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    "(nb_radiosounding)=\n",
    "# Upper air analysis\n",
    "\n",
    "Upper air analysis is fundamental for many synoptic and mesoscale analysis problems. In this tutorial we will gather weather balloon data from the  Integrated Global Radiosonde Archive (IGRA) database \\[[link](https://www.ncei.noaa.gov/products/weather-balloon/integrated-global-radiosonde-archive)\\]. The database consists of radiosonde and pilot balloon observations from more than 2,800 globally distributed stations. Recent data become available in near real time from about 800 stations worldwide. Observations are available at standard and variable pressure levels, fixed and variable-height wind levels, and the surface and tropopause. Variables include pressure, temperature, geopotential height, relative humidity, dew point depression, wind direction and speed, and elapsed time since launch.\n",
    "\n",
    "After we downloaded the data, we create a skew-T diagram, perform a series of thermodynamic calculations, and summarize the results. "
   ]
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   "cell_type": "markdown",
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   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "<b>Learning objectives:</b><br>\n",
    "<ul>\n",
    " <li>How to access the IGRA database via Python</li>\n",
    " <li>Understand the sturcture of the IGRA radiosounding data</li>\n",
    " <li>Get a better understanding of the atmospheric stratification</li>\n",
    " <li>Create a skew-T diagram from the data</li>\n",
    " <li>Thermodynamic calculation</li>\n",
    " <li>Summize the results</li>\n",
    "</ul>  \n",
    "</div>"
   ]
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    "<div class=\"alert alert-block alert-info\">\n",
    "<b>Prerequisites:</b><br>\n",
    "<ul>\n",
    "<li>Basic knowledge of Python, Jupyter Notebooks, and data analysis</li>\n",
    "<li>Familiarity with Scipy, MetPy, Pandas, Xarray, and Plotly</li>\n",
    "<li>The additional package <b>igra</b> must be installed\n",
    "</ul>  \n",
    "</div>"
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   "source": [
    "# Import some auxiliary packages\n",
    "\n",
    "import warnings\n",
    "warnings.simplefilter(action='ignore', category=FutureWarning)\n",
    "\n",
    "# Load some standard python packages\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
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   "metadata": {},
   "source": [
    "## Download station list\n",
    "\n",
    "Read the station list into pandas DataFrame (from file igra2-station-list.txt in the IGRAv2 repository). In case you are not familiar with pandas, please check out the pandas webpage \\[[link](https://pandas.pydata.org)\\] "
   ]
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  {
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   "execution_count": 2,
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Download complete, reading table ...\n",
      "Data read from: ./tmp/igra2-station-list.txt\n",
      "Data processed 2878\n"
     ]
    }
   ],
   "source": [
    "# Load the IGRAv2 radiosonde tools\n",
    "import igra\n",
    "\n",
    "# Load pandas\n",
    "import pandas\n",
    "\n",
    "# Get the station list and store it in the tmp folder\n",
    "stations = igra.download.stationlist('./tmp')"
   ]
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   "execution_count": 3,
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>wmo</th>\n",
       "      <th>lat</th>\n",
       "      <th>lon</th>\n",
       "      <th>alt</th>\n",
       "      <th>state</th>\n",
       "      <th>name</th>\n",
       "      <th>start</th>\n",
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       "      <td>NP22</td>\n",
       "      <td>1974</td>\n",
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       "                wmo      lat      lon    alt state  \\\n",
       "id                                                   \n",
       "ACM00078861  078861  17.1170 -61.7830   10.0         \n",
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       "                                       name  start   end  total  \n",
       "id                                                               \n",
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       "...                                     ...    ...   ...    ...  \n",
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   "source": [
    "# Have a look at the data\n",
    "stations"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Tip:</b> Check out the IGRA webpage to see all available stations\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download station\n",
    "\n",
    "Download a radiosonde station with the *id* from the station list into tmp directory."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
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     "name": "stdout",
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     "text": [
      "https://www1.ncdc.noaa.gov/pub/data/igra/data/data-por//GMM00010868-data.txt.zip  to  ./tmp/GMM00010868-data.txt.zip\n",
      "Downloaded:  ./tmp/GMM00010868-data.txt.zip\n"
     ]
    }
   ],
   "source": [
    "id = \"GMM00010868\"\n",
    "igra.download.station(id, \"./tmp\")"
   ]
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   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> What is the ID of the INNSBRUCK-FLUGHAFEN radiosonde station?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Read station data\n",
    "\n",
    "The downloaded station file can be read to standard pressure levels (default). In case you prefer to download all significant levels (different amount of levels per sounding) use return_table=True. "
   ]
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   "execution_count": 5,
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    "tags": []
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   "source": [
    "data, station = igra.read.igra(id, \"./tmp/<id>-data.txt.zip\".replace('<id>',id), return_table=True)"
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   "source": [
    "Have a look at the data"
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   "execution_count": 6,
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       ".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-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:   (date: 2966977)\n",
       "Coordinates:\n",
       "  * date      (date) datetime64[ns] 1976-04-03 ... 2023-07-11T18:00:00\n",
       "Data variables:\n",
       "    pres      (date) float64 1e+03 2e+03 3e+03 5e+03 ... 9.52e+04 9.56e+04 1e+05\n",
       "    gph       (date) float64 nan nan 2.371e+04 2.044e+04 ... nan nan nan nan\n",
       "    temp      (date) float64 nan nan 218.9 217.3 215.1 ... 306.0 307.7 308.8 nan\n",
       "    rhumi     (date) float64 nan nan nan nan nan nan ... nan nan nan nan nan nan\n",
       "    dpd       (date) float64 nan nan nan nan nan nan ... 23.0 25.0 25.6 26.0 nan\n",
       "    windd     (date) float64 nan nan nan nan nan ... 270.0 273.9 275.0 315.0 nan\n",
       "    winds     (date) float64 nan nan nan nan nan nan ... 7.0 5.439 5.0 2.0 nan\n",
       "    flag_int  (date) float64 1.0 1.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0 1.0\n",
       "Attributes:\n",
       "    ident:         GMM00010868\n",
       "    source:        NOAA NCDC\n",
       "    dataset:       IGRAv2\n",
       "    processed:     UNIVIE, IMG\n",
       "    interpolated:  to pres levs (#16)</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-4d6171fc-11cb-41cc-bde8-717787303f8d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4d6171fc-11cb-41cc-bde8-717787303f8d' 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'>date</span>: 2966977</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3b0121ee-c84c-4435-b5b6-85c1f1adaad5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3b0121ee-c84c-4435-b5b6-85c1f1adaad5' class='xr-section-summary' >Coordinates: <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 class='xr-has-index'>date</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1976-04-03 ... 2023-07-11T18:00:00</div><input id='attrs-266cdf2c-1235-4630-8485-ae7717c27f96' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-266cdf2c-1235-4630-8485-ae7717c27f96' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c4145f1-c494-4665-a993-bef4134fea72' class='xr-var-data-in' type='checkbox'><label for='data-6c4145f1-c494-4665-a993-bef4134fea72' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;1976-04-03T00:00:00.000000000&#x27;, &#x27;1976-04-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;1976-04-03T00:00:00.000000000&#x27;, ..., &#x27;2023-07-11T18:00:00.000000000&#x27;,\n",
       "       &#x27;2023-07-11T18:00:00.000000000&#x27;, &#x27;2023-07-11T18:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-26a3aa8c-d9ba-400e-8789-01ea5117ecbc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-26a3aa8c-d9ba-400e-8789-01ea5117ecbc' class='xr-section-summary' >Data variables: <span>(8)</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>pres</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+03 2e+03 ... 9.56e+04 1e+05</div><input id='attrs-c296c743-3dbd-41a4-986e-1f3630dd6b7d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c296c743-3dbd-41a4-986e-1f3630dd6b7d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-298d0579-070e-4695-a54e-667f15b65aad' class='xr-var-data-in' type='checkbox'><label for='data-298d0579-070e-4695-a54e-667f15b65aad' 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>Pa</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>array([  1000.,   2000.,   3000., ...,  95200.,  95600., 100000.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gph</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan 2.371e+04 ... nan nan nan</div><input id='attrs-95974eac-4733-456c-b671-9b1ff8c8bb13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95974eac-4733-456c-b671-9b1ff8c8bb13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d375500-41e6-4ce9-bbd4-3799ab657250' class='xr-var-data-in' type='checkbox'><label for='data-3d375500-41e6-4ce9-bbd4-3799ab657250' 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>m</dd><dt><span>standard_name :</span></dt><dd>geopotential_height</dd></dl></div><div class='xr-var-data'><pre>array([   nan,    nan, 23710., ...,    nan,    nan,    nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan 218.9 ... 307.7 308.8 nan</div><input id='attrs-a69b833d-53b0-47b4-af47-46e2eed321f4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a69b833d-53b0-47b4-af47-46e2eed321f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2fde9822-9d8a-43a5-9de7-550d12a5f420' class='xr-var-data-in' type='checkbox'><label for='data-2fde9822-9d8a-43a5-9de7-550d12a5f420' 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>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>array([         nan,          nan, 218.9       , ..., 307.68353066,\n",
       "       308.8       ,          nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rhumi</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-ed688e29-cae2-4962-aa3f-de9ca4750dee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ed688e29-cae2-4962-aa3f-de9ca4750dee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f472b95-bd17-4494-b3fb-ac038a704dfe' class='xr-var-data-in' type='checkbox'><label for='data-1f472b95-bd17-4494-b3fb-ac038a704dfe' 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>1</dd><dt><span>standard_name :</span></dt><dd>relative_humidity</dd></dl></div><div class='xr-var-data'><pre>array([nan, nan, nan, ..., nan, nan, nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dpd</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... 25.6 26.0 nan</div><input id='attrs-68a61a1c-9403-494f-86cd-09ebde2bece2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68a61a1c-9403-494f-86cd-09ebde2bece2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb291b44-f4a1-4a18-a24f-1e37d84e5268' class='xr-var-data-in' type='checkbox'><label for='data-fb291b44-f4a1-4a18-a24f-1e37d84e5268' 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>K</dd><dt><span>standard_name :</span></dt><dd>dew_point_depression</dd></dl></div><div class='xr-var-data'><pre>array([        nan,         nan,         nan, ..., 25.60126095,\n",
       "       26.        ,         nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>windd</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... 275.0 315.0 nan</div><input id='attrs-fffea9b9-62f1-4caa-946d-8884a0212544' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fffea9b9-62f1-4caa-946d-8884a0212544' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f71e3f5-5c7a-45cf-9771-258c85cdc759' class='xr-var-data-in' type='checkbox'><label for='data-6f71e3f5-5c7a-45cf-9771-258c85cdc759' 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>degree</dd><dt><span>standard_name :</span></dt><dd>wind_to_direction</dd></dl></div><div class='xr-var-data'><pre>array([ nan,  nan,  nan, ..., 275., 315.,  nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>winds</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... 5.0 2.0 nan</div><input id='attrs-6c5b1e5d-b9af-4c4c-b463-69e9b71c085c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c5b1e5d-b9af-4c4c-b463-69e9b71c085c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-076e111c-4541-4a9c-9fea-7475aeedbf1b' class='xr-var-data-in' type='checkbox'><label for='data-076e111c-4541-4a9c-9fea-7475aeedbf1b' 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>m/s</dd><dt><span>standard_name :</span></dt><dd>wind_speed</dd></dl></div><div class='xr-var-data'><pre>array([nan, nan, nan, ...,  5.,  2., nan])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flag_int</span></div><div class='xr-var-dims'>(date)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 1.0 0.0 0.0 ... 0.0 0.0 0.0 1.0</div><input id='attrs-fd045f72-be17-402e-915d-dca326efb176' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd045f72-be17-402e-915d-dca326efb176' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d1c7981-6518-463e-86ef-4ced3ac8b5fc' class='xr-var-data-in' type='checkbox'><label for='data-0d1c7981-6518-463e-86ef-4ced3ac8b5fc' 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>1</dd><dt><span>standard_name :</span></dt><dd>flag_interpolation</dd><dt><span>info :</span></dt><dd>0: raw, 1: interpolated</dd></dl></div><div class='xr-var-data'><pre>array([1., 1., 0., ..., 0., 0., 1.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2df70f39-bb56-4080-a442-753d4496c51b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2df70f39-bb56-4080-a442-753d4496c51b' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>ident :</span></dt><dd>GMM00010868</dd><dt><span>source :</span></dt><dd>NOAA NCDC</dd><dt><span>dataset :</span></dt><dd>IGRAv2</dd><dt><span>processed :</span></dt><dd>UNIVIE, IMG</dd><dt><span>interpolated :</span></dt><dd>to pres levs (#16)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (date: 2966977)\n",
       "Coordinates:\n",
       "  * date      (date) datetime64[ns] 1976-04-03 ... 2023-07-11T18:00:00\n",
       "Data variables:\n",
       "    pres      (date) float64 1e+03 2e+03 3e+03 5e+03 ... 9.52e+04 9.56e+04 1e+05\n",
       "    gph       (date) float64 nan nan 2.371e+04 2.044e+04 ... nan nan nan nan\n",
       "    temp      (date) float64 nan nan 218.9 217.3 215.1 ... 306.0 307.7 308.8 nan\n",
       "    rhumi     (date) float64 nan nan nan nan nan nan ... nan nan nan nan nan nan\n",
       "    dpd       (date) float64 nan nan nan nan nan nan ... 23.0 25.0 25.6 26.0 nan\n",
       "    windd     (date) float64 nan nan nan nan nan ... 270.0 273.9 275.0 315.0 nan\n",
       "    winds     (date) float64 nan nan nan nan nan nan ... 7.0 5.439 5.0 2.0 nan\n",
       "    flag_int  (date) float64 1.0 1.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0 1.0\n",
       "Attributes:\n",
       "    ident:         GMM00010868\n",
       "    source:        NOAA NCDC\n",
       "    dataset:       IGRAv2\n",
       "    processed:     UNIVIE, IMG\n",
       "    interpolated:  to pres levs (#16)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> Find out what the individual variables are and in which unit they are given.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Advanced exercise:</b> Plot the vertical temperature profile and determine the stratification of the atmosphere at different altitudes.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Thermodynamic Calculations\n",
    "\n",
    "MetPy is a collection of tools in Python for reading, visualizing, and performing calculations with weather data  [[Link](https://unidata.github.io/MetPy/latest/index.html)]. Here, we use the MetPy calc module to calculate some thermodynamic parameters of the sounding.\n",
    "\n",
    "**Lifting Condensation Level (LCL)** - The level at which an air parcel’s relative humidity becomes 100% when lifted along a dry adiabatic path.\n",
    "\n",
    "**Parcel Path** - Path followed by a hypothetical parcel of air, beginning at the surface temperature/pressure and rising dry adiabatically until reaching the LCL, then rising moist adiabatially."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Load the metpy package. MetPy is a collection of tools \n",
    "# in Python for reading, visualizing, and performing calculations \n",
    "# with weather data. \n",
    "\n",
    "# Module to work with units\n",
    "from metpy.units import units\n",
    "\n",
    "# Collection of calculation function\n",
    "import metpy.calc as mpcalc\n",
    "\n",
    "# Import the function to plot a skew-T diagram\n",
    "from metpy.plots import SkewT"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> Check out the MetPy website and familiarise yourself with the collection of meteorological functions. Which functions can be used to calculate the LCL and the parcel path?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "   We pre-process the balloon data to meet the requirements of the MetPy functions. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# For which day should the calculations be carried out?\n",
    "timestamp = '2022-08-15T12:00'\n",
    "\n",
    "# Select the corresponding dataset\n",
    "data_subset = data.sel(date=timestamp)\n",
    "\n",
    "# Here, the variables are prepared and units are assigned to the values\n",
    "# Temperature data in degree celcius\n",
    "T = (data_subset.temp.values-273.16) * units.degC\n",
    "\n",
    "# Dewpoint temperature in degree celcius\n",
    "Td = T - data_subset.dpd.values * units.delta_degC\n",
    "\n",
    "# Wind speed in meter per second\n",
    "wind_speed = data_subset.winds.values * units('m/s')\n",
    "\n",
    "# Wind direction in degrees\n",
    "wind_dir = data_subset.windd.values * units.degrees\n",
    "\n",
    "# Pressure in Hektapascal\n",
    "p = (data_subset.pres.values/100) * units.hPa\n",
    "\n",
    "# Since MetPy assumes the arrays from high to lower pressure, \n",
    "# but the IGRA data is given from low to high pressure, the \n",
    "# arrays must be reversed.\n",
    "p = p[~np.isnan(T)][::-1]\n",
    "T = T[~np.isnan(T)][::-1]\n",
    "Td = Td[~np.isnan(Td)][::-1]\n",
    "wind_speed = wind_speed[~np.isnan(wind_speed)][::-1]\n",
    "wind_dir = wind_dir[~np.isnan(wind_dir)][::-1]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> Why was the <em>dpd</em> variable subtracted from the temperature to get the dew point temperature?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> What is achieved with the statement ~np.isnan()[::-1]?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With the following command, the wind components can be calculated from the wind speed and wind direction.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "u, v = mpcalc.wind_components(wind_speed, wind_dir)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> Refer to the MetPy reference to see how the wind direction and speed can be calculated from the wind components.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, the LCL and parcel profile can be calculated with the pre-processed data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LCL pressure level: 809.54 hectopascal\n",
      "LCL temperatur: 10.78 degree_Celsius\n"
     ]
    }
   ],
   "source": [
    "# Calculate the LCL\n",
    "lcl_pressure, lcl_temperature = mpcalc.lcl(p[0], T[0], Td[0])\n",
    "\n",
    "# Calculate the parcel profile\n",
    "parcel_prof = mpcalc.parcel_profile(p, T[0], Td[0]).to('degC')\n",
    "\n",
    "print('LCL pressure level: {:.2f}'.format(lcl_pressure))\n",
    "print('LCL temperatur: {:.2f}'.format(lcl_temperature))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "With the calculated and processed data we can finally create the Skew-T diagram."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a new figure. The dimensions here give a good aspect ratio\n",
    "fig = plt.figure(figsize=(12, 12))\n",
    "skew = SkewT(fig, rotation=30)\n",
    "\n",
    "# Plot the data using normal plotting functions, in this case using\n",
    "# log scaling in Y, as dictated by the typical meteorological plot\n",
    "skew.plot(p, T, 'r')\n",
    "skew.plot(p, Td, 'g')\n",
    "skew.plot_barbs(p, u, v)\n",
    "skew.ax.set_ylim(1000, 100)\n",
    "skew.ax.set_xlim(-40, 40)\n",
    "\n",
    "# Plot LCL temperature as black dot\n",
    "skew.plot(lcl_pressure, lcl_temperature, 'ko', markerfacecolor='black')\n",
    "\n",
    "# Plot the parcel profile as a black line\n",
    "skew.plot(p, parcel_prof, 'k', linewidth=2)\n",
    "\n",
    "# Shade areas of CAPE and CIN\n",
    "skew.shade_cin(p, T, parcel_prof, Td)\n",
    "skew.shade_cape(p, T, parcel_prof)\n",
    "\n",
    "# Plot a zero degree isotherm\n",
    "skew.ax.axvline(0, color='c', linestyle='--', linewidth=2)\n",
    "\n",
    "# Add the relevant special lines\n",
    "skew.plot_dry_adiabats(linewidth=1)\n",
    "skew.plot_moist_adiabats(linewidth=1)\n",
    "skew.plot_mixing_lines(linewidth=1)\n",
    "\n",
    "# Show the plot\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise:</b> Take a close look at the diagram and try to understand the structure. \n",
    "<ul>\n",
    "<li>What do the different coloured lines show? \n",
    "<li>What are the shaded area?  \n",
    "<li>Which areas are stable or unstable stratified? \n",
    "<li>Where does condensation take place? \n",
    "<li>Calculate CAPE (use metpy). Do you expect a severe thunderstorm activity?\n",
    "</ul>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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