riofreddo.ipynb

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    "# Riofreddo\n",
    "We want to extract the 2m air temperature and the relative humidity over Riofreddo, a village 45 km north-east of Rome, between May 27th and July 5th 2024. The coordinates of the village are: latitude = 42.0615275803612, longitude = 12.999685358882479. We use the [Copernicus ERA5-Land hourly data from 1950 to present](https://cds-beta.climate.copernicus.eu/datasets/reanalysis-era5-land) as data source. We download the data manually from the Copernicus website (at the time of development the web API did not work). The dataset does not provide directly the relative humidity but it does provide the 2m dew point temperature from which we can calculate the relative humidity.   "
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      "python version: 3.11.5\n",
      "pandas version: 2.1.1\n",
      "xarray version: 2023.12.0\n",
      "matplotlib version: 3.8.0\n",
      "cartopy version: 0.22.0\n"
     ]
    }
   ],
   "source": [
    "import xarray as xr\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import cdsapi\n",
    "import cartopy\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.colors as mcol\n",
    "from matplotlib.colors import ListedColormap\n",
    "from zipfile import ZipFile\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "from platform import python_version\n",
    "print(\"python version: %s\"%python_version())\n",
    "print(\"pandas version: %s\"%pd.__version__)\n",
    "print(\"xarray version: %s\"%xr.__version__)\n",
    "print(\"matplotlib version: %s\"%matplotlib.__version__)\n",
    "print(\"cartopy version: %s\"%cartopy.__version__)"
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  {
   "cell_type": "markdown",
   "id": "0b335965-df4a-478b-a53e-41e6fe9d8b91",
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   "source": [
    "The spatial resolution of the data is 0.1°x0.1° so we select a bounding box around the given point location."
   ]
  },
  {
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   "execution_count": 2,
   "id": "a5bf51be-57e8-4594-a991-6ee2675a39d9",
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   "source": [
    "bb_north = 42.20\n",
    "bb_south = 41.80\n",
    "bb_west = 12.80\n",
    "bb_east = 13.10"
   ]
  },
  {
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   "execution_count": 3,
   "id": "daa4f6c4-a844-4791-a645-7ca8fae4a342",
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   "source": [
    "month = 'june'\n",
    "DATADIR = 'data/riofreddo'\n",
    "WDIR = f'era5_land_riofreddo_{month}_2024'"
   ]
  },
  {
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   "id": "0cf7a26a-4672-4a2b-88f9-ff6753d4fe5e",
   "metadata": {},
   "outputs": [],
   "source": [
    "with ZipFile(f'{DATADIR}/{WDIR}.zip', 'r') as zipObj:\n",
    "   zipObj.extractall(path=f'{DATADIR}/{WDIR}/')"
   ]
  },
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   "execution_count": 5,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (valid_time: 720, latitude: 5, longitude: 4)\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "  * latitude    (latitude) float64 42.2 42.1 42.0 41.9 41.8\n",
       "  * longitude   (longitude) float64 12.8 12.9 13.0 13.1\n",
       "    expver      (valid_time) &lt;U4 ...\n",
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       "    t2m         (valid_time, latitude, longitude) float32 ...\n",
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       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-08-22T16:05 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-2df1a664-a744-4c7a-9c4d-52bc547f3e44' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2df1a664-a744-4c7a-9c4d-52bc547f3e44' 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'>valid_time</span>: 720</li><li><span class='xr-has-index'>latitude</span>: 5</li><li><span class='xr-has-index'>longitude</span>: 4</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7cc13173-6350-49cd-bbf9-2026a10dec27' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7cc13173-6350-49cd-bbf9-2026a10dec27' class='xr-section-summary' >Coordinates: <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>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d816d100-98ec-4859-81ec-0b450e5cb972' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d816d100-98ec-4859-81ec-0b450e5cb972' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-275644b7-2d98-4a03-baa5-1721db11b230' class='xr-var-data-in' type='checkbox'><label for='data-275644b7-2d98-4a03-baa5-1721db11b230' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>valid_time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-01 ... 2024-06-30T23:00:00</div><input id='attrs-0d3441d0-9f4b-4d09-9bb3-f1c9673e1481' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0d3441d0-9f4b-4d09-9bb3-f1c9673e1481' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e6da66b-8a19-4a88-917f-f2b74a0d6be5' class='xr-var-data-in' type='checkbox'><label for='data-2e6da66b-8a19-4a88-917f-f2b74a0d6be5' 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</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-06-01T00:00:00.000000000&#x27;, &#x27;2024-06-01T01:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-01T02:00:00.000000000&#x27;, ..., &#x27;2024-06-30T21:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-30T22:00:00.000000000&#x27;, &#x27;2024-06-30T23:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</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'>42.2 42.1 42.0 41.9 41.8</div><input id='attrs-72ee296f-32c8-42ef-ab92-7c010ccf17d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-72ee296f-32c8-42ef-ab92-7c010ccf17d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a66fdb2c-c7d7-4d1e-a99e-43db4f04a559' class='xr-var-data-in' type='checkbox'><label for='data-a66fdb2c-c7d7-4d1e-a99e-43db4f04a559' 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([42.2, 42.1, 42. , 41.9, 41.8])</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'>12.8 12.9 13.0 13.1</div><input id='attrs-92dc1c7b-047f-41a5-9cc6-81fc6f434910' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92dc1c7b-047f-41a5-9cc6-81fc6f434910' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55c60556-f5b9-48d7-8488-8ec9d5fc2021' class='xr-var-data-in' type='checkbox'><label for='data-55c60556-f5b9-48d7-8488-8ec9d5fc2021' 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([12.8, 12.9, 13. , 13.1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>expver</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-af275bef-88f4-49db-b020-ef1b15b68718' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af275bef-88f4-49db-b020-ef1b15b68718' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ddd6e536-a622-4696-8c5c-439219dd0412' class='xr-var-data-in' type='checkbox'><label for='data-ddd6e536-a622-4696-8c5c-439219dd0412' 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>[720 values with dtype=&lt;U4]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-063d3d22-9d5a-471e-ac96-5443af06c8dc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-063d3d22-9d5a-471e-ac96-5443af06c8dc' 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>d2m</span></div><div class='xr-var-dims'>(valid_time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1aabe00f-4e63-425b-b50b-b9db21113f4f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1aabe00f-4e63-425b-b50b-b9db21113f4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ebf3109-76e4-4797-b3ba-2d50a7edac30' class='xr-var-data-in' type='checkbox'><label for='data-3ebf3109-76e4-4797-b3ba-2d50a7edac30' 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>168</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>20</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_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>4</dd><dt><span>GRIB_Ny :</span></dt><dd>5</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</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>42.2</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>41.8</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>12.8</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>13.1</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>[14400 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(valid_time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-41abcf20-fb70-4139-a27f-f12b4fdbb2dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-41abcf20-fb70-4139-a27f-f12b4fdbb2dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa86c25f-8c85-4de6-83bb-5c34a50a03fd' class='xr-var-data-in' type='checkbox'><label for='data-aa86c25f-8c85-4de6-83bb-5c34a50a03fd' 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>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>20</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_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>4</dd><dt><span>GRIB_Ny :</span></dt><dd>5</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</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>42.2</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>41.8</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>12.8</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>13.1</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>[14400 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c02e2b7f-50a8-4849-85d7-4f5be3b5182d' class='xr-section-summary-in' type='checkbox'  ><label for='section-c02e2b7f-50a8-4849-85d7-4f5be3b5182d' class='xr-section-summary' >Indexes: <span>(3)</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>valid_time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7e65fd82-fca9-4162-8e9f-0e0e7bb148f5' class='xr-index-data-in' type='checkbox'/><label for='index-7e65fd82-fca9-4162-8e9f-0e0e7bb148f5' 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(DatetimeIndex([&#x27;2024-06-01 00:00:00&#x27;, &#x27;2024-06-01 01:00:00&#x27;,\n",
       "               &#x27;2024-06-01 02:00:00&#x27;, &#x27;2024-06-01 03:00:00&#x27;,\n",
       "               &#x27;2024-06-01 04:00:00&#x27;, &#x27;2024-06-01 05:00:00&#x27;,\n",
       "               &#x27;2024-06-01 06:00:00&#x27;, &#x27;2024-06-01 07:00:00&#x27;,\n",
       "               &#x27;2024-06-01 08:00:00&#x27;, &#x27;2024-06-01 09:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2024-06-30 14:00:00&#x27;, &#x27;2024-06-30 15:00:00&#x27;,\n",
       "               &#x27;2024-06-30 16:00:00&#x27;, &#x27;2024-06-30 17:00:00&#x27;,\n",
       "               &#x27;2024-06-30 18:00:00&#x27;, &#x27;2024-06-30 19:00:00&#x27;,\n",
       "               &#x27;2024-06-30 20:00:00&#x27;, &#x27;2024-06-30 21:00:00&#x27;,\n",
       "               &#x27;2024-06-30 22:00:00&#x27;, &#x27;2024-06-30 23:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;valid_time&#x27;, length=720, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fda39c93-f5fe-488f-9ee6-05a7f97c6e83' class='xr-index-data-in' type='checkbox'/><label for='index-fda39c93-f5fe-488f-9ee6-05a7f97c6e83' 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([42.2, 42.1, 42.0, 41.9, 41.8], dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c63cabbe-c79e-446e-ad0e-387f3edfe20a' class='xr-index-data-in' type='checkbox'/><label for='index-c63cabbe-c79e-446e-ad0e-387f3edfe20a' 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([12.8, 12.9, 13.0, 13.1], dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9dbe3d9b-5d97-4c97-b921-7838c05802ed' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9dbe3d9b-5d97-4c97-b921-7838c05802ed' class='xr-section-summary' >Attributes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><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>2024-08-22T16:05 GRIB to CDM+CF via cfgrib-0.9.14.0/ecCodes-2.36.0 with {&quot;source&quot;: &quot;data.grib&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:     (valid_time: 720, latitude: 5, longitude: 4)\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "  * latitude    (latitude) float64 42.2 42.1 42.0 41.9 41.8\n",
       "  * longitude   (longitude) float64 12.8 12.9 13.0 13.1\n",
       "    expver      (valid_time) <U4 ...\n",
       "Data variables:\n",
       "    d2m         (valid_time, latitude, longitude) float32 ...\n",
       "    t2m         (valid_time, latitude, longitude) float32 ...\n",
       "Attributes:\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:                 2024-08-22T16:05 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "riofreddo_ds = xr.open_dataset(f'{DATADIR}/{WDIR}/data_0.nc')\n",
    "riofreddo_ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "6057aefc-68f2-4bfa-96c5-7e0c09345fd3",
   "metadata": {},
   "outputs": [],
   "source": [
    "temperature_da = riofreddo_ds['t2m']\n",
    "dew_point_da = riofreddo_ds['d2m']\n",
    "lats = riofreddo_ds['latitude']\n",
    "lons = riofreddo_ds['longitude']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7dca261b-9820-4811-8da8-72fbac161821",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## Time series of the 2m air temperature in Riofreddo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ee86c718-2638-40dd-91ea-34287111a906",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'ERA5-Land 2 meter air temperature - 2022-06-30T15:00:00')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,10))\n",
    "ax = plt.axes(projection=ccrs.PlateCarree())\n",
    "ax.gridlines(draw_labels=True, linestyle='--')\n",
    "ax.add_feature(cartopy.feature.LAND, edgecolor='black')\n",
    "ax.add_feature(cartopy.feature.LAKES, edgecolor='black')\n",
    "ax.add_feature(cartopy.feature.RIVERS)\n",
    "temperature_da.sel(valid_time='2024-06-01T00:00:00').plot(ax=ax, add_colorbar=True, cmap='jet')\n",
    "plt.title('ERA5-Land 2 meter air temperature - 2022-06-30T15:00:00')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "81ce32cc-1653-447f-adf5-a93abab5f093",
   "metadata": {},
   "outputs": [
    {
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       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;t2m&#x27; (valid_time: 720)&gt;\n",
       "[720 values with dtype=float32]\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "    latitude    float64 42.1\n",
       "    longitude   float64 13.0\n",
       "    expver      (valid_time) &lt;U4 ...\n",
       "Attributes: (12/32)\n",
       "    GRIB_paramId:                             167\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_numberOfPoints:                      20\n",
       "    GRIB_typeOfLevel:                         surface\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_stepType:                            instant\n",
       "    ...                                       ...\n",
       "    GRIB_totalNumber:                         0\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre temperature\n",
       "    units:                                    K\n",
       "    standard_name:                            unknown\n",
       "    GRIB_surface:                             0.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'t2m'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>valid_time</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c9fcb658-6351-48d4-9038-881d9626a842' class='xr-array-in' type='checkbox' checked><label for='section-c9fcb658-6351-48d4-9038-881d9626a842' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[720 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-8eeae986-a6c1-4178-b41b-b7aae56556bf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8eeae986-a6c1-4178-b41b-b7aae56556bf' class='xr-section-summary' >Coordinates: <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>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-562a0ec2-54d9-4714-9243-11437d058cc1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-562a0ec2-54d9-4714-9243-11437d058cc1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39fa4354-0d1e-4660-ba9c-c2eb8679b4c0' class='xr-var-data-in' type='checkbox'><label for='data-39fa4354-0d1e-4660-ba9c-c2eb8679b4c0' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>valid_time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-01 ... 2024-06-30T23:00:00</div><input id='attrs-5f9f4bc7-f3ef-4494-b292-b3a052522914' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5f9f4bc7-f3ef-4494-b292-b3a052522914' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7011dfc5-33ef-4fc8-8b7b-7e0d0677044a' class='xr-var-data-in' type='checkbox'><label for='data-7011dfc5-33ef-4fc8-8b7b-7e0d0677044a' 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</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-06-01T00:00:00.000000000&#x27;, &#x27;2024-06-01T01:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-01T02:00:00.000000000&#x27;, ..., &#x27;2024-06-30T21:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-30T22:00:00.000000000&#x27;, &#x27;2024-06-30T23:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>42.1</div><input id='attrs-29dd9aad-2b2c-4900-b7f6-b09bd72874ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29dd9aad-2b2c-4900-b7f6-b09bd72874ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71aa9cac-a4b6-4192-85f2-e98a631d4ab0' class='xr-var-data-in' type='checkbox'><label for='data-71aa9cac-a4b6-4192-85f2-e98a631d4ab0' 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(42.1)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>13.0</div><input id='attrs-7959c5fc-f04a-47ec-aa45-55b38f5971f0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7959c5fc-f04a-47ec-aa45-55b38f5971f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66969b49-25ed-4ac2-9d60-29ea949cab4f' class='xr-var-data-in' type='checkbox'><label for='data-66969b49-25ed-4ac2-9d60-29ea949cab4f' 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(13.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>expver</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1a55b5c7-7400-4a89-a659-25a5c23a01b7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a55b5c7-7400-4a89-a659-25a5c23a01b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e83959d-580b-4524-b62f-2cb7b7645d6c' class='xr-var-data-in' type='checkbox'><label for='data-4e83959d-580b-4524-b62f-2cb7b7645d6c' 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>[720 values with dtype=&lt;U4]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ff2b30bf-6a0b-45e1-99fc-da389a32a74f' class='xr-section-summary-in' type='checkbox'  ><label for='section-ff2b30bf-6a0b-45e1-99fc-da389a32a74f' class='xr-section-summary' >Indexes: <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-index-name'><div>valid_time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b2268c67-7a99-4049-b1f4-33dbccc353f6' class='xr-index-data-in' type='checkbox'/><label for='index-b2268c67-7a99-4049-b1f4-33dbccc353f6' 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(DatetimeIndex([&#x27;2024-06-01 00:00:00&#x27;, &#x27;2024-06-01 01:00:00&#x27;,\n",
       "               &#x27;2024-06-01 02:00:00&#x27;, &#x27;2024-06-01 03:00:00&#x27;,\n",
       "               &#x27;2024-06-01 04:00:00&#x27;, &#x27;2024-06-01 05:00:00&#x27;,\n",
       "               &#x27;2024-06-01 06:00:00&#x27;, &#x27;2024-06-01 07:00:00&#x27;,\n",
       "               &#x27;2024-06-01 08:00:00&#x27;, &#x27;2024-06-01 09:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2024-06-30 14:00:00&#x27;, &#x27;2024-06-30 15:00:00&#x27;,\n",
       "               &#x27;2024-06-30 16:00:00&#x27;, &#x27;2024-06-30 17:00:00&#x27;,\n",
       "               &#x27;2024-06-30 18:00:00&#x27;, &#x27;2024-06-30 19:00:00&#x27;,\n",
       "               &#x27;2024-06-30 20:00:00&#x27;, &#x27;2024-06-30 21:00:00&#x27;,\n",
       "               &#x27;2024-06-30 22:00:00&#x27;, &#x27;2024-06-30 23:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;valid_time&#x27;, length=720, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3b1cba2c-ae50-4e42-bf03-98bb864cad52' class='xr-section-summary-in' type='checkbox'  ><label for='section-3b1cba2c-ae50-4e42-bf03-98bb864cad52' class='xr-section-summary' >Attributes: <span>(32)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>20</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_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>4</dd><dt><span>GRIB_Ny :</span></dt><dd>5</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</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>42.2</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>41.8</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>12.8</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>13.1</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 't2m' (valid_time: 720)>\n",
       "[720 values with dtype=float32]\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "    latitude    float64 42.1\n",
       "    longitude   float64 13.0\n",
       "    expver      (valid_time) <U4 ...\n",
       "Attributes: (12/32)\n",
       "    GRIB_paramId:                             167\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_numberOfPoints:                      20\n",
       "    GRIB_typeOfLevel:                         surface\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_stepType:                            instant\n",
       "    ...                                       ...\n",
       "    GRIB_totalNumber:                         0\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre temperature\n",
       "    units:                                    K\n",
       "    standard_name:                            unknown\n",
       "    GRIB_surface:                             0.0"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "riofreddo_temperature_da = temperature_da.sel(latitude = 42.0615275803612, longitude = 12.999685358882479, method='nearest')\n",
    "riofreddo_temperature_da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "b0e6ddda-791a-4856-bda4-ffa0b2757bea",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0.98, '2 meter air temperature - Riofreddo (RM), June 2024 (K)')"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 5))\n",
    "riofreddo_temperature_da.plot(marker='o')\n",
    "plt.suptitle(\"2 meter air temperature - Riofreddo (RM), June 2024 (K)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24cb74bc-16c9-427e-92d9-d5f6ed2ab47f",
   "metadata": {},
   "source": [
    "## Time series of the 2m dew point temperature in Riofreddo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8cab609c-e855-4aa5-82a8-02de9fc228c8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;d2m&#x27; (valid_time: 720)&gt;\n",
       "[720 values with dtype=float32]\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "    latitude    float64 42.1\n",
       "    longitude   float64 13.0\n",
       "    expver      (valid_time) &lt;U4 ...\n",
       "Attributes: (12/32)\n",
       "    GRIB_paramId:                             168\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_numberOfPoints:                      20\n",
       "    GRIB_typeOfLevel:                         surface\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_stepType:                            instant\n",
       "    ...                                       ...\n",
       "    GRIB_totalNumber:                         0\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre dewpoint temperature\n",
       "    units:                                    K\n",
       "    standard_name:                            unknown\n",
       "    GRIB_surface:                             0.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'d2m'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>valid_time</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-3556fe09-ef9e-4c80-9b31-7fc6a579fd5c' class='xr-array-in' type='checkbox' checked><label for='section-3556fe09-ef9e-4c80-9b31-7fc6a579fd5c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[720 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-db36c542-c539-4d43-af3b-42bf33f2ab41' class='xr-section-summary-in' type='checkbox'  checked><label for='section-db36c542-c539-4d43-af3b-42bf33f2ab41' class='xr-section-summary' >Coordinates: <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>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-49c5d1a3-af79-4428-a83d-83fba5f975db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-49c5d1a3-af79-4428-a83d-83fba5f975db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b42aefb-b98c-464c-bcfd-2f5f4344c263' class='xr-var-data-in' type='checkbox'><label for='data-5b42aefb-b98c-464c-bcfd-2f5f4344c263' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>valid_time</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-01 ... 2024-06-30T23:00:00</div><input id='attrs-3b8b7fd7-d0af-45e7-9908-f961a2671806' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b8b7fd7-d0af-45e7-9908-f961a2671806' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-420a5dc9-bf73-4509-b78b-6c19d102526a' class='xr-var-data-in' type='checkbox'><label for='data-420a5dc9-bf73-4509-b78b-6c19d102526a' 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</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-06-01T00:00:00.000000000&#x27;, &#x27;2024-06-01T01:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-01T02:00:00.000000000&#x27;, ..., &#x27;2024-06-30T21:00:00.000000000&#x27;,\n",
       "       &#x27;2024-06-30T22:00:00.000000000&#x27;, &#x27;2024-06-30T23:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>42.1</div><input id='attrs-73f5175e-4c1e-40e4-b591-d987a7828353' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73f5175e-4c1e-40e4-b591-d987a7828353' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0260a0b9-17c6-49ee-ada9-4e9443282ea5' class='xr-var-data-in' type='checkbox'><label for='data-0260a0b9-17c6-49ee-ada9-4e9443282ea5' 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(42.1)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>13.0</div><input id='attrs-b9cb0b49-16c3-4c94-afb7-657bc31634a3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b9cb0b49-16c3-4c94-afb7-657bc31634a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8881342b-fed0-4ad3-a1f4-0cef8ab8c4b8' class='xr-var-data-in' type='checkbox'><label for='data-8881342b-fed0-4ad3-a1f4-0cef8ab8c4b8' 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(13.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>expver</span></div><div class='xr-var-dims'>(valid_time)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-96c4d8a8-ba9c-4ad0-bfc1-a7323f238854' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96c4d8a8-ba9c-4ad0-bfc1-a7323f238854' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d66d124f-a875-4ec9-892f-a58409aa9d1c' class='xr-var-data-in' type='checkbox'><label for='data-d66d124f-a875-4ec9-892f-a58409aa9d1c' 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>[720 values with dtype=&lt;U4]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8ac9b16e-e966-4bd9-a69e-d01bc648e9cb' class='xr-section-summary-in' type='checkbox'  ><label for='section-8ac9b16e-e966-4bd9-a69e-d01bc648e9cb' class='xr-section-summary' >Indexes: <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-index-name'><div>valid_time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a2d6f197-84d6-4bfc-9f6f-3bb39f262740' class='xr-index-data-in' type='checkbox'/><label for='index-a2d6f197-84d6-4bfc-9f6f-3bb39f262740' 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(DatetimeIndex([&#x27;2024-06-01 00:00:00&#x27;, &#x27;2024-06-01 01:00:00&#x27;,\n",
       "               &#x27;2024-06-01 02:00:00&#x27;, &#x27;2024-06-01 03:00:00&#x27;,\n",
       "               &#x27;2024-06-01 04:00:00&#x27;, &#x27;2024-06-01 05:00:00&#x27;,\n",
       "               &#x27;2024-06-01 06:00:00&#x27;, &#x27;2024-06-01 07:00:00&#x27;,\n",
       "               &#x27;2024-06-01 08:00:00&#x27;, &#x27;2024-06-01 09:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2024-06-30 14:00:00&#x27;, &#x27;2024-06-30 15:00:00&#x27;,\n",
       "               &#x27;2024-06-30 16:00:00&#x27;, &#x27;2024-06-30 17:00:00&#x27;,\n",
       "               &#x27;2024-06-30 18:00:00&#x27;, &#x27;2024-06-30 19:00:00&#x27;,\n",
       "               &#x27;2024-06-30 20:00:00&#x27;, &#x27;2024-06-30 21:00:00&#x27;,\n",
       "               &#x27;2024-06-30 22:00:00&#x27;, &#x27;2024-06-30 23:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;valid_time&#x27;, length=720, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4f890bc3-714c-41ba-b722-fb46a2e7a58c' class='xr-section-summary-in' type='checkbox'  ><label for='section-4f890bc3-714c-41ba-b722-fb46a2e7a58c' class='xr-section-summary' >Attributes: <span>(32)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>168</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>20</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_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>4</dd><dt><span>GRIB_Ny :</span></dt><dd>5</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.1</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.1</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>42.2</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>41.8</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>12.8</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>13.1</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'd2m' (valid_time: 720)>\n",
       "[720 values with dtype=float32]\n",
       "Coordinates:\n",
       "    number      int64 ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 2024-06-01 ... 2024-06-30T23:00:00\n",
       "    latitude    float64 42.1\n",
       "    longitude   float64 13.0\n",
       "    expver      (valid_time) <U4 ...\n",
       "Attributes: (12/32)\n",
       "    GRIB_paramId:                             168\n",
       "    GRIB_dataType:                            fc\n",
       "    GRIB_numberOfPoints:                      20\n",
       "    GRIB_typeOfLevel:                         surface\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_stepType:                            instant\n",
       "    ...                                       ...\n",
       "    GRIB_totalNumber:                         0\n",
       "    GRIB_units:                               K\n",
       "    long_name:                                2 metre dewpoint temperature\n",
       "    units:                                    K\n",
       "    standard_name:                            unknown\n",
       "    GRIB_surface:                             0.0"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "riofreddo_dew_point_da = dew_point_da.sel(latitude = 42.0615275803612, longitude = 12.999685358882479, method='nearest')\n",
    "riofreddo_dew_point_da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "fe1a1268-7a54-40d1-b64d-3f38b19df7be",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0.98, '2 meter Dew point temperature - Riofreddo (RM), June 2024 (K)')"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 5))\n",
    "riofreddo_dew_point_da.plot(marker='o', color='orange')\n",
    "plt.suptitle(\"2 meter Dew point temperature - Riofreddo (RM), June 2024 (K)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b10e0a6-e6a5-4081-8b0c-2cae6d9fde47",
   "metadata": {},
   "source": [
    "## Transformation from dew point temperature to relative humidity\r\n",
    "In order to transform the dew point temperature $T_d$ into relative humidity RH we use the formula\r\n",
    "\r\n",
    "$$RH = \\frac{e_s(T_d)}{e_s(T)}$$\r\n",
    "\r\n",
    "where $e_s$ is the water vapor pressure at saturation, in Pa. The water vapor pressure at saturation can be computed from the [Clausius-Clapeyron equation](https://en.wikipedia.org/wiki/Clausius%E2%80%93Clapeyron_relation). To make the calculation easier we can use an approximation such as the August-Roche-Magnus approximation.\r\n",
    "\r\n",
    "$$ e_s(T) = c * exp(\\frac{aT}{b + T}) $$\r\n",
    "\r\n",
    "where a, b and c are constants and T is the air temperature in °C. The August-Roche-Magnus approximation is considered valid for:\r\n",
    "\r\n",
    "\r\n",
    "0 °C < T < 60 °C    \r\n",
    "1% < RH < 100%    \r\n",
    "0 °C < Td < 50 °C    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ed1cce6c-2ad3-4157-91e8-9fff10d3568e",
   "metadata": {},
   "outputs": [],
   "source": [
    "a = 17.625\n",
    "b = 243.04\n",
    "c = 6.1094\n",
    "\n",
    "def saturated_water_pressure(T):\n",
    "    return c * np.exp(a * T / (b + T))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c01521a-c187-4d37-88cf-3732ec66350b",
   "metadata": {},
   "source": [
    "We transform the data from Kelvin to Celsius"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "5e98c08c-1e95-486d-8daa-fc93eb5edd11",
   "metadata": {},
   "outputs": [],
   "source": [
    "riofreddo_dew_point_celsius = riofreddo_dew_point_da - 273.15\n",
    "riofreddo_temperature_celsius = riofreddo_temperature_da - 273.15"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "410504cb-5a41-44f4-a353-d768693885b0",
   "metadata": {},
   "source": [
    "Then we apply the Magnus formula to compute the saturated water vapor pressure "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "891ce940-9a96-454d-bb71-517b44281744",
   "metadata": {},
   "outputs": [],
   "source": [
    "sat_wvp_dew_point = xr.apply_ufunc(saturated_water_pressure, riofreddo_dew_point_celsius)\n",
    "sat_wvp_air_temp = xr.apply_ufunc(saturated_water_pressure, riofreddo_temperature_celsius)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa11e180-2dde-4d42-a82b-508bd58ce08a",
   "metadata": {},
   "source": [
    "Finally we calculate the relative humidity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "de89c335-1dd2-4d45-acfd-009d3495cd91",
   "metadata": {},
   "outputs": [],
   "source": [
    "riofreddo_rh = sat_wvp_dew_point / sat_wvp_air_temp   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "e71234b7-f96e-44f7-9269-2d72f2385e17",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0.98, 'Relative humidity - Riofreddo (RM), June 2024 (K)')"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 5))\n",
    "riofreddo_rh.plot(marker='o', color='orange')\n",
    "plt.suptitle(\"Relative humidity - Riofreddo (RM), June 2024 (K)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d678588d-d258-4665-bae9-d9315c47b44c",
   "metadata": {},
   "source": [
    "## References\n",
    "* [National Physical Laboratory - How do I convert between dew point and relative humidity?](https://www.npl.co.uk/resources/q-a/dew-point-and-relative-humidity)\n",
    "* [Stull - Practical Meteorology: An Algebra-based Survey of Atmospheric Science](https://www.eoas.ubc.ca/books/Practical_Meteorology/)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1f59dfd3-660e-42d0-8c7e-4b75b0309238",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.11.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}