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

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    "## Polytope Extremes-DT Feature Extraction Bounding Box 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\": \"167\",\n",
    "    \"step\": \"1\",\n",
    "    \"feature\" : {\n",
    "        \"type\" : \"boundingbox\",\n",
    "        \"points\" : [[53.55, 2.76], [50.66, 7.86]],\n",
    "        \"axes\" : [\"latitude\", \"longitude\"]\n",
    "\t},\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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   "source": [
    "ds._json()"
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       "    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-b683a646-713b-4ce0-9585-1aa4926f31e0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b683a646-713b-4ce0-9585-1aa4926f31e0' 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>: 5028</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3ada98ff-ac62-4775-887f-1015e28ad2d0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3ada98ff-ac62-4775-887f-1015e28ad2d0' 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-8a24b76a-fdb2-41ab-a362-8b4b2cc5dc22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8a24b76a-fdb2-41ab-a362-8b4b2cc5dc22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4979e104-afc0-4d22-ab2c-004cae1f7355' class='xr-var-data-in' type='checkbox'><label for='data-4979e104-afc0-4d22-ab2c-004cae1f7355' 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-cb4b9442-8d3f-4957-a660-6caff5029953' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb4b9442-8d3f-4957-a660-6caff5029953' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8a71f82-c02c-49a6-8402-7a184e5ecb0a' class='xr-var-data-in' type='checkbox'><label for='data-d8a71f82-c02c-49a6-8402-7a184e5ecb0a' 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-1e519459-d985-4035-a5ba-1707f6b08f1b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1e519459-d985-4035-a5ba-1707f6b08f1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b883dbc0-6bb6-41a0-95e2-1ff1d8041f01' class='xr-var-data-in' type='checkbox'><label for='data-b883dbc0-6bb6-41a0-95e2-1ff1d8041f01' 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 ... 5024 5025 5026 5027</div><input id='attrs-54f13a03-2b8f-406d-8cb0-9a3ac6faa68b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-54f13a03-2b8f-406d-8cb0-9a3ac6faa68b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f76876f2-b7bf-49f9-a16e-2ab44da508ed' class='xr-var-data-in' type='checkbox'><label for='data-f76876f2-b7bf-49f9-a16e-2ab44da508ed' 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, ..., 5025, 5026, 5027])</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'>50.67 50.67 50.67 ... 53.52 53.52</div><input id='attrs-58a7314a-240b-47ea-bc1f-54738777dbac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-58a7314a-240b-47ea-bc1f-54738777dbac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db7e60cb-a436-4f18-9fce-d7ac2854dea1' class='xr-var-data-in' type='checkbox'><label for='data-db7e60cb-a436-4f18-9fce-d7ac2854dea1' 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([50.67278553, 50.67278553, 50.67278553, ..., 53.52016368,\n",
       "       53.52016368, 53.52016368])</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'>2.805 2.885 2.965 ... 7.774 7.86</div><input id='attrs-fc41ef9a-4fc2-4124-a77e-35fa32cb1741' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc41ef9a-4fc2-4124-a77e-35fa32cb1741' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0fcabbf4-703d-4342-9047-55e0e7803afd' class='xr-var-data-in' type='checkbox'><label for='data-0fcabbf4-703d-4342-9047-55e0e7803afd' 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([2.80498664, 2.88512912, 2.96527159, ..., 7.68714012, 7.77351248,\n",
       "       7.85988484])</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-2c0e916f-c5fb-43dc-90de-b3318007d219' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c0e916f-c5fb-43dc-90de-b3318007d219' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-272f6672-d7d7-4138-aaae-f8da88806e2b' class='xr-var-data-in' type='checkbox'><label for='data-272f6672-d7d7-4138-aaae-f8da88806e2b' 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-d578d0b6-dd52-4647-93c3-a6fa7b4ba868' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d578d0b6-dd52-4647-93c3-a6fa7b4ba868' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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'>274.1 274.1 273.9 ... 270.9 271.0</div><input id='attrs-20e48a1e-4245-4272-a597-5de7cc159619' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-20e48a1e-4245-4272-a597-5de7cc159619' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c01ced2-0bb8-4150-9d9f-768904987e78' class='xr-var-data-in' type='checkbox'><label for='data-3c01ced2-0bb8-4150-9d9f-768904987e78' 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([[[[274.14672852, 274.0506897 , 273.92553711, ..., 270.94064331,\n",
       "          270.85784912, 271.01382446]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-21699916-c0ce-47d0-b400-f83783d40781' class='xr-section-summary-in' type='checkbox'  ><label for='section-21699916-c0ce-47d0-b400-f83783d40781' 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-1c8a0667-21cb-4350-9d94-760b46f788e6' class='xr-index-data-in' type='checkbox'/><label for='index-1c8a0667-21cb-4350-9d94-760b46f788e6' 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-e87cb0f2-b1d8-426b-9d1e-65f27ecdf2c3' class='xr-index-data-in' type='checkbox'/><label for='index-e87cb0f2-b1d8-426b-9d1e-65f27ecdf2c3' 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-9fd6329a-48fd-48ef-85bb-ee0f6aaa6fe9' class='xr-index-data-in' type='checkbox'/><label for='index-9fd6329a-48fd-48ef-85bb-ee0f6aaa6fe9' 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-7fd53386-44fe-4900-b249-a37fc4abb32a' class='xr-index-data-in' type='checkbox'/><label for='index-7fd53386-44fe-4900-b249-a37fc4abb32a' 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",
       "       5018, 5019, 5020, 5021, 5022, 5023, 5024, 5025, 5026, 5027],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=5028))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1ac74bd3-3d2c-460a-b1e3-023ef5d97ca6' class='xr-section-summary-in' type='checkbox'  ><label for='section-1ac74bd3-3d2c-460a-b1e3-023ef5d97ca6' 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: 201kB\n",
       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 5028)\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 40kB 0 1 2 3 4 5 ... 5022 5023 5024 5025 5026 5027\n",
       "    x          (points) float64 40kB 50.67 50.67 50.67 ... 53.52 53.52 53.52\n",
       "    y          (points) float64 40kB 2.805 2.885 2.965 ... 7.687 7.774 7.86\n",
       "    z          (points) float64 40kB 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0\n",
       "Data variables:\n",
       "    2t         (datetimes, number, steps, points) float64 40kB 274.1 ... 271.0\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": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Convert data to xarray\n",
    "ds.to_xarray()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "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=\"Europe\")\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
}