climate-dt/climate-dt-earthkit-fe-boundingbox.ipynb

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    "## Polytope Climate-DT 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",
    "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 earthkit-regrid  (Optional for spectral variables)\n",
    "* pip install cf-units         (Optional for unit conversion in maps)\n",
    "\n",
    "If you do not have eccodes installed please install eccodes using conda as it is a dependency of earthkit, or install earthkit via conda\n",
    "\n",
    "* conda install eccodes -c conda-forge\n",
    "* conda install earthkit-data -c conda-forge"
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    "# This request matches multiple parameter of the climate DT\n",
    " \n",
    "import earthkit.data\n",
    "\n",
    "request = {\n",
    "    \"activity\": \"scenariomip\",\n",
    "    \"class\": \"d1\",\n",
    "    \"dataset\": \"climate-dt\",\n",
    "    \"experiment\": \"ssp3-7.0\",\n",
    "    \"generation\": \"1\",\n",
    "    \"levtype\": \"sfc\",\n",
    "    \"date\": \"20210101\",\n",
    "    \"model\": \"ifs-nemo\",\n",
    "    \"expver\": \"0001\",\n",
    "    \"param\": \"167/165\",\n",
    "    \"realization\": \"1\",\n",
    "    \"resolution\": \"high\",\n",
    "    \"stream\": \"clte\",\n",
    "    \"type\": \"fc\",\n",
    "    \"time\": \"0000\",\n",
    "    \"feature\": {\n",
    "        \"type\": \"boundingbox\",\n",
    "        \"points\" : [[53.55, 2.76], [50.66, 7.86]],\n",
    "    },\n",
    "}\n",
    "\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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    "ds._json()"
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       "    step:           0\n",
       "    date:           2021-01-01T00:00:00Z</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-b6388745-ab7b-4de1-9b06-087d2358f977' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b6388745-ab7b-4de1-9b06-087d2358f977' 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>: 2770</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-790f873a-5916-4d73-a05d-1b85e4ac2782' class='xr-section-summary-in' type='checkbox'  checked><label for='section-790f873a-5916-4d73-a05d-1b85e4ac2782' 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;2021-01-01T00:00:00Z&#x27;</div><input id='attrs-08635a16-f69e-4101-8cd0-eae0d8121ab4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08635a16-f69e-4101-8cd0-eae0d8121ab4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ecb7adfd-9e25-4e99-8bbd-95ae5f3b56b3' class='xr-var-data-in' type='checkbox'><label for='data-ecb7adfd-9e25-4e99-8bbd-95ae5f3b56b3' 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;2021-01-01T00:00:00Z&#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-b0141786-fffa-4494-8d50-5b71bb99c00f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0141786-fffa-4494-8d50-5b71bb99c00f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b32b0b5-939d-44c1-9c05-7f4e54940691' class='xr-var-data-in' type='checkbox'><label for='data-7b32b0b5-939d-44c1-9c05-7f4e54940691' 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'>0</div><input id='attrs-dce6ed05-fc32-4606-8e3c-7234e7672359' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dce6ed05-fc32-4606-8e3c-7234e7672359' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-828aa94b-808e-4aea-8556-7f721bf6eb5a' class='xr-var-data-in' type='checkbox'><label for='data-828aa94b-808e-4aea-8556-7f721bf6eb5a' 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'>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 ... 2766 2767 2768 2769</div><input id='attrs-17669f83-95f3-412b-ab2e-dd7c1439d7c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17669f83-95f3-412b-ab2e-dd7c1439d7c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83a17165-8f8a-435c-895f-68f753b4efea' class='xr-var-data-in' type='checkbox'><label for='data-83a17165-8f8a-435c-895f-68f753b4efea' 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, ..., 2767, 2768, 2769])</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-d5cc1edb-0346-4391-b3f8-6bbf5de3e587' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5cc1edb-0346-4391-b3f8-6bbf5de3e587' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ec40c26-d930-4f81-848a-a28e8d578c8d' class='xr-var-data-in' type='checkbox'><label for='data-4ec40c26-d930-4f81-848a-a28e8d578c8d' 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([50.67416031, 50.67416031, 50.67416031, ..., 53.52413486,\n",
       "       53.52413486, 53.52413486])</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'>7.838 7.731 7.198 ... 3.153 2.924</div><input id='attrs-a7b17595-7080-4697-9ef4-d8ddb7f6808b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a7b17595-7080-4697-9ef4-d8ddb7f6808b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6ff7974-4e28-4ee1-84e3-8a756163749b' class='xr-var-data-in' type='checkbox'><label for='data-a6ff7974-4e28-4ee1-84e3-8a756163749b' 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([7.83767773, 7.73104265, 7.1978673 , ..., 3.03821656, 3.15286624,\n",
       "       2.92356688])</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-a5d0b4e6-131f-4943-ad92-93b608d8b187' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a5d0b4e6-131f-4943-ad92-93b608d8b187' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-023a1c4c-161e-4d7e-b4d5-b7ce4bd0fff5' class='xr-var-data-in' type='checkbox'><label for='data-023a1c4c-161e-4d7e-b4d5-b7ce4bd0fff5' 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-7768a5fb-8ff1-40b7-b123-d5bf9a0636f1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7768a5fb-8ff1-40b7-b123-d5bf9a0636f1' 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'>3.132 2.783 1.918 ... 8.253 7.613</div><input id='attrs-c27ceb77-d0b6-41cb-870e-6127b3d53616' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c27ceb77-d0b6-41cb-870e-6127b3d53616' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5efda0d3-7761-4471-909c-b2f50e2ff981' class='xr-var-data-in' type='checkbox'><label for='data-5efda0d3-7761-4471-909c-b2f50e2ff981' 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([[[[3.13196182, 2.78341293, 1.91846466, ..., 8.10547638,\n",
       "          8.25267029, 7.61297989]]]])</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'>275.8 276.2 277.2 ... 279.3 278.7</div><input id='attrs-86bbdf4d-1ab6-43e5-a856-afb1a632e66f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-86bbdf4d-1ab6-43e5-a856-afb1a632e66f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30f4cc1b-250d-4d74-8e8c-35f56fde075e' class='xr-var-data-in' type='checkbox'><label for='data-30f4cc1b-250d-4d74-8e8c-35f56fde075e' 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([[[[275.83544159, 276.18981171, 277.24442291, ..., 278.89836884,\n",
       "          279.29561615, 278.69758606]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1ecb500d-52e2-4cac-bcbb-26000a1bf800' class='xr-section-summary-in' type='checkbox'  ><label for='section-1ecb500d-52e2-4cac-bcbb-26000a1bf800' 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-f5b07f1d-6fc1-461a-ac7e-a89191c1ab2d' class='xr-index-data-in' type='checkbox'/><label for='index-f5b07f1d-6fc1-461a-ac7e-a89191c1ab2d' 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;2021-01-01T00:00:00Z&#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-01411e2e-63d2-400a-8aef-66e0521331aa' class='xr-index-data-in' type='checkbox'/><label for='index-01411e2e-63d2-400a-8aef-66e0521331aa' 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-8b387fd9-f2c4-4d4d-aa89-36a9229a4e64' class='xr-index-data-in' type='checkbox'/><label for='index-8b387fd9-f2c4-4d4d-aa89-36a9229a4e64' 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;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-d0332499-ab5a-4341-a875-771b6d686892' class='xr-index-data-in' type='checkbox'/><label for='index-d0332499-ab5a-4341-a875-771b6d686892' 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",
       "       2760, 2761, 2762, 2763, 2764, 2765, 2766, 2767, 2768, 2769],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;points&#x27;, length=2770))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-52df9f6e-2c86-4e74-95f3-d6ff5bbf7d5e' class='xr-section-summary-in' type='checkbox'  ><label for='section-52df9f6e-2c86-4e74-95f3-d6ff5bbf7d5e' class='xr-section-summary' >Attributes: <span>(16)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>activity :</span></dt><dd>scenariomip</dd><dt><span>class :</span></dt><dd>d1</dd><dt><span>dataset :</span></dt><dd>climate-dt</dd><dt><span>Forecast date :</span></dt><dd>2021-01-01T00:00:00Z</dd><dt><span>experiment :</span></dt><dd>ssp3-7.0</dd><dt><span>expver :</span></dt><dd>0001</dd><dt><span>generation :</span></dt><dd>1</dd><dt><span>levtype :</span></dt><dd>sfc</dd><dt><span>model :</span></dt><dd>ifs-nemo</dd><dt><span>realization :</span></dt><dd>1</dd><dt><span>resolution :</span></dt><dd>high</dd><dt><span>stream :</span></dt><dd>clte</dd><dt><span>type :</span></dt><dd>fc</dd><dt><span>number :</span></dt><dd>0</dd><dt><span>step :</span></dt><dd>0</dd><dt><span>date :</span></dt><dd>2021-01-01T00:00:00Z</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 133kB\n",
       "Dimensions:    (datetimes: 1, number: 1, steps: 1, points: 2770)\n",
       "Coordinates:\n",
       "  * datetimes  (datetimes) <U20 80B '2021-01-01T00:00:00Z'\n",
       "  * number     (number) int64 8B 0\n",
       "  * steps      (steps) int64 8B 0\n",
       "  * points     (points) int64 22kB 0 1 2 3 4 5 ... 2764 2765 2766 2767 2768 2769\n",
       "    x          (points) float64 22kB 50.67 50.67 50.67 ... 53.52 53.52 53.52\n",
       "    y          (points) float64 22kB 7.838 7.731 7.198 ... 3.038 3.153 2.924\n",
       "    z          (points) float64 22kB 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 22kB 3.132 ... 7.613\n",
       "    2t         (datetimes, number, steps, points) float64 22kB 275.8 ... 278.7\n",
       "Attributes: (12/16)\n",
       "    activity:       scenariomip\n",
       "    class:          d1\n",
       "    dataset:        climate-dt\n",
       "    Forecast date:  2021-01-01T00:00:00Z\n",
       "    experiment:     ssp3-7.0\n",
       "    expver:         0001\n",
       "    ...             ...\n",
       "    resolution:     high\n",
       "    stream:         clte\n",
       "    type:           fc\n",
       "    number:         0\n",
       "    step:           0\n",
       "    date:           2021-01-01T00:00:00Z"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da = ds.to_xarray()\n",
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f12d8515",
   "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": "5d85d5eb",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "polytope_venv",
   "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
}