Assig_clim680-DV-V2.ipynb

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    "## Climate data Assignment\n",
    "Make a 12-panel plot of the climatology (1 panel for each month) of your data. If your data is not at a time frequency that allows monthly climatology, either choose individual times or a different aggregation (seasonal? year?). Make the plot look publication quality with titles, units, labels, good colorbar, continents, etc.\n",
    "To submit your assignment:\n",
    "•Create a repository on github.com for your assignment\n",
    "•Upload your Jupyter Notebook\n",
    "•Create 1 issue\n",
    "•Describe one way you would improve your figure. There is always something to improve, so think critically about  what you could do to make it more clear, nicer, better suited to a particular medium, etc\n",
    "Send an email to me with a link to your repository."
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    "#Import\n",
    "import xarray as xr\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib as mpl\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cart\n",
    "import cartopy.io.img_tiles as cimgt\n",
    "from cartopy.util import add_cyclic_point\n",
    "import cartopy.mpl.ticker as cticker\n",
    "import calendar"
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    "# Load the dataset\n",
    "path = '/scratch/dveronez/dveronez/diana_assignment/'\n",
    "file = 'data_precipitation.nc'"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 56MB\n",
       "Dimensions:     (valid_time: 716, latitude: 121, longitude: 161)\n",
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       "    number      int64 8B ...\n",
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       "  * longitude   (longitude) float64 1kB -100.0 -99.75 -99.5 ... -60.25 -60.0\n",
       "    expver      (valid_time) &lt;U4 11kB ...\n",
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       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
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       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    history:                 2024-10-16T18:37 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-fb412936-8d36-419f-acc0-775f34efa181' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fb412936-8d36-419f-acc0-775f34efa181' 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>: 716</li><li><span class='xr-has-index'>latitude</span>: 121</li><li><span class='xr-has-index'>longitude</span>: 161</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d8c56455-d290-4cb8-af56-f2747dd6cb92' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d8c56455-d290-4cb8-af56-f2747dd6cb92' 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-1fe5dc40-a83e-4e20-ad2b-6c273ad4bb23' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1fe5dc40-a83e-4e20-ad2b-6c273ad4bb23' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03701f91-fc13-4b2e-9ca9-415d2b5656eb' class='xr-var-data-in' type='checkbox'><label for='data-03701f91-fc13-4b2e-9ca9-415d2b5656eb' 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'>2023-01-01 ... 2023-12-30T12:00:00</div><input id='attrs-8a7fee01-1cfd-4072-a6ea-c22b627df869' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a7fee01-1cfd-4072-a6ea-c22b627df869' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cdd8c126-4e45-4a36-9ec7-76e0b7afdc19' class='xr-var-data-in' type='checkbox'><label for='data-cdd8c126-4e45-4a36-9ec7-76e0b7afdc19' 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;2023-01-01T00:00:00.000000000&#x27;, &#x27;2023-01-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-02T00:00:00.000000000&#x27;, ..., &#x27;2023-12-29T12:00:00.000000000&#x27;,\n",
       "       &#x27;2023-12-30T00:00:00.000000000&#x27;, &#x27;2023-12-30T12:00:00.000000000&#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'>50.0 49.75 49.5 ... 20.5 20.25 20.0</div><input id='attrs-a56be566-2d26-4c8b-86ab-a78a081ccfde' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a56be566-2d26-4c8b-86ab-a78a081ccfde' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e14b0b5-b5d9-4110-9d4a-6b4ce11463c7' class='xr-var-data-in' type='checkbox'><label for='data-4e14b0b5-b5d9-4110-9d4a-6b4ce11463c7' 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([50.  , 49.75, 49.5 , 49.25, 49.  , 48.75, 48.5 , 48.25, 48.  , 47.75,\n",
       "       47.5 , 47.25, 47.  , 46.75, 46.5 , 46.25, 46.  , 45.75, 45.5 , 45.25,\n",
       "       45.  , 44.75, 44.5 , 44.25, 44.  , 43.75, 43.5 , 43.25, 43.  , 42.75,\n",
       "       42.5 , 42.25, 42.  , 41.75, 41.5 , 41.25, 41.  , 40.75, 40.5 , 40.25,\n",
       "       40.  , 39.75, 39.5 , 39.25, 39.  , 38.75, 38.5 , 38.25, 38.  , 37.75,\n",
       "       37.5 , 37.25, 37.  , 36.75, 36.5 , 36.25, 36.  , 35.75, 35.5 , 35.25,\n",
       "       35.  , 34.75, 34.5 , 34.25, 34.  , 33.75, 33.5 , 33.25, 33.  , 32.75,\n",
       "       32.5 , 32.25, 32.  , 31.75, 31.5 , 31.25, 31.  , 30.75, 30.5 , 30.25,\n",
       "       30.  , 29.75, 29.5 , 29.25, 29.  , 28.75, 28.5 , 28.25, 28.  , 27.75,\n",
       "       27.5 , 27.25, 27.  , 26.75, 26.5 , 26.25, 26.  , 25.75, 25.5 , 25.25,\n",
       "       25.  , 24.75, 24.5 , 24.25, 24.  , 23.75, 23.5 , 23.25, 23.  , 22.75,\n",
       "       22.5 , 22.25, 22.  , 21.75, 21.5 , 21.25, 21.  , 20.75, 20.5 , 20.25,\n",
       "       20.  ])</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'>-100.0 -99.75 ... -60.25 -60.0</div><input id='attrs-301cfbe0-375b-4484-b9d3-f8ba43635e3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-301cfbe0-375b-4484-b9d3-f8ba43635e3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-993c705f-8282-4d96-b6e0-79cd08893787' class='xr-var-data-in' type='checkbox'><label for='data-993c705f-8282-4d96-b6e0-79cd08893787' 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([-100.  ,  -99.75,  -99.5 ,  -99.25,  -99.  ,  -98.75,  -98.5 ,  -98.25,\n",
       "        -98.  ,  -97.75,  -97.5 ,  -97.25,  -97.  ,  -96.75,  -96.5 ,  -96.25,\n",
       "        -96.  ,  -95.75,  -95.5 ,  -95.25,  -95.  ,  -94.75,  -94.5 ,  -94.25,\n",
       "        -94.  ,  -93.75,  -93.5 ,  -93.25,  -93.  ,  -92.75,  -92.5 ,  -92.25,\n",
       "        -92.  ,  -91.75,  -91.5 ,  -91.25,  -91.  ,  -90.75,  -90.5 ,  -90.25,\n",
       "        -90.  ,  -89.75,  -89.5 ,  -89.25,  -89.  ,  -88.75,  -88.5 ,  -88.25,\n",
       "        -88.  ,  -87.75,  -87.5 ,  -87.25,  -87.  ,  -86.75,  -86.5 ,  -86.25,\n",
       "        -86.  ,  -85.75,  -85.5 ,  -85.25,  -85.  ,  -84.75,  -84.5 ,  -84.25,\n",
       "        -84.  ,  -83.75,  -83.5 ,  -83.25,  -83.  ,  -82.75,  -82.5 ,  -82.25,\n",
       "        -82.  ,  -81.75,  -81.5 ,  -81.25,  -81.  ,  -80.75,  -80.5 ,  -80.25,\n",
       "        -80.  ,  -79.75,  -79.5 ,  -79.25,  -79.  ,  -78.75,  -78.5 ,  -78.25,\n",
       "        -78.  ,  -77.75,  -77.5 ,  -77.25,  -77.  ,  -76.75,  -76.5 ,  -76.25,\n",
       "        -76.  ,  -75.75,  -75.5 ,  -75.25,  -75.  ,  -74.75,  -74.5 ,  -74.25,\n",
       "        -74.  ,  -73.75,  -73.5 ,  -73.25,  -73.  ,  -72.75,  -72.5 ,  -72.25,\n",
       "        -72.  ,  -71.75,  -71.5 ,  -71.25,  -71.  ,  -70.75,  -70.5 ,  -70.25,\n",
       "        -70.  ,  -69.75,  -69.5 ,  -69.25,  -69.  ,  -68.75,  -68.5 ,  -68.25,\n",
       "        -68.  ,  -67.75,  -67.5 ,  -67.25,  -67.  ,  -66.75,  -66.5 ,  -66.25,\n",
       "        -66.  ,  -65.75,  -65.5 ,  -65.25,  -65.  ,  -64.75,  -64.5 ,  -64.25,\n",
       "        -64.  ,  -63.75,  -63.5 ,  -63.25,  -63.  ,  -62.75,  -62.5 ,  -62.25,\n",
       "        -62.  ,  -61.75,  -61.5 ,  -61.25,  -61.  ,  -60.75,  -60.5 ,  -60.25,\n",
       "        -60.  ])</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-cfc9d26c-75e3-4285-a0de-e3b293580174' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cfc9d26c-75e3-4285-a0de-e3b293580174' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e62fa076-c0d3-439f-a4b4-de14f2a89607' class='xr-var-data-in' type='checkbox'><label for='data-e62fa076-c0d3-439f-a4b4-de14f2a89607' 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>[716 values with dtype=&lt;U4]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-16acb941-4f8f-4e07-8088-a2c90f12def0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-16acb941-4f8f-4e07-8088-a2c90f12def0' 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>tp</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-7924b0d8-9696-4716-9048-ae68836ab001' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7924b0d8-9696-4716-9048-ae68836ab001' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca407681-4ffb-4683-8985-e0af3632cd16' class='xr-var-data-in' type='checkbox'><label for='data-ca407681-4ffb-4683-8985-e0af3632cd16' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>228</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>19481</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>161</dd><dt><span>GRIB_Ny :</span></dt><dd>121</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>tp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</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>50.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>20.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>-100.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-60.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Total precipitation</dd><dt><span>GRIB_shortName :</span></dt><dd>tp</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Total precipitation</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>[13948396 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7fade65c-3fe7-4fa6-ab3f-e48c593a3876' class='xr-section-summary-in' type='checkbox'  ><label for='section-7fade65c-3fe7-4fa6-ab3f-e48c593a3876' 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-2c069974-9049-4a17-bbbc-0750cbf42081' class='xr-index-data-in' type='checkbox'/><label for='index-2c069974-9049-4a17-bbbc-0750cbf42081' 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;2023-01-01 00:00:00&#x27;, &#x27;2023-01-01 12:00:00&#x27;,\n",
       "               &#x27;2023-01-02 00:00:00&#x27;, &#x27;2023-01-02 12:00:00&#x27;,\n",
       "               &#x27;2023-01-03 00:00:00&#x27;, &#x27;2023-01-03 12:00:00&#x27;,\n",
       "               &#x27;2023-01-04 00:00:00&#x27;, &#x27;2023-01-04 12:00:00&#x27;,\n",
       "               &#x27;2023-01-05 00:00:00&#x27;, &#x27;2023-01-05 12:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2023-12-26 00:00:00&#x27;, &#x27;2023-12-26 12:00:00&#x27;,\n",
       "               &#x27;2023-12-27 00:00:00&#x27;, &#x27;2023-12-27 12:00:00&#x27;,\n",
       "               &#x27;2023-12-28 00:00:00&#x27;, &#x27;2023-12-28 12:00:00&#x27;,\n",
       "               &#x27;2023-12-29 00:00:00&#x27;, &#x27;2023-12-29 12:00:00&#x27;,\n",
       "               &#x27;2023-12-30 00:00:00&#x27;, &#x27;2023-12-30 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;valid_time&#x27;, length=716, 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-0bb77000-4585-4a6e-a84d-776fa3ed73e4' class='xr-index-data-in' type='checkbox'/><label for='index-0bb77000-4585-4a6e-a84d-776fa3ed73e4' 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([ 50.0, 49.75,  49.5, 49.25,  49.0, 48.75,  48.5, 48.25,  48.0, 47.75,\n",
       "       ...\n",
       "       22.25,  22.0, 21.75,  21.5, 21.25,  21.0, 20.75,  20.5, 20.25,  20.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=121))</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-75f5e689-9f40-442c-b9e1-ef42947f214e' class='xr-index-data-in' type='checkbox'/><label for='index-75f5e689-9f40-442c-b9e1-ef42947f214e' 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([-100.0, -99.75,  -99.5, -99.25,  -99.0, -98.75,  -98.5, -98.25,  -98.0,\n",
       "       -97.75,\n",
       "       ...\n",
       "       -62.25,  -62.0, -61.75,  -61.5, -61.25,  -61.0, -60.75,  -60.5, -60.25,\n",
       "        -60.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=161))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8ad93421-d897-481e-b8d2-2090b34fc645' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8ad93421-d897-481e-b8d2-2090b34fc645' 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>2024-10-16T18:37 GRIB to CDM+CF via cfgrib-0.9.14.1/ecCodes-2.36.0 with {&quot;source&quot;: &quot;data.grib&quot;, &quot;filter_by_keys&quot;: {&quot;stream&quot;: [&quot;oper&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> Size: 56MB\n",
       "Dimensions:     (valid_time: 716, latitude: 121, longitude: 161)\n",
       "Coordinates:\n",
       "    number      int64 8B ...\n",
       "  * valid_time  (valid_time) datetime64[ns] 6kB 2023-01-01 ... 2023-12-30T12:...\n",
       "  * latitude    (latitude) float64 968B 50.0 49.75 49.5 ... 20.5 20.25 20.0\n",
       "  * longitude   (longitude) float64 1kB -100.0 -99.75 -99.5 ... -60.25 -60.0\n",
       "    expver      (valid_time) <U4 11kB ...\n",
       "Data variables:\n",
       "    tp          (valid_time, latitude, longitude) float32 56MB ...\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:                 2024-10-16T18:37 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xr.open_dataset(path+'/'+file)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "187f2548-18e5-4f72-a571-3e68af71c595",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/dveronez/miniforge/envs/climate/lib/python3.12/site-packages/xarray/groupers.py:403: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n",
      "  self.index_grouper = pd.Grouper(\n"
     ]
    },
    {
     "data": {
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       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "html[data-theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".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.Dataset&gt; Size: 937kB\n",
       "Dimensions:    (month: 12, latitude: 121, longitude: 161)\n",
       "Coordinates:\n",
       "    number     int64 8B 0\n",
       "  * latitude   (latitude) float64 968B 50.0 49.75 49.5 49.25 ... 20.5 20.25 20.0\n",
       "  * longitude  (longitude) float64 1kB -100.0 -99.75 -99.5 ... -60.25 -60.0\n",
       "  * month      (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12\n",
       "Data variables:\n",
       "    tp         (month, latitude, longitude) float32 935kB 1.325e-05 ... 4.561...\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:                 2024-10-16T18:37 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-b80307d8-2426-45cf-ac44-bbe1a0f4be2f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b80307d8-2426-45cf-ac44-bbe1a0f4be2f' 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'>month</span>: 12</li><li><span class='xr-has-index'>latitude</span>: 121</li><li><span class='xr-has-index'>longitude</span>: 161</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8529baf4-03a1-4ef7-8ba4-f4fe720e974e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8529baf4-03a1-4ef7-8ba4-f4fe720e974e' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-3143715e-88a5-48f6-a385-efe4b3460c6f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3143715e-88a5-48f6-a385-efe4b3460c6f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-be4e0f1f-9877-4638-927b-0b5a5aa94fb1' class='xr-var-data-in' type='checkbox'><label for='data-be4e0f1f-9877-4638-927b-0b5a5aa94fb1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>50.0 49.75 49.5 ... 20.5 20.25 20.0</div><input id='attrs-6117b46e-7e3b-4c89-855d-11bea5577d0a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6117b46e-7e3b-4c89-855d-11bea5577d0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1afd8a15-44a6-49d5-b27c-cdd3b8d2523d' class='xr-var-data-in' type='checkbox'><label for='data-1afd8a15-44a6-49d5-b27c-cdd3b8d2523d' 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([50.  , 49.75, 49.5 , 49.25, 49.  , 48.75, 48.5 , 48.25, 48.  , 47.75,\n",
       "       47.5 , 47.25, 47.  , 46.75, 46.5 , 46.25, 46.  , 45.75, 45.5 , 45.25,\n",
       "       45.  , 44.75, 44.5 , 44.25, 44.  , 43.75, 43.5 , 43.25, 43.  , 42.75,\n",
       "       42.5 , 42.25, 42.  , 41.75, 41.5 , 41.25, 41.  , 40.75, 40.5 , 40.25,\n",
       "       40.  , 39.75, 39.5 , 39.25, 39.  , 38.75, 38.5 , 38.25, 38.  , 37.75,\n",
       "       37.5 , 37.25, 37.  , 36.75, 36.5 , 36.25, 36.  , 35.75, 35.5 , 35.25,\n",
       "       35.  , 34.75, 34.5 , 34.25, 34.  , 33.75, 33.5 , 33.25, 33.  , 32.75,\n",
       "       32.5 , 32.25, 32.  , 31.75, 31.5 , 31.25, 31.  , 30.75, 30.5 , 30.25,\n",
       "       30.  , 29.75, 29.5 , 29.25, 29.  , 28.75, 28.5 , 28.25, 28.  , 27.75,\n",
       "       27.5 , 27.25, 27.  , 26.75, 26.5 , 26.25, 26.  , 25.75, 25.5 , 25.25,\n",
       "       25.  , 24.75, 24.5 , 24.25, 24.  , 23.75, 23.5 , 23.25, 23.  , 22.75,\n",
       "       22.5 , 22.25, 22.  , 21.75, 21.5 , 21.25, 21.  , 20.75, 20.5 , 20.25,\n",
       "       20.  ])</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'>-100.0 -99.75 ... -60.25 -60.0</div><input id='attrs-f92529d7-0122-4279-8b6b-ff130d2d822c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f92529d7-0122-4279-8b6b-ff130d2d822c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5d3fe9a-7031-4f5b-841c-c01b5ed96273' class='xr-var-data-in' type='checkbox'><label for='data-e5d3fe9a-7031-4f5b-841c-c01b5ed96273' 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([-100.  ,  -99.75,  -99.5 ,  -99.25,  -99.  ,  -98.75,  -98.5 ,  -98.25,\n",
       "        -98.  ,  -97.75,  -97.5 ,  -97.25,  -97.  ,  -96.75,  -96.5 ,  -96.25,\n",
       "        -96.  ,  -95.75,  -95.5 ,  -95.25,  -95.  ,  -94.75,  -94.5 ,  -94.25,\n",
       "        -94.  ,  -93.75,  -93.5 ,  -93.25,  -93.  ,  -92.75,  -92.5 ,  -92.25,\n",
       "        -92.  ,  -91.75,  -91.5 ,  -91.25,  -91.  ,  -90.75,  -90.5 ,  -90.25,\n",
       "        -90.  ,  -89.75,  -89.5 ,  -89.25,  -89.  ,  -88.75,  -88.5 ,  -88.25,\n",
       "        -88.  ,  -87.75,  -87.5 ,  -87.25,  -87.  ,  -86.75,  -86.5 ,  -86.25,\n",
       "        -86.  ,  -85.75,  -85.5 ,  -85.25,  -85.  ,  -84.75,  -84.5 ,  -84.25,\n",
       "        -84.  ,  -83.75,  -83.5 ,  -83.25,  -83.  ,  -82.75,  -82.5 ,  -82.25,\n",
       "        -82.  ,  -81.75,  -81.5 ,  -81.25,  -81.  ,  -80.75,  -80.5 ,  -80.25,\n",
       "        -80.  ,  -79.75,  -79.5 ,  -79.25,  -79.  ,  -78.75,  -78.5 ,  -78.25,\n",
       "        -78.  ,  -77.75,  -77.5 ,  -77.25,  -77.  ,  -76.75,  -76.5 ,  -76.25,\n",
       "        -76.  ,  -75.75,  -75.5 ,  -75.25,  -75.  ,  -74.75,  -74.5 ,  -74.25,\n",
       "        -74.  ,  -73.75,  -73.5 ,  -73.25,  -73.  ,  -72.75,  -72.5 ,  -72.25,\n",
       "        -72.  ,  -71.75,  -71.5 ,  -71.25,  -71.  ,  -70.75,  -70.5 ,  -70.25,\n",
       "        -70.  ,  -69.75,  -69.5 ,  -69.25,  -69.  ,  -68.75,  -68.5 ,  -68.25,\n",
       "        -68.  ,  -67.75,  -67.5 ,  -67.25,  -67.  ,  -66.75,  -66.5 ,  -66.25,\n",
       "        -66.  ,  -65.75,  -65.5 ,  -65.25,  -65.  ,  -64.75,  -64.5 ,  -64.25,\n",
       "        -64.  ,  -63.75,  -63.5 ,  -63.25,  -63.  ,  -62.75,  -62.5 ,  -62.25,\n",
       "        -62.  ,  -61.75,  -61.5 ,  -61.25,  -61.  ,  -60.75,  -60.5 ,  -60.25,\n",
       "        -60.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-ad9d5ba7-1d00-43d0-a0fa-91dabf434bc5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad9d5ba7-1d00-43d0-a0fa-91dabf434bc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a26506c-ca4a-451e-b77a-e803852ce750' class='xr-var-data-in' type='checkbox'><label for='data-2a26506c-ca4a-451e-b77a-e803852ce750' 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,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-af82d797-9061-4098-8d13-fd592338c0ae' class='xr-section-summary-in' type='checkbox'  checked><label for='section-af82d797-9061-4098-8d13-fd592338c0ae' 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>tp</span></div><div class='xr-var-dims'>(month, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.325e-05 1.359e-05 ... 4.561e-05</div><input id='attrs-51d623b1-2997-4c4e-afca-e8705db1ba1c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51d623b1-2997-4c4e-afca-e8705db1ba1c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e41f1bfe-36b2-4a05-aef6-bbc656704730' class='xr-var-data-in' type='checkbox'><label for='data-e41f1bfe-36b2-4a05-aef6-bbc656704730' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>228</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>19481</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>surface</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>161</dd><dt><span>GRIB_Ny :</span></dt><dd>121</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>tp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</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>50.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>20.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>-100.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-60.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Total precipitation</dd><dt><span>GRIB_shortName :</span></dt><dd>tp</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Total precipitation</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>GRIB_surface :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>array([[[1.32481255e-05, 1.35898590e-05, 1.59740448e-05, ...,\n",
       "         1.78599352e-04, 1.90631545e-04, 1.97919217e-04],\n",
       "        [1.47104265e-05, 1.50680544e-05, 1.62521992e-05, ...,\n",
       "         1.87404949e-04, 1.93699205e-04, 2.00843817e-04],\n",
       "        [1.47263208e-05, 1.53303154e-05, 1.64985649e-05, ...,\n",
       "         1.92443535e-04, 1.98761627e-04, 2.07201636e-04],\n",
       "        ...,\n",
       "        [5.82536040e-06, 4.04516868e-06, 1.56561532e-06, ...,\n",
       "         6.94195405e-05, 7.89403930e-05, 8.91844466e-05],\n",
       "        [2.32855473e-06, 5.32468164e-07, 1.59740443e-06, ...,\n",
       "         6.55094773e-05, 7.51415864e-05, 8.23895170e-05],\n",
       "        [1.11262004e-07, 7.86781300e-07, 2.28881845e-06, ...,\n",
       "         6.01291649e-05, 6.24815657e-05, 7.04129561e-05]],\n",
       "\n",
       "       [[1.89627917e-05, 1.71491083e-05, 1.52928496e-05, ...,\n",
       "         7.47612576e-05, 7.97680477e-05, 8.71675365e-05],\n",
       "        [1.56079022e-05, 1.37686729e-05, 1.22700421e-05, ...,\n",
       "         8.06365715e-05, 8.61798035e-05, 9.37666191e-05],\n",
       "        [1.46882876e-05, 1.29512382e-05, 1.14866662e-05, ...,\n",
       "         9.14590710e-05, 9.70278488e-05, 1.03822778e-04],\n",
       "...\n",
       "        [3.50952141e-05, 1.31050747e-05, 1.52349476e-05, ...,\n",
       "         1.31297114e-04, 1.29222870e-04, 1.04244551e-04],\n",
       "        [9.15288911e-05, 6.94354385e-05, 2.33093906e-05, ...,\n",
       "         1.24025348e-04, 1.25233331e-04, 1.02448466e-04],\n",
       "        [8.30650315e-05, 1.19829179e-04, 5.27222946e-05, ...,\n",
       "         8.81274536e-05, 8.76585618e-05, 7.14778871e-05]],\n",
       "\n",
       "       [[3.30766052e-05, 2.95003247e-05, 2.90632252e-05, ...,\n",
       "         1.38155621e-04, 1.36160845e-04, 1.38807300e-04],\n",
       "        [3.77178185e-05, 3.41415398e-05, 3.04619480e-05, ...,\n",
       "         1.23699501e-04, 1.37956944e-04, 1.42415360e-04],\n",
       "        [4.34239701e-05, 4.01655816e-05, 3.64541993e-05, ...,\n",
       "         1.37424475e-04, 1.51777262e-04, 1.60177544e-04],\n",
       "        ...,\n",
       "        [4.69287224e-05, 4.92254876e-05, 6.52074814e-05, ...,\n",
       "         5.44468567e-05, 5.04573181e-05, 4.21682998e-05],\n",
       "        [6.97930664e-05, 7.20898315e-05, 7.91629136e-05, ...,\n",
       "         4.84307602e-05, 4.39167015e-05, 4.58002105e-05],\n",
       "        [8.45114409e-05, 7.65959412e-05, 8.36372346e-05, ...,\n",
       "         4.27087143e-05, 4.20649849e-05, 4.56094749e-05]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-52c88ce1-7e01-48f3-93f8-1aa7f5655fc1' class='xr-section-summary-in' type='checkbox'  ><label for='section-52c88ce1-7e01-48f3-93f8-1aa7f5655fc1' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2145574e-30de-4c8a-8b7c-f0b88a1222a4' class='xr-index-data-in' type='checkbox'/><label for='index-2145574e-30de-4c8a-8b7c-f0b88a1222a4' 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([ 50.0, 49.75,  49.5, 49.25,  49.0, 48.75,  48.5, 48.25,  48.0, 47.75,\n",
       "       ...\n",
       "       22.25,  22.0, 21.75,  21.5, 21.25,  21.0, 20.75,  20.5, 20.25,  20.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=121))</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-7fede7c8-b284-4a1e-a178-4a17ffb437b6' class='xr-index-data-in' type='checkbox'/><label for='index-7fede7c8-b284-4a1e-a178-4a17ffb437b6' 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([-100.0, -99.75,  -99.5, -99.25,  -99.0, -98.75,  -98.5, -98.25,  -98.0,\n",
       "       -97.75,\n",
       "       ...\n",
       "       -62.25,  -62.0, -61.75,  -61.5, -61.25,  -61.0, -60.75,  -60.5, -60.25,\n",
       "        -60.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=161))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>month</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0fb69ccf-56d3-4bac-8a6d-9c900d1c1105' class='xr-index-data-in' type='checkbox'/><label for='index-0fb69ccf-56d3-4bac-8a6d-9c900d1c1105' 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, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12], dtype=&#x27;int64&#x27;, name=&#x27;month&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-01fa6379-b8bf-4777-93af-31cc6da3dc7e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-01fa6379-b8bf-4777-93af-31cc6da3dc7e' 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>2024-10-16T18:37 GRIB to CDM+CF via cfgrib-0.9.14.1/ecCodes-2.36.0 with {&quot;source&quot;: &quot;data.grib&quot;, &quot;filter_by_keys&quot;: {&quot;stream&quot;: [&quot;oper&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> Size: 937kB\n",
       "Dimensions:    (month: 12, latitude: 121, longitude: 161)\n",
       "Coordinates:\n",
       "    number     int64 8B 0\n",
       "  * latitude   (latitude) float64 968B 50.0 49.75 49.5 49.25 ... 20.5 20.25 20.0\n",
       "  * longitude  (longitude) float64 1kB -100.0 -99.75 -99.5 ... -60.25 -60.0\n",
       "  * month      (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12\n",
       "Data variables:\n",
       "    tp         (month, latitude, longitude) float32 935kB 1.325e-05 ... 4.561...\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:                 2024-10-16T18:37 GRIB to CDM+CF via cfgrib-0.9.1..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Resample and group the data\n",
    "ds_monthly = ds.resample(valid_time='M').mean()\n",
    "ds_month = ds.groupby('valid_time.month').mean()\n",
    "ds_month"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9c66bde0-bd7a-4728-a7da-a26200137642",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray 'tp' ()> Size: 4B\n",
      "np.float32(0.00095021725)\n",
      "Coordinates:\n",
      "    number   int64 8B 0\n"
     ]
    }
   ],
   "source": [
    "max_precip = ds_month['tp'].max()\n",
    "print(max_precip)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "596d1049-28fd-4ca3-a16e-ea4de2ab3b3c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray 'tp' ()> Size: 4B\n",
      "np.float32(0.0)\n",
      "Coordinates:\n",
      "    number   int64 8B 0\n"
     ]
    }
   ],
   "source": [
    "min_precip = ds_month['tp'].min()\n",
    "print(min_precip)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d51d6b7e-92a9-4007-8d85-05dd5d2a7b8e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# change np.arange to np.linspace to improve the plots."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e96f2e8b-a789-4341-9b92-6038155b82c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x1200 with 13 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the figure and each axis for the 4 rows and 3 columns\n",
    "fig, axs = plt.subplots(nrows=4, ncols=3,\n",
    "                        subplot_kw={'projection': ccrs.PlateCarree()},\n",
    "                        figsize=(16, 12))\n",
    "\n",
    "# axs is a 2 dimensional array of `GeoAxes`.  \n",
    "# We will flatten it into a 1-D array\n",
    "axs = axs.flatten()\n",
    "\n",
    "# Adjust contour levels based on actual data range (min_precip to max_precip)\n",
    "clevs = np.linspace(min_precip, max_precip, 10)\n",
    "\n",
    "# Loop over all of the months and plot\n",
    "for i, month in enumerate(ds_month['month']):\n",
    "\n",
    "    # Select the month\n",
    "    data = ds_month['tp'].sel(month=month)\n",
    "\n",
    "    # Add the cyclic point\n",
    "    data, lons = add_cyclic_point(data, coord=ds_month['longitude'])\n",
    "\n",
    "    # Contour plot with adjusted temperature range\n",
    "    cs = axs[i].contourf(lons, ds_month['latitude'], data, clevs,\n",
    "                         transform=ccrs.PlateCarree(), cmap='coolwarm', extend='both')\n",
    "\n",
    "    # Longitude labels for the Arlington region\n",
    "    axs[i].set_xticks(np.arange(-85, -75, 2.5), crs=ccrs.PlateCarree())\n",
    "    lon_formatter = cticker.LongitudeFormatter()\n",
    "    axs[i].xaxis.set_major_formatter(lon_formatter)\n",
    "\n",
    "    # Latitude labels for the Arlington region\n",
    "    axs[i].set_yticks(np.arange(35, 41, 1), crs=ccrs.PlateCarree())\n",
    "    lat_formatter = cticker.LatitudeFormatter()\n",
    "    axs[i].yaxis.set_major_formatter(lat_formatter)\n",
    "\n",
    "    # Title each subplot with the name of the month\n",
    "    month_name = calendar.month_name[month.values]\n",
    "    axs[i].set_title(month_name)\n",
    "\n",
    "    # Draw the coastlines for each subplot\n",
    "    axs[i].coastlines()\n",
    "\n",
    "    # Set the extent to focus on Arlington, VA region \n",
    "    axs[i].set_extent([-85, -75, 35, 41], crs=ccrs.PlateCarree())\n",
    "\n",
    "    # Add label \"Arlington\"\n",
    "    axs[i].text(-77, 38.9, 'Arlington', horizontalalignment='center',\n",
    "                transform=ccrs.PlateCarree(), fontsize=12, color='black')\n",
    "\n",
    "# Adjust the location of the subplots \n",
    "# on the page to make room for the colorbar\n",
    "fig.subplots_adjust(bottom=0.25, top=0.9, left=0.05, right=0.95,\n",
    "                    wspace=0.4, hspace=0.4)\n",
    "\n",
    "# Add a colorbar axis at the bottom of the graph\n",
    "cbar_ax = fig.add_axes([0.2, 0.175, 0.6, 0.02])\n",
    "\n",
    "# Add a colorbar with adjusted temperature ticks\n",
    "cbar = fig.colorbar(cs, cax=cbar_ax, orientation='horizontal',\n",
    "                    label='units', ticks=np.linspace(min_precip, max_precip, 10))\n",
    "\n",
    "# Add a big title at the top\n",
    "plt.suptitle('Precipitation around Arlington, VA')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86eee466-5b3e-44fa-a83a-a5f4bbaf01ad",
   "metadata": {},
   "source": [
    "## Issue to solve:\n",
    "1. Improve colormap.\n",
    "2. Check the units and label them correctly on the map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b452dbe3-2247-4c58-8f07-f1216efa4768",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset loaded successfully.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/dveronez/miniforge/envs/climate/lib/python3.12/site-packages/xarray/groupers.py:403: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n",
      "  self.index_grouper = pd.Grouper(\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x1200 with 13 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Import necessary libraries\n",
    "import xarray as xr\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.mpl.ticker as cticker\n",
    "import calendar\n",
    "from cartopy.util import add_cyclic_point\n",
    "\n",
    "# Load the dataset\n",
    "path = '/scratch/dveronez/dveronez/diana_assignment/'\n",
    "file = 'data_precipitation.nc'\n",
    "\n",
    "# Load the dataset with error handling\n",
    "try:\n",
    "    ds = xr.open_dataset(path + file)\n",
    "    print(\"Dataset loaded successfully.\")\n",
    "except FileNotFoundError:\n",
    "    raise FileNotFoundError(f\"Error: File not found at {path + file}\")\n",
    "\n",
    "# Resample and group the data\n",
    "ds_monthly = ds.resample(valid_time='M').mean()\n",
    "ds_month = ds_monthly.groupby('valid_time.month').mean()\n",
    "\n",
    "# Convert precipitation units from meters to millimeters\n",
    "ds_month['tp'] *= 1000  # Conversion to mm to solve issue\n",
    "\n",
    "# Define the color range manually based on the data range (~0.0 mm to ~0.5 mm)\n",
    "clevs = np.linspace(0.0, 0.5, 11)  # 11 intervals between 0.0 and 0.5 mm\n",
    "\n",
    "# Define the figure for 4 rows and 3 columns\n",
    "fig, axs = plt.subplots(nrows=4, ncols=3,\n",
    "                        subplot_kw={'projection': ccrs.PlateCarree()},\n",
    "                        figsize=(16, 12))\n",
    "axs = axs.flatten()\n",
    "\n",
    "# Plot each month's data\n",
    "for i, month in enumerate(ds_month['month']):\n",
    "    data = ds_month['tp'].sel(month=month)\n",
    "\n",
    "    # Add a cyclic point for plotting\n",
    "    data, lons = add_cyclic_point(data, coord=ds_month['longitude'])\n",
    "\n",
    "    # Contour plot with adjusted range\n",
    "    cs = axs[i].contourf(lons, ds_month['latitude'], data, clevs,\n",
    "                         transform=ccrs.PlateCarree(), cmap='coolwarm', extend='both')\n",
    "\n",
    "    # Set longitude and latitude labels for the Arlington region\n",
    "    axs[i].set_xticks(np.arange(-85, -75, 2.5), crs=ccrs.PlateCarree())\n",
    "    lon_formatter = cticker.LongitudeFormatter()\n",
    "    axs[i].xaxis.set_major_formatter(lon_formatter)\n",
    "\n",
    "    axs[i].set_yticks(np.arange(35, 41, 1), crs=ccrs.PlateCarree())\n",
    "    lat_formatter = cticker.LatitudeFormatter()\n",
    "    axs[i].yaxis.set_major_formatter(lat_formatter)\n",
    "\n",
    "    # Title each subplot with the month's name\n",
    "    month_name = calendar.month_name[month.values]\n",
    "    axs[i].set_title(month_name)\n",
    "\n",
    "    # Draw coastlines and set extent for Arlington, VA\n",
    "    axs[i].coastlines()\n",
    "    axs[i].set_extent([-85, -75, 35, 41], crs=ccrs.PlateCarree())\n",
    "\n",
    "    # Annotate \"Arlington\" on the map\n",
    "    axs[i].text(-77, 38.9, 'Arlington', horizontalalignment='center',\n",
    "                transform=ccrs.PlateCarree(), fontsize=12, color='black')\n",
    "\n",
    "# Adjust the layout to include a colorbar\n",
    "fig.subplots_adjust(bottom=0.25, top=0.9, left=0.05, right=0.95,\n",
    "                    wspace=0.4, hspace=0.4)\n",
    "\n",
    "# Add colorbar with updated label\n",
    "cbar_ax = fig.add_axes([0.2, 0.175, 0.6, 0.02])\n",
    "cbar = fig.colorbar(cs, cax=cbar_ax, orientation='horizontal',\n",
    "                    label='Precipitation (mm)', ticks=np.linspace(0.0, 0.5, 11))\n",
    "\n",
    "# Add a main title\n",
    "plt.suptitle('Monthly Mean Precipitation around Arlington, VA')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c439f150-5cbf-4fd4-8042-0231da0b7207",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "climate",
   "language": "python",
   "name": "climate"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}