ci-windchill.ipynb

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    "![logo](./img/LogoLine_horizon_C3S.png)"
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    "<br>"
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    "# Wind Chill Index with Reanalysis Data\n",
    "\n",
    "## About\n",
    "\n",
    "This tutorial will demonstrate how to combine multiple variables of climate data to create an index. The example provided is of the wind speed index, but similar principles can be applied to many other types of single or multi-variable indices.\n",
    "\n",
    "The data is provided by Copernicus Climate Change Service (C3S) and includes regional climate reanalysis data (UERRA) of wind speed and temperature over Europe from 1961 to 2019.\n",
    "\n",
    "The tutorial will first show how to download the necessary data from the C3S Climate Data Store (CDS). It will then describe how to apply a commonly used Wind Chill Index formula to the data, and finally plot a map of the wind chill climatology for a particular day over Europe.\n",
    "\n",
    "The steps shown in this tutorial can be applied to other climate datasets, such as the 5th version of the ECMWF Reanalysis (ERA5), or other data."
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    "![logo](./img/climate_indices.png)"
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    "<table align=\"left\">\n",
    "  <tr>\n",
    "    <th>Run the tutorial via free cloud platforms: </th>\n",
    "    <th><a href=\"https://mybinder.org/v2/gh/ecmwf-projects/copernicus-training-c3s/main?labpath=ci-windchill.ipynb\">\n",
    "        <img src = \"https://mybinder.org/badge.svg\" alt = \"Binder\"></th>\n",
    "    <th><a href=\"https://kaggle.com/kernels/welcome?src=https://github.com/ecmwf-projects/copernicus-training-c3s/blob/main/ci-windchill.ipynb\">\n",
    "        <img src = \"https://kaggle.com/static/images/open-in-kaggle.svg\" alt = \"Kaggle\"></th>\n",
    "    <th><a href=\"https://colab.research.google.com/github/ecmwf-projects/copernicus-training-c3s/blob/main/ci-windchill.ipynb\">\n",
    "        <img src = \"https://colab.research.google.com/assets/colab-badge.svg\" alt = \"Colab\"></th>\n",
    "  </tr>\n",
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    "## Search, download and view data\n",
    "\n",
    "Before we begin we must prepare our environment. This includes installing the Application Programming Interface (API) of the CDS, and importing the various python libraries that we will need.\n",
    "\n",
    "### Install CDS API\n",
    "\n",
    "To install the CDS API, run the following command. We use an exclamation mark to pass the command to the shell (not to the Python interpreter)."
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     "text": [
      "Requirement already satisfied: cdsapi in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (0.5.1)\n",
      "Requirement already satisfied: requests>=2.5.0 in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from cdsapi) (2.26.0)\n",
      "Requirement already satisfied: tqdm in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from cdsapi) (4.62.3)\n",
      "Requirement already satisfied: certifi>=2017.4.17 in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from requests>=2.5.0->cdsapi) (2021.10.8)\n",
      "Requirement already satisfied: urllib3<1.27,>=1.21.1 in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from requests>=2.5.0->cdsapi) (1.26.7)\n",
      "Requirement already satisfied: charset-normalizer~=2.0.0 in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from requests>=2.5.0->cdsapi) (2.0.4)\n",
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      "Requirement already satisfied: colorama in c:\\users\\cxcs\\anaconda3\\lib\\site-packages (from tqdm->cdsapi) (0.4.4)\n"
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   "source": [
    "!pip install cdsapi"
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   "source": [
    "### Import libraries\n",
    "\n",
    "We will be working with data in NetCDF format. To best handle this data we will use libraries for working with multidimensional arrays, in particular Xarray. We will also need libraries for plotting and viewing data, in this case we will use Matplotlib and Cartopy."
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   "source": [
    "# CDS API\n",
    "import cdsapi\n",
    "\n",
    "# Libraries for working with multidimensional arrays\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "\n",
    "# Libraries for plotting and visualising data\n",
    "import matplotlib.path as mpath\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "\n",
    "# Disable warnings for data download via API\n",
    "import urllib3 \n",
    "urllib3.disable_warnings()"
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   "source": [
    "### Enter your CDS API key\n",
    "\n",
    "We will request data from the Climate Data Store (CDS) programmatically with the help of the CDS API. Let us make use of the option to manually set the CDS API credentials. First, you have to define two variables: `URL` and `KEY` which build together your CDS API key. The string of characters that make up your KEY include your personal User ID and CDS API key. To obtain these, first register or login to the CDS (http://cds.climate.copernicus.eu), then visit https://cds.climate.copernicus.eu/api-how-to and copy the string of characters listed after \"key:\". Replace the `#########` below with this string."
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   "source": [
    "URL = 'https://cds.climate.copernicus.eu/api/v2'\n",
    "KEY = '##################################'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we specify a data directory in which we will download our data and all output files that we will generate:"
   ]
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   "execution_count": 3,
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   "source": [
    "DATADIR = './'"
   ]
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   "source": [
    "### Search for climate data to calculate wind chill index\n",
    "\n",
    "The wind chill index we will calculate takes two parameters as input, these are 2m near-surface air temperature, and 10m wind speed. Data for these parameters are available as part of the UERRA regional reanalysis dataset for Europe for the period 1961 to 2019. We will search for this data on the CDS website: http://cds.climate.copernicus.eu. The specific dataset we will use is the `UERRA regional reanalysis for Europe on single levels from 1961 to 2019`. "
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   "source": [
    "Having selected the dataset, we now need to specify what product type, variables, temporal and geographic coverage we are interested in. These can all be selected in the **\"Download data\"** tab. In this tab a form appears in which we will select the following parameters to download:\n",
    "\n",
    "- Origin: `UERRA-HARMONIE`\n",
    "- Variable: `10m wind speed` and `2m temperature` (these will need to be selected one at a time)\n",
    "- Year: `1989 to 2018`\n",
    "- Month: `January`\n",
    "- Day: `15`\n",
    "- Time: `06:00`\n",
    "- Format: `NetCDF`\n",
    "\n",
    "At the end of the download form, select **\"Show API request\"**. This will reveal a block of code, which you can simply copy and paste into a cell of your Jupyter Notebook (see cells below). You will do this twice: once for 10m wind speed and again for 2m temperature.\n",
    "\n",
    "### Download data\n",
    "\n",
    "... having copied the API request into the cell below, running this will retrieve and download the data you requested into your local directory. However, before you run the cell below, the **terms and conditions** of this particular dataset need to have been accepted in the CDS. The option to view and accept these conditions is given at the end of the download form, just above the **\"Show API request\"** option."
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "> **Note:** UERRA data are stored on tapes in MARS, the ECMWF Meteorological Archival and Retrieval System. Accessing data from tapes is generally slower than accessing data directly from disk. The data requests below may take some hours to complete. For a quicker response you can replace the UERRA data request with similar download parameters for lower resolution ERA5 global reanalysis datasets."
   ]
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  {
   "cell_type": "code",
   "execution_count": null,
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    "c = cdsapi.Client(url=URL, key=KEY)\n",
    "c.retrieve(\n",
    "    'reanalysis-uerra-europe-single-levels',\n",
    "    {\n",
    "        'origin': 'uerra_harmonie',\n",
    "        'variable': '10m_wind_speed',\n",
    "        'year': [\n",
    "            '1989', '1990', '1991',\n",
    "            '1992', '1993', '1994',\n",
    "            '1995', '1996', '1997',\n",
    "            '1998', '1999', '2000',\n",
    "            '2001', '2002', '2003',\n",
    "            '2004', '2005', '2006',\n",
    "            '2007', '2008', '2009',\n",
    "            '2010', '2011', '2012',\n",
    "            '2013', '2014', '2015',\n",
    "            '2016', '2017', '2018',\n",
    "        ],\n",
    "        'month': '01',\n",
    "        'day': '15',\n",
    "        'time': '06:00',\n",
    "        'format': 'netcdf',\n",
    "    },\n",
    "    f'{DATADIR}UERRA_ws10m.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "c = cdsapi.Client(url=URL, key=KEY)\n",
    "c.retrieve(\n",
    "    'reanalysis-uerra-europe-single-levels',\n",
    "    {\n",
    "        'origin': 'uerra_harmonie',\n",
    "        'variable': '2m_temperature',\n",
    "        'year': [\n",
    "            '1989', '1990', '1991',\n",
    "            '1992', '1993', '1994',\n",
    "            '1995', '1996', '1997',\n",
    "            '1998', '1999', '2000',\n",
    "            '2001', '2002', '2003',\n",
    "            '2004', '2005', '2006',\n",
    "            '2007', '2008', '2009',\n",
    "            '2010', '2011', '2012',\n",
    "            '2013', '2014', '2015',\n",
    "            '2016', '2017', '2018',\n",
    "        ],\n",
    "        'month': '01',\n",
    "        'day': '15',\n",
    "        'time': '06:00',\n",
    "        'format': 'netcdf',\n",
    "    },\n",
    "    f'{DATADIR}UERRA_t2m.nc')"
   ]
  },
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   "source": [
    "### Inspect Data\n",
    "\n",
    "We have requested the data in NetCDF format. This is a commonly used format for array-oriented scientific data. To read and process this data we will make use of the Xarray library. Xarray is an open source project and Python package that makes working with labelled multi-dimensional arrays simple and efficient. We will read the data from our NetCDF file into [xarray.Dataset](https://xarray.pydata.org/en/stable/generated/xarray.Dataset.html) objects."
   ]
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  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "fw = 'UERRA_ws10m.nc'\n",
    "ft = 'UERRA_t2m.nc'\n",
    "# Create Xarray Dataset\n",
    "dw = xr.open_dataset(fw)\n",
    "dt = xr.open_dataset(ft)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can query our newly created Xarray datasets ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
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       ".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-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",
       "  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",
       "  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-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-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",
       "  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;\n",
       "Dimensions:            (time: 21, y: 565, x: 565)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 1998-12-15T12:00:00 ... 2018-12-...\n",
       "    step               timedelta64[ns] 00:00:00\n",
       "    heightAboveGround  float64 10.0\n",
       "    latitude           (y, x) float64 ...\n",
       "    longitude          (y, x) float64 ...\n",
       "    valid_time         (time) datetime64[ns] 1998-12-15T12:00:00 ... 2018-12-...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10               (time, y, x) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             eswi\n",
       "    GRIB_centreDescription:  Norrkoping\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             Norrkoping\n",
       "    history:                 2022-02-03T12:45 GRIB to CDM+CF via cfgrib-0.9.9...</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-7feb9029-6ff6-4301-b928-3d224759983a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7feb9029-6ff6-4301-b928-3d224759983a' 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'>time</span>: 21</li><li><span>y</span>: 565</li><li><span>x</span>: 565</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a05354d6-e992-4c4a-83bf-c173d60019e7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a05354d6-e992-4c4a-83bf-c173d60019e7' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1998-12-15T12:00:00 ... 2018-12-...</div><input id='attrs-143f0dba-ad43-4df4-8e6a-5f910e8ae0ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-143f0dba-ad43-4df4-8e6a-5f910e8ae0ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ea8eddd-7676-43b3-a88f-74a34dd9f6a0' class='xr-var-data-in' type='checkbox'><label for='data-6ea8eddd-7676-43b3-a88f-74a34dd9f6a0' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1998-12-15T12:00:00.000000000&#x27;, &#x27;1999-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2002-12-15T12:00:00.000000000&#x27;, &#x27;2003-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2004-12-15T12:00:00.000000000&#x27;, &#x27;2005-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2006-12-15T12:00:00.000000000&#x27;, &#x27;2007-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-15T12:00:00.000000000&#x27;, &#x27;2009-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-15T12:00:00.000000000&#x27;, &#x27;2011-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-15T12:00:00.000000000&#x27;, &#x27;2013-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-12-15T12:00:00.000000000&#x27;, &#x27;2015-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-15T12:00:00.000000000&#x27;, &#x27;2017-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-12-15T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4ef12473-b65d-4125-96b9-d59e0cca8ae5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ef12473-b65d-4125-96b9-d59e0cca8ae5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a19e29c-45c0-49c6-b269-49f154e009de' class='xr-var-data-in' type='checkbox'><label for='data-0a19e29c-45c0-49c6-b269-49f154e009de' 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 since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-efc9742b-4cfd-4052-be05-86ab51673c30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-efc9742b-4cfd-4052-be05-86ab51673c30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-163d57e3-b9a3-4675-8930-3041f951d1dd' class='xr-var-data-in' type='checkbox'><label for='data-163d57e3-b9a3-4675-8930-3041f951d1dd' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-da6f0a51-0648-4d5f-81f8-585073514d54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-da6f0a51-0648-4d5f-81f8-585073514d54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e16bfd2e-b41a-4b06-bdd3-dd2a69d62d11' class='xr-var-data-in' type='checkbox'><label for='data-e16bfd2e-b41a-4b06-bdd3-dd2a69d62d11' 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></dl></div><div class='xr-var-data'><pre>[319225 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2a8d547e-cecc-4a80-9cde-d9d9d7fe01a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a8d547e-cecc-4a80-9cde-d9d9d7fe01a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9c78098-0049-45e1-b27c-f839c9a76d3c' class='xr-var-data-in' type='checkbox'><label for='data-b9c78098-0049-45e1-b27c-f839c9a76d3c' 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>[319225 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7adbb24e-7200-4347-844b-360f0a01d1a6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7adbb24e-7200-4347-844b-360f0a01d1a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4374f89-48e9-4854-9677-e8f4f2002f6e' class='xr-var-data-in' type='checkbox'><label for='data-f4374f89-48e9-4854-9677-e8f4f2002f6e' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1998-12-15T12:00:00.000000000&#x27;, &#x27;1999-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2002-12-15T12:00:00.000000000&#x27;, &#x27;2003-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2004-12-15T12:00:00.000000000&#x27;, &#x27;2005-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2006-12-15T12:00:00.000000000&#x27;, &#x27;2007-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-15T12:00:00.000000000&#x27;, &#x27;2009-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-15T12:00:00.000000000&#x27;, &#x27;2011-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-15T12:00:00.000000000&#x27;, &#x27;2013-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-12-15T12:00:00.000000000&#x27;, &#x27;2015-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-15T12:00:00.000000000&#x27;, &#x27;2017-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-12-15T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-561e2abc-744d-481f-8c19-d1d0f425c701' class='xr-section-summary-in' type='checkbox'  checked><label for='section-561e2abc-744d-481f-8c19-d1d0f425c701' 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>si10</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-eda13ef2-e471-49a3-acbc-15f98e8f39dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eda13ef2-e471-49a3-acbc-15f98e8f39dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-255ccedd-4039-45dc-b7b0-fe2106a6686d' class='xr-var-data-in' type='checkbox'><label for='data-255ccedd-4039-45dc-b7b0-fe2106a6686d' 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>207</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>319225</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</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>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>11000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>11000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>8.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>565</dd><dt><span>GRIB_Ny :</span></dt><dd>565</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>si10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert conformal </dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>17.612</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>341.68</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>10 metre wind speed</dd><dt><span>GRIB_shortName :</span></dt><dd>10si</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div><div class='xr-var-data'><pre>[6703725 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0e63befb-746f-43f5-8035-766e3cd8cce5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0e63befb-746f-43f5-8035-766e3cd8cce5' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>eswi</dd><dt><span>GRIB_centreDescription :</span></dt><dd>Norrkoping</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>Norrkoping</dd><dt><span>history :</span></dt><dd>2022-02-03T12:45 GRIB to CDM+CF via cfgrib-0.9.9.1/ecCodes-2.24.0 with {&quot;source&quot;: &quot;/cache/tmp/25bc6358-55df-43b2-9ba9-a079df20ec71-adaptor.mars.external-1643890526.9318664-28775-1-tmp.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:            (time: 21, y: 565, x: 565)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 1998-12-15T12:00:00 ... 2018-12-...\n",
       "    step               timedelta64[ns] ...\n",
       "    heightAboveGround  float64 ...\n",
       "    latitude           (y, x) float64 ...\n",
       "    longitude          (y, x) float64 ...\n",
       "    valid_time         (time) datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10               (time, y, x) float32 ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             eswi\n",
       "    GRIB_centreDescription:  Norrkoping\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             Norrkoping\n",
       "    history:                 2022-02-03T12:45 GRIB to CDM+CF via cfgrib-0.9.9..."
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dw"
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  {
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   "source": [
    "We see that dw (dataset for wind speed) has one variable called **\"si10\"**. If you view the documentation for this dataset on the CDS you will see that this is the wind speed valid for a grid cell at the height of 10m above the surface. It is computed from both the zonal (u) and the meridional (v) wind components by $\\sqrt{(u^{2} + v^{2})}$. The units are m/s.\n",
    "\n",
    "The other dataset, dt (2m temperature), has a variable called **\"t2m\"**. According to the documentation on the CDS this is air temperature valid for a grid cell at the height of 2m above the surface, in units of Kelvin.\n",
    "\n",
    "While an Xarray **dataset** may contain multiple variables, an Xarray **data array** holds a single multi-dimensional variable and its coordinates. To make the processing of the **si10** and **t2m** data easier, we will convert them into Xarray data arrays."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create Xarray Data Arrays\n",
    "aw = dw['si10']\n",
    "at = dt['t2m']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;si10&#x27; (time: 21, y: 565, x: 565)&gt;\n",
       "[6703725 values with dtype=float32]\n",
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       "    GRIB_stepType:                            instant\n",
       "    GRIB_gridType:                            lambert\n",
       "    GRIB_DxInMetres:                          11000.0\n",
       "    GRIB_DyInMetres:                          11000.0\n",
       "    GRIB_LaDInDegrees:                        48.0\n",
       "    GRIB_Latin1InDegrees:                     48.0\n",
       "    GRIB_Latin2InDegrees:                     48.0\n",
       "    GRIB_LoVInDegrees:                        8.0\n",
       "    GRIB_NV:                                  0\n",
       "    GRIB_Nx:                                  565\n",
       "    GRIB_Ny:                                  565\n",
       "    GRIB_cfName:                              unknown\n",
       "    GRIB_cfVarName:                           si10\n",
       "    GRIB_gridDefinitionDescription:           Lambert conformal \n",
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       "    GRIB_jPointsAreConsecutive:               0\n",
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       "    GRIB_latitudeOfFirstGridPointInDegrees:   17.612\n",
       "    GRIB_latitudeOfSouthernPoleInDegrees:     0.0\n",
       "    GRIB_longitudeOfFirstGridPointInDegrees:  341.68\n",
       "    GRIB_longitudeOfSouthernPoleInDegrees:    0.0\n",
       "    GRIB_missingValue:                        9999\n",
       "    GRIB_name:                                10 metre wind speed\n",
       "    GRIB_shortName:                           10si\n",
       "    GRIB_units:                               m s**-1\n",
       "    long_name:                                10 metre wind speed\n",
       "    units:                                    m s**-1\n",
       "    standard_name:                            unknown</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'>'si10'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 21</li><li><span>y</span>: 565</li><li><span>x</span>: 565</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-349aa81f-fe28-4c8c-b986-449dfbe72405' class='xr-array-in' type='checkbox' checked><label for='section-349aa81f-fe28-4c8c-b986-449dfbe72405' 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>[6703725 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-14334398-773a-409e-926a-e837e1a455dd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-14334398-773a-409e-926a-e837e1a455dd' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1998-12-15T12:00:00 ... 2018-12-...</div><input id='attrs-ae002773-2386-4f6f-98f6-247eb47500f4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae002773-2386-4f6f-98f6-247eb47500f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6231f6f2-1f6d-460f-a56e-9b5e2d4fa592' class='xr-var-data-in' type='checkbox'><label for='data-6231f6f2-1f6d-460f-a56e-9b5e2d4fa592' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1998-12-15T12:00:00.000000000&#x27;, &#x27;1999-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2002-12-15T12:00:00.000000000&#x27;, &#x27;2003-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2004-12-15T12:00:00.000000000&#x27;, &#x27;2005-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2006-12-15T12:00:00.000000000&#x27;, &#x27;2007-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-15T12:00:00.000000000&#x27;, &#x27;2009-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-15T12:00:00.000000000&#x27;, &#x27;2011-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-15T12:00:00.000000000&#x27;, &#x27;2013-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-12-15T12:00:00.000000000&#x27;, &#x27;2015-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-15T12:00:00.000000000&#x27;, &#x27;2017-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-12-15T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-af1f60f6-151a-4778-88c9-877471388465' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-af1f60f6-151a-4778-88c9-877471388465' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ef4a717-a5bb-4a5e-8998-fe12adc3aaa3' class='xr-var-data-in' type='checkbox'><label for='data-1ef4a717-a5bb-4a5e-8998-fe12adc3aaa3' 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 since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-6fcb692e-a0c3-4cfb-9734-2847cb90fa0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6fcb692e-a0c3-4cfb-9734-2847cb90fa0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c420a945-cfd8-4c15-97a2-6f461174107d' class='xr-var-data-in' type='checkbox'><label for='data-c420a945-cfd8-4c15-97a2-6f461174107d' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-883345f2-2ce9-4496-a688-a54bde7f3aaf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-883345f2-2ce9-4496-a688-a54bde7f3aaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-876cf0de-f74b-4f7c-896b-684590462b89' class='xr-var-data-in' type='checkbox'><label for='data-876cf0de-f74b-4f7c-896b-684590462b89' 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></dl></div><div class='xr-var-data'><pre>[319225 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0010cb9b-cac5-4da6-8a11-723eaaea40f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0010cb9b-cac5-4da6-8a11-723eaaea40f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bf449af-62a0-4c17-b168-9653e933e0ba' class='xr-var-data-in' type='checkbox'><label for='data-3bf449af-62a0-4c17-b168-9653e933e0ba' 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>[319225 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1998-12-15T12:00:00 ... 2018-12-...</div><input id='attrs-8bd25d96-6d62-46aa-935a-e3bf1f532b1e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8bd25d96-6d62-46aa-935a-e3bf1f532b1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea20b608-6898-4361-8942-b03ceddb17fb' class='xr-var-data-in' type='checkbox'><label for='data-ea20b608-6898-4361-8942-b03ceddb17fb' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1998-12-15T12:00:00.000000000&#x27;, &#x27;1999-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2002-12-15T12:00:00.000000000&#x27;, &#x27;2003-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2004-12-15T12:00:00.000000000&#x27;, &#x27;2005-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2006-12-15T12:00:00.000000000&#x27;, &#x27;2007-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-15T12:00:00.000000000&#x27;, &#x27;2009-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-15T12:00:00.000000000&#x27;, &#x27;2011-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-15T12:00:00.000000000&#x27;, &#x27;2013-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-12-15T12:00:00.000000000&#x27;, &#x27;2015-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-15T12:00:00.000000000&#x27;, &#x27;2017-12-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-12-15T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-23be7ce1-f27c-45cc-a9f3-956a1c24abdc' class='xr-section-summary-in' type='checkbox'  ><label for='section-23be7ce1-f27c-45cc-a9f3-956a1c24abdc' class='xr-section-summary' >Attributes: <span>(33)</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>207</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>319225</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</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>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>11000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>11000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>48.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>8.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>565</dd><dt><span>GRIB_Ny :</span></dt><dd>565</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>si10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert conformal </dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>17.612</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>341.68</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>10 metre wind speed</dd><dt><span>GRIB_shortName :</span></dt><dd>10si</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>unknown</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'si10' (time: 21, y: 565, x: 565)>\n",
       "[6703725 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 1998-12-15T12:00:00 ... 2018-12-...\n",
       "    step               timedelta64[ns] 00:00:00\n",
       "    heightAboveGround  float64 10.0\n",
       "    latitude           (y, x) float64 ...\n",
       "    longitude          (y, x) float64 ...\n",
       "    valid_time         (time) datetime64[ns] 1998-12-15T12:00:00 ... 2018-12-...\n",
       "Dimensions without coordinates: y, x\n",
       "Attributes:\n",
       "    GRIB_paramId:                             207\n",
       "    GRIB_dataType:                            an\n",
       "    GRIB_numberOfPoints:                      319225\n",
       "    GRIB_typeOfLevel:                         heightAboveGround\n",
       "    GRIB_stepUnits:                           1\n",
       "    GRIB_stepType:                            instant\n",
       "    GRIB_gridType:                            lambert\n",
       "    GRIB_DxInMetres:                          11000.0\n",
       "    GRIB_DyInMetres:                          11000.0\n",
       "    GRIB_LaDInDegrees:                        48.0\n",
       "    GRIB_Latin1InDegrees:                     48.0\n",
       "    GRIB_Latin2InDegrees:                     48.0\n",
       "    GRIB_LoVInDegrees:                        8.0\n",
       "    GRIB_NV:                                  0\n",
       "    GRIB_Nx:                                  565\n",
       "    GRIB_Ny:                                  565\n",
       "    GRIB_cfName:                              unknown\n",
       "    GRIB_cfVarName:                           si10\n",
       "    GRIB_gridDefinitionDescription:           Lambert conformal \n",
       "    GRIB_iScansNegatively:                    0\n",
       "    GRIB_jPointsAreConsecutive:               0\n",
       "    GRIB_jScansPositively:                    1\n",
       "    GRIB_latitudeOfFirstGridPointInDegrees:   17.612\n",
       "    GRIB_latitudeOfSouthernPoleInDegrees:     0.0\n",
       "    GRIB_longitudeOfFirstGridPointInDegrees:  341.68\n",
       "    GRIB_longitudeOfSouthernPoleInDegrees:    0.0\n",
       "    GRIB_missingValue:                        9999\n",
       "    GRIB_name:                                10 metre wind speed\n",
       "    GRIB_shortName:                           10si\n",
       "    GRIB_units:                               m s**-1\n",
       "    long_name:                                10 metre wind speed\n",
       "    units:                                    m s**-1\n",
       "    standard_name:                            unknown"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aw"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Notice that the `longitude` variables in the Xarray Dataset and Data Array objects are in the range of `[0, 359.75]`. Let us convert them into a `[-180, 180]` grid:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "aw['longitude'] = ((aw.longitude + 180) % 360) - 180\n",
    "at['longitude'] = ((at.longitude + 180) % 360) - 180"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Calculate wind chill index\n",
    "The wind chill index is a metric in temperature-like units, e.g. Kelvin or °C, and represents the lowering of body temperature due to a combination of low temperature and wind.\n",
    "\n",
    "Since 2001, Canada, the United States and the United Kingdom have implemented the new wind chill index which is defined with the following formula:\n",
    "\n",
    "$\\textit{T}_{WC} = 13.12 + 0.6215\\textit{T}_{a} - 11.37\\upsilon^{0.16} + 0.3965\\textit{T}_{a}\\upsilon^{0.16}$\n",
    "\n",
    "where:\n",
    "- $\\textit{T}_{WC}$ = wind chill index\n",
    "- $\\textit{T}_{a}$ = air temperature in degrees Celsius\n",
    "- $\\upsilon$ = wind speed at 10 m standard anemometer height, in kilometres per hour\n",
    "\n",
    "We will apply this formula on our data to calculate the wind chill index for a particular period of time over Europe."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To calculate $\\textit{T}_{WC}$ we first have to ensure our data is in the right units. For the wind speed we need to convert from m/s to km/h, and for air temperature we need to convert from Kelvin to degrees Celsius:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# wind speed, convert from m/s to km/h: si10 * 1000 / (60*60)\n",
    "w = aw * 3600 / 1000\n",
    "# air temperature, convert from Kelvin to Celsius: t2m - 273.15\n",
    "t = at - 273.15"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can calculate the North American and United Kingdom wind chill index:\n",
    "$\\textit{T}_{WC} = 13.12 + 0.6215\\textit{T}_{a} - 11.37\\upsilon^{0.16} + 0.3965\\textit{T}_{a}\\upsilon^{0.16}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "twc = 13.12 + (0.6215*t) - (11.37*(w**0.16)) + (0.3965*t*(w**0.16))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's calculate the average wind chill for 06:00 on 15 January for the 30 year period from 1989 to 2018:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "twc_mean = twc.mean(dim='time')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before we plot the results, let's take the same European subset as that used for the [C3S Climate Bulletins](https://climate.copernicus.eu/climate-bulletins)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "twc_mean_sub = twc_mean.where((twc_mean.latitude < 72) & \n",
    "                              (twc_mean.latitude > 34) & \n",
    "                              (twc_mean.longitude < 40) & \n",
    "                              (twc_mean.longitude > -25), drop=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now let's plot the average wind chill for this time over Europe:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1296x648 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize = (18, 9), \n",
    "                       subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "\n",
    "im = plt.pcolormesh(twc_mean_sub.longitude, twc_mean_sub.latitude, twc_mean_sub, cmap='cool') \n",
    "\n",
    "ax.set_title('Wind Chill Index 12:00, 15 Jan, 1989 to 2018', fontsize=16)\n",
    "ax.gridlines(draw_labels=False, linewidth=1, color='gray', alpha=0.5, linestyle='--') \n",
    "ax.coastlines(color='black')\n",
    "ax.set_extent([-25, 40, 34, 72], crs=ccrs.PlateCarree())\n",
    "\n",
    "cbar = plt.colorbar(im,fraction=0.04, pad=0.01)\n",
    "cbar.set_label('Wind Chill Index') \n",
    "\n",
    "fig.savefig(f'{DATADIR}UERRA_wind_chill_index_midJan.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Under which category of the wind chill index do the coldest areas in Europe generally lie at this time (see chart below)?\n",
    "\n",
    "![logo](./img/Windchill_effect_en.svg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "RicHard-59, CC BY-SA 3.0 <https://creativecommons.org/licenses/by-sa/3.0>, via Wikimedia Commons"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Exercise: Repeat process with ERA5 data and compare results\n",
    "\n",
    "So far you have plotted wind chill using the UERRA regional reanalysis dataset, but how accurate is this plot? One way to assess a dataset is to compare it with an alternative independent one to see what differences there may be. An alternative to UERRA is the ECMWF Reanalysis datasets, ERA5 (currently in it's 5th version). Repeat the steps above with ERA5 data and compare your results with those obtained using UERRA."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<hr>"
   ]
  }
 ],
 "metadata": {
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   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
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    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
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}