ><label for='section-0804c987-036d-4451-8d11-60fda207503e' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>class :</span></dt><dd>d1</dd><dt><span>dataset :</span></dt><dd>extremes-dt</dd><dt><span>Forecast date :</span></dt><dd>2025-01-19T00:00:00Z</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>step :</span></dt><dd>1</dd><dt><span>stream :</span></dt><dd>oper</dd><dt><span>type :</span></dt><dd>fc</dd><dt><span>number :</span></dt><dd>0</dd><dt><span>date :</span></dt><dd>2025-01-19T00:00:00Z</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 209kB\n",
       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 4353)\n",
       "Coordinates:\n",
       "  * datetimes  (datetimes) <U20 80B '2025-01-19T00:00:00Z'\n",
       "  * number     (number) int64 8B 0\n",
       "  * steps      (steps) int64 8B 1\n",
       "  * points     (points) int64 35kB 0 1 2 3 4 5 ... 4347 4348 4349 4350 4351 4352\n",
       "    x          (points) float64 35kB 37.07 37.07 37.07 37.1 ... 42.06 42.1 42.1\n",
       "    y          (points) float64 35kB 351.1 351.1 351.2 ... 351.8 351.7 351.8\n",
       "    z          (points) float64 35kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
       "Data variables:\n",
       "    10u        (datetimes, number, steps, points) float64 35kB -1.833 ... -1.572\n",
       "    2t         (datetimes, number, steps, points) float64 35kB 282.8 ... 275.4\n",
       "Attributes:\n",
       "    class:          d1\n",
       "    dataset:        extremes-dt\n",
       "    Forecast date:  2025-01-19T00:00:00Z\n",
       "    expver:         0001\n",
       "    levtype:        sfc\n",
       "    step:           1\n",
       "    stream:         oper\n",
       "    type:           fc\n",
       "    number:         0\n",
       "    date:           2025-01-19T00:00:00Z"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Convert data to xarray\n",
    "ds.to_xarray()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "1980070f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "da = ds.to_xarray()\n",
    "import earthkit.plots\n",
    "chart = earthkit.plots.Map(domain=\"Portugal\")\n",
    "chart.point_cloud(da['2t'], x=\"y\", y=\"x\")\n",
    "\n",
    "chart.coastlines()\n",
    "chart.borders()\n",
    "chart.gridlines()\n",
    "\n",
    "chart.title(\"{variable_name} (number={number})\")\n",
    "\n",
    "chart.legend()\n",
    "\n",
    "chart.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6a578f47",
   "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": "3.11.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}