IDEAM_Radar_from_AWS.ipynb

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    "# Read and plot Sigmet files available on AWS using Xradar \n",
    "This example show how to access radar from the Colombian National radar network availble on Amazon Web Services. We will look at the bucket structure a finally plot PPI using xradar library. Radar reflectivity will be filtered using some polarimetric values and xarray functionality.\n",
    "## Imports"
   ]
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      "\n",
      "## You are using the Python ARM Radar Toolkit (Py-ART), an open source\n",
      "## library for working with weather radar data. Py-ART is partly\n",
      "## supported by the U.S. Department of Energy as part of the Atmospheric\n",
      "## Radiation Measurement (ARM) Climate Research Facility, an Office of\n",
      "## Science user facility.\n",
      "##\n",
      "## If you use this software to prepare a publication, please cite:\n",
      "##\n",
      "##     JJ Helmus and SM Collis, JORS 2016, doi: 10.5334/jors.119\n",
      "\n"
     ]
    }
   ],
   "source": [
    "import pyart\n",
    "import fsspec\n",
    "import xarray as xr\n",
    "import xradar as xd\n",
    "import boto3\n",
    "import botocore\n",
    "import numpy as np\n",
    "from pandas import to_datetime\n",
    "import matplotlib.pyplot as plt\n",
    "from botocore.client import Config\n",
    "from datetime import datetime\n",
    "from matplotlib import pyplot\n",
    "# pyplot.style.use('dark_background')"
   ]
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    "## IDEAM AWS Bucket\n",
    "Instituto de Hidrología, Meteorología y Estudios Ambientales - IDEAM (Colombian National Weather Service) has made public the weather radar data. Data can be found [here](https://registry.opendata.aws/ideam-radares/) and documentation [here](http://www.pronosticosyalertas.gov.co/archivos-radar#:~:text=La%20red%20de%20radares%20de%20IDEAM) \n",
    "\n",
    "Bucket structure is  *s3://s3-radaresideam/l2_data/YYYY/MM/DD/Radar_name/RRRAAMMDDTTTTTT.RAWXXXX*\n",
    "where:\n",
    " * *YYYY* is the 4 digit year \n",
    " * *MM* is the 2 digit month\n",
    " * *DD* is the 2 digit day\n",
    " * *Radar_name* radar name. Options are Guaviare, Munchique, Barranca, Carimagua\n",
    " * *RRRAAMMDDTTTTTT.RAWXXXX* is the radar filename with:\n",
    "     - RRR three firs leters if the radar name (e.g. GUA for Guaviare radar)\n",
    "     - YY is the 2 digit year \n",
    "     - MM is the 2 digit month\n",
    "     - DD is the 2 digit day\n",
    "     - TTTTTT is the time at which the scan was made (GTM)\n",
    "     - RAWXXXX sigmet file format and unique coude provide by IRIS software\n",
    "     \n",
    "This seems to be too complicated! No worries, we created a function that can help you out with listing files within the bucket"
   ]
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   "source": [
    "def create_query(date, radar_site):\n",
    "    \"\"\"\n",
    "    Creates a string for quering the IDEAM radar files stored in AWS bucket\n",
    "    :param date: date to be queried. e.g datetime(2021, 10, 3, 12). Datetime python object\n",
    "    :param radar_site: radar site e.g. Guaviare\n",
    "    :return: string with a IDEAM radar bucket format\n",
    "    \"\"\"\n",
    "    return f'l2_data/{date:%Y}/{date:%m}/{date:%d}/{radar_site}/{radar_site[:3].upper()}{date:%y%m%d}'"
   ]
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   "source": [
    "Let suppose we want to check the radar files on **2022-10-6** from Guaviare radar"
   ]
  },
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   "cell_type": "code",
   "execution_count": 16,
   "id": "ee045227",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'l2_data/2023/03/24/Barrancabermeja/BAR230324'"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "date_query = datetime(2023, 3, 24)\n",
    "radar_name = \"Barrancabermeja\" \n",
    "query = create_query(date=date_query, radar_site=radar_name)\n",
    "query"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "### Conecting to the AWS bucket\n",
    "Once the query is define we can procced to list all the available files in the bucket using **boto3** and **botocore** libraries"
   ]
  },
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   "cell_type": "code",
   "execution_count": 18,
   "id": "263d95a3",
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      "text/plain": [
       "['s3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000005.RAWYX9S',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000108.RAWYX9V',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000240.RAWYX9Z',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000317.RAWYXA0',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000504.RAWYXA8',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000608.RAWYXAC',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000739.RAWYXAE',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324000816.RAWYXAH',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324001004.RAWYXAP',\n",
       " 's3://s3-radaresideam/l2_data/2023/03/24/Barrancabermeja/BAR230324001107.RAWYXAW']"
      ]
     },
     "execution_count": 18,
     "metadata": {},
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   ],
   "source": [
    "str_bucket = 's3://s3-radaresideam/'\n",
    "s3 = boto3.resource('s3',\n",
    "                    config=Config(signature_version=botocore.UNSIGNED, \n",
    "                                  user_agent_extra='Resource'))\n",
    "\n",
    "bucket = s3.Bucket('s3-radaresideam')\n",
    "\n",
    "radar_files = [f'{str_bucket}{i.key}' for i in bucket.objects.filter(Prefix=f\"{query}\")]\n",
    "radar_files[:10]"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "## Let's open one of  these files using Xradar\n",
    "\n",
    "We can use the Filesystem interfaces for Python [fsspec](https://filesystem-spec.readthedocs.io/en/latest/) to access the data from the s3 bucket"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "bc357556",
   "metadata": {},
   "outputs": [],
   "source": [
    "file = fsspec.open_local(f'simplecache::{radar_files[0]}', s3={'anon': True}, filecache={'cache_storage': '.'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "97ed695c",
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   "outputs": [],
   "source": [
    "ds = xr.open_dataset(file, engine='iris', group='sweep_0')"
   ]
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   "cell_type": "markdown",
   "id": "ca2ffba3",
   "metadata": {},
   "source": [
    "IDEAM radar data is storage in the AWS bucket as one file per sweep. Therefore, use only *'sweep_0'*  under the group argument."
   ]
  },
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   "cell_type": "code",
   "execution_count": 21,
   "id": "c4ba117d",
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       "  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;\n",
       "Dimensions:            (azimuth: 720, range: 994)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.01373 0.5246 1.03 ... 359.0 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    time               (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 1e+03 1.3e+03 ... 2.986e+05 2.989e+05\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables: (12/17)\n",
       "    DBTH               (azimuth, range) float32 ...\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    ...                 ...\n",
       "    DB_DBZE8           (azimuth, range) int16 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</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-7497c2c7-5e68-4bb0-87a5-452d69db3e3a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7497c2c7-5e68-4bb0-87a5-452d69db3e3a' 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'>azimuth</span>: 720</li><li><span class='xr-has-index'>range</span>: 994</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a17f611d-5017-45a0-9823-8553980489d6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a17f611d-5017-45a0-9823-8553980489d6' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01373 0.5246 1.03 ... 359.0 359.5</div><input id='attrs-9cb528d5-69f3-4698-9308-811a1d63889d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9cb528d5-69f3-4698-9308-811a1d63889d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d38506be-ccaf-46f2-b24d-693bf683a027' class='xr-var-data-in' type='checkbox'><label for='data-d38506be-ccaf-46f2-b24d-693bf683a027' 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>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([1.373291e-02, 5.245972e-01, 1.029968e+00, ..., 3.585251e+02,\n",
       "       3.590305e+02, 3.595029e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a3ae7694-a11c-4fa7-948e-3e6238165ee3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a3ae7694-a11c-4fa7-948e-3e6238165ee3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69a07710-ad44-4503-9c21-512534964519' class='xr-var-data-in' type='checkbox'><label for='data-69a07710-ad44-4503-9c21-512534964519' 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>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>[720 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ec5ef440-d19d-4b20-92b4-3bdcf2a33265' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ec5ef440-d19d-4b20-92b4-3bdcf2a33265' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c7519cf-2458-4658-9db8-37d46e8b8542' class='xr-var-data-in' type='checkbox'><label for='data-1c7519cf-2458-4658-9db8-37d46e8b8542' 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></dl></div><div class='xr-var-data'><pre>[720 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 1.3e+03 ... 2.989e+05</div><input id='attrs-b19aca90-cc79-4b2b-88db-aa459286be57' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b19aca90-cc79-4b2b-88db-aa459286be57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40d91b86-8c13-4a00-8d27-486162e91fc4' class='xr-var-data-in' type='checkbox'><label for='data-40d91b86-8c13-4a00-8d27-486162e91fc4' 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>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>15000.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>100000</dd></dl></div><div class='xr-var-data'><pre>array([  1000.,   1300.,   1600., ..., 298300., 298600., 298900.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-65de77ad-f7cc-4464-8335-388712234c2b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65de77ad-f7cc-4464-8335-388712234c2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2519a26b-aebb-4f5c-a332-6a6ff1559c80' class='xr-var-data-in' type='checkbox'><label for='data-2519a26b-aebb-4f5c-a332-6a6ff1559c80' 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>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1d0cdc61-e81a-41d2-92dc-c71368f32b77' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d0cdc61-e81a-41d2-92dc-c71368f32b77' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db1fae53-cbd2-4805-ae51-304eeacf265d' class='xr-var-data-in' type='checkbox'><label for='data-db1fae53-cbd2-4805-ae51-304eeacf265d' 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>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</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-7e035bbd-eeaa-4ea2-872b-0da487ecdb62' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e035bbd-eeaa-4ea2-872b-0da487ecdb62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e2ce3e9-e7cb-4439-9410-dd23ac69503f' class='xr-var-data-in' type='checkbox'><label for='data-8e2ce3e9-e7cb-4439-9410-dd23ac69503f' 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>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3815db53-5b13-4e74-a75d-d471cb3c2030' class='xr-section-summary-in' type='checkbox'  ><label for='section-3815db53-5b13-4e74-a75d-d471cb3c2030' class='xr-section-summary' >Data variables: <span>(17)</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>DBTH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d6bd0b05-caed-463d-9e5b-623010e6f7a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d6bd0b05-caed-463d-9e5b-623010e6f7a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e9845c6-2ce0-4d74-9d3c-d6f48b4e7fe9' class='xr-var-data-in' type='checkbox'><label for='data-3e9845c6-2ce0-4d74-9d3c-d6f48b4e7fe9' 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>Total power H (uncorrected reflectivity)</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-de7bc0ee-16a1-44af-9a77-e35056ec58ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-de7bc0ee-16a1-44af-9a77-e35056ec58ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3328a812-079c-4c58-8a36-80d375caec86' class='xr-var-data-in' type='checkbox'><label for='data-3328a812-079c-4c58-8a36-80d375caec86' 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>Equivalent reflectivity factor H</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f9d2382-41d2-4c10-9c98-13877e7d9fe9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f9d2382-41d2-4c10-9c98-13877e7d9fe9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-648ff8fd-2059-4f23-ac73-d5971ed10ac5' class='xr-var-data-in' type='checkbox'><label for='data-648ff8fd-2059-4f23-ac73-d5971ed10ac5' 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>Radial velocity of scatterers away from instrument H</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cc080709-2b44-4807-a931-c297dfbc43d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc080709-2b44-4807-a931-c297dfbc43d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b18808bb-7095-418b-bd97-cd3f441384e0' class='xr-var-data-in' type='checkbox'><label for='data-b18808bb-7095-418b-bd97-cd3f441384e0' 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>Doppler spectrum width H</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b230a54d-d89a-4865-8313-69615f0cdd83' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b230a54d-d89a-4865-8313-69615f0cdd83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03cd9320-da7d-40d9-a9d5-10c1a95f9b07' class='xr-var-data-in' type='checkbox'><label for='data-03cd9320-da7d-40d9-a9d5-10c1a95f9b07' 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>Log differential reflectivity H/V</dd><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dd694638-124d-42d2-a177-840f91ada587' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd694638-124d-42d2-a177-840f91ada587' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cad6600-4555-44a0-a9c0-cba67625427a' class='xr-var-data-in' type='checkbox'><label for='data-3cad6600-4555-44a0-a9c0-cba67625427a' 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>Specific differential phase HV</dd><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6eecb037-2c1e-4dfb-a4b5-20cfdf6efb45' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6eecb037-2c1e-4dfb-a4b5-20cfdf6efb45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b337114d-bdf7-4bbd-b3d1-fbe690659ee0' class='xr-var-data-in' type='checkbox'><label for='data-b337114d-bdf7-4bbd-b3d1-fbe690659ee0' 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>Differential phase HV</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SQIH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-33a44497-051b-4749-8ff6-97a99a37465b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-33a44497-051b-4749-8ff6-97a99a37465b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ec091b5-c083-4525-8bc2-05a06f0b066e' class='xr-var-data-in' type='checkbox'><label for='data-9ec091b5-c083-4525-8bc2-05a06f0b066e' 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>Signal Quality H</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>signal_quality_index_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-84813e9a-35e7-406d-baf7-a07d12733fda' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84813e9a-35e7-406d-baf7-a07d12733fda' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-939fcca7-51df-428a-b4d0-2c44559fb939' class='xr-var-data-in' type='checkbox'><label for='data-939fcca7-51df-428a-b4d0-2c44559fb939' 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>Correlation coefficient HV</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_HCLASS</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4ede285f-5aff-4e80-9bca-ee5ec04944bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ede285f-5aff-4e80-9bca-ee5ec04944bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ddf20fd8-cd84-45eb-a379-94138a1f9de2' class='xr-var-data-in' type='checkbox'><label for='data-ddf20fd8-cd84-45eb-a379-94138a1f9de2' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_DBTE8</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-91860b39-54eb-4042-9ab4-c1da55861e36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91860b39-54eb-4042-9ab4-c1da55861e36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-509a0cca-ee85-4d84-b039-e56dbc616244' class='xr-var-data-in' type='checkbox'><label for='data-509a0cca-ee85-4d84-b039-e56dbc616244' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_DBZE8</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-373a3382-3bb9-456d-919d-4cb33bfd8205' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-373a3382-3bb9-456d-919d-4cb33bfd8205' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b41297f0-a53a-450e-85a7-8c2026ca8df6' class='xr-var-data-in' type='checkbox'><label for='data-b41297f0-a53a-450e-85a7-8c2026ca8df6' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3cb52dbd-c9e2-4978-8d7b-06f200f728c5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3cb52dbd-c9e2-4978-8d7b-06f200f728c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04bd31a8-af60-4da8-89a5-907a3d85a60c' class='xr-var-data-in' type='checkbox'><label for='data-04bd31a8-af60-4da8-89a5-907a3d85a60c' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_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-06935cb5-64ed-4874-91ea-77e02bd69062' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-06935cb5-64ed-4874-91ea-77e02bd69062' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2017e840-3916-42a9-a74a-9bf74f398daf' class='xr-var-data-in' type='checkbox'><label for='data-2017e840-3916-42a9-a74a-9bf74f398daf' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e93f48c3-ec14-4713-951f-dfd731393caa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e93f48c3-ec14-4713-951f-dfd731393caa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55209e03-e3da-47a2-9668-c91f065cc33e' class='xr-var-data-in' type='checkbox'><label for='data-55209e03-e3da-47a2-9668-c91f065cc33e' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b0892ffa-cd21-47c7-94ff-f4f00dd4d1bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0892ffa-cd21-47c7-94ff-f4f00dd4d1bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-132c2f4d-14cb-4ed3-8cb8-f75e00151227' class='xr-var-data-in' type='checkbox'><label for='data-132c2f4d-14cb-4ed3-8cb8-f75e00151227' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</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-e51c41dd-25fb-4fed-8a86-1aee1394a6e2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e51c41dd-25fb-4fed-8a86-1aee1394a6e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-16c82a2d-4b12-4735-b5bd-dde0d0f3a10d' class='xr-var-data-in' type='checkbox'><label for='data-16c82a2d-4b12-4735-b5bd-dde0d0f3a10d' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d49e5c9-3f82-4e6e-828c-e48e13b5101e' class='xr-section-summary-in' type='checkbox'  ><label for='section-9d49e5c9-3f82-4e6e-828c-e48e13b5101e' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9c2063fe-8d8b-41aa-ae6f-37b722766e02' class='xr-index-data-in' type='checkbox'/><label for='index-9c2063fe-8d8b-41aa-ae6f-37b722766e02' 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(Float64Index([  0.01373291015625,   0.52459716796875,   1.02996826171875,\n",
       "                1.53533935546875,   2.01324462890625,    2.5213623046875,\n",
       "                3.02947998046875,   3.53485107421875,   4.02374267578125,\n",
       "                4.52362060546875,\n",
       "              ...\n",
       "               355.0286865234375,      355.517578125,  356.0174560546875,\n",
       "               356.5228271484375,   357.022705078125, 357.53082275390625,\n",
       "              358.01971435546875, 358.52508544921875, 359.03045654296875,\n",
       "              359.50286865234375],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b50a833b-04d6-4069-b0a2-c4b8f02a1407' class='xr-index-data-in' type='checkbox'/><label for='index-b50a833b-04d6-4069-b0a2-c4b8f02a1407' 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(Float64Index([  1000.0,   1300.0,   1600.0,   1900.0,   2200.0,   2500.0,\n",
       "                2800.0,   3100.0,   3400.0,   3700.0,\n",
       "              ...\n",
       "              296200.0, 296500.0, 296800.0, 297100.0, 297400.0, 297700.0,\n",
       "              298000.0, 298300.0, 298600.0, 298900.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=994))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1b54114e-9f24-4df3-ade4-e87f3ef425b4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1b54114e-9f24-4df3-ade4-e87f3ef425b4' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:            (azimuth: 720, range: 994)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.01373 0.5246 1.03 ... 359.0 359.5\n",
       "    elevation          (azimuth) float32 ...\n",
       "    time               (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 1e+03 1.3e+03 ... 2.986e+05 2.989e+05\n",
       "    longitude          float64 ...\n",
       "    latitude           float64 ...\n",
       "    altitude           float64 ...\n",
       "Data variables: (12/17)\n",
       "    DBTH               (azimuth, range) float32 ...\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    ...                 ...\n",
       "    DB_DBZE8           (azimuth, range) int16 ...\n",
       "    sweep_mode         <U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           <U7 ...\n",
       "    follow_mode        <U7 ...\n",
       "    sweep_fixed_angle  float64 ..."
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe456548",
   "metadata": {},
   "source": [
    "## Reflectivity ($Z$) and Correlation coefficient ($\\rho_{HV}$) plot\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ed4fba5c",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/data/keeling/a/alfonso8/miniconda3/envs/xradar/lib/python3.9/site-packages/xradar/io/backends/iris.py:234: RuntimeWarning: invalid value encountered in sqrt\n",
      "  return np.sqrt(decode_array(data, **kwargs))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x480 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax, ax1) = plt.subplots(1, 2, figsize=(10, 4), dpi=120)\n",
    "ds.DBZH.plot(cmap='pyart_HomeyerRainbow', vmin=-10, vmax=50, ax=ax)\n",
    "ds.RHOHV.plot(cmap='pyart_HomeyerRainbow', vmin=0, vmax=1, ax=ax1)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "278eecc3",
   "metadata": {},
   "source": [
    "Dataset object has range and azimuth as coordinates. To create a polar plot we need to add the georeference information using  `xd.georeference.get_x_y_z(ds)` module from [xradar](https://docs.openradarscience.org/projects/xradar/en/stable/index.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "3078aa6e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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       " *\n",
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       "  padding-bottom: 6px;\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-section-summary-in:disabled + label {\n",
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       "\n",
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       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
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       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-section-details {\n",
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       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
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       "\n",
       ".xr-array-wrap {\n",
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       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
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       "\n",
       ".xr-preview {\n",
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       "\n",
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       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
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       "\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",
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       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
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       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
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       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
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       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
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       "\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",
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       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
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       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
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       "\n",
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       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
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       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
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       "\n",
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       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
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       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
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       "\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",
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       "\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;\n",
       "Dimensions:            (azimuth: 720, range: 994)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.01373 0.5246 1.03 ... 359.0 359.5\n",
       "    elevation          (azimuth) float64 1.318 1.318 1.318 ... 1.318 1.318 1.318\n",
       "    time               (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 1e+03 1.3e+03 ... 2.986e+05 2.989e+05\n",
       "    longitude          float64 -73.76\n",
       "    latitude           float64 6.933\n",
       "    altitude           float64 105.0\n",
       "    spatial_ref        int64 0\n",
       "    x                  (azimuth, range) float64 0.2396 0.3115 ... -2.59e+03\n",
       "    y                  (azimuth, range) float64 999.7 1.3e+03 ... 2.984e+05\n",
       "    z                  (azimuth, range) float64 128.1 135.0 ... 1.223e+04\n",
       "Data variables: (12/17)\n",
       "    DBTH               (azimuth, range) float32 ...\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    ...                 ...\n",
       "    DB_DBZE8           (azimuth, range) int16 ...\n",
       "    sweep_mode         &lt;U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           &lt;U7 ...\n",
       "    follow_mode        &lt;U7 ...\n",
       "    sweep_fixed_angle  float64 ...</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-6d007c37-c7c4-4e86-9f24-f358793da506' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6d007c37-c7c4-4e86-9f24-f358793da506' 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'>azimuth</span>: 720</li><li><span class='xr-has-index'>range</span>: 994</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b8246397-9c11-4961-9fb3-abbbde733a01' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b8246397-9c11-4961-9fb3-abbbde733a01' class='xr-section-summary' >Coordinates: <span>(11)</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'>azimuth</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01373 0.5246 1.03 ... 359.0 359.5</div><input id='attrs-c1de812a-d5d6-4e80-9ead-dcce9ce66799' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1de812a-d5d6-4e80-9ead-dcce9ce66799' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3213b19-60c8-415a-bdac-708e4ae1fdf2' class='xr-var-data-in' type='checkbox'><label for='data-f3213b19-60c8-415a-bdac-708e4ae1fdf2' 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>ray_azimuth_angle</dd><dt><span>long_name :</span></dt><dd>azimuth_angle_from_true_north</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_azimuth_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([1.373291e-02, 5.245972e-01, 1.029968e+00, ..., 3.585251e+02,\n",
       "       3.590305e+02, 3.595029e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elevation</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.318 1.318 1.318 ... 1.318 1.318</div><input id='attrs-76b39a0f-cc76-48a2-b1dc-5d2a1a7521aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-76b39a0f-cc76-48a2-b1dc-5d2a1a7521aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93c29082-452b-4daa-8b7b-e703314453a7' class='xr-var-data-in' type='checkbox'><label for='data-93c29082-452b-4daa-8b7b-e703314453a7' 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>ray_elevation_angle</dd><dt><span>long_name :</span></dt><dd>elevation_angle_from_horizontal_plane</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>axis :</span></dt><dd>radial_elevation_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([1.318359, 1.318359, 1.318359, ..., 1.318359, 1.318359, 1.318359])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(azimuth)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2d771dfb-e503-4eb3-a574-f365cdae6a75' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2d771dfb-e503-4eb3-a574-f365cdae6a75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e561507-1dd4-40e1-bbbb-1fe07f73ec97' class='xr-var-data-in' type='checkbox'><label for='data-5e561507-1dd4-40e1-bbbb-1fe07f73ec97' 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></dl></div><div class='xr-var-data'><pre>[720 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>range</span></div><div class='xr-var-dims'>(range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 1.3e+03 ... 2.989e+05</div><input id='attrs-529a95c0-530c-4d59-9f71-0bb1ed9d62b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-529a95c0-530c-4d59-9f71-0bb1ed9d62b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d9009c9-c5d9-4e64-96c9-6860e2ce93d9' class='xr-var-data-in' type='checkbox'><label for='data-5d9009c9-c5d9-4e64-96c9-6860e2ce93d9' 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>meters</dd><dt><span>standard_name :</span></dt><dd>projection_range_coordinate</dd><dt><span>long_name :</span></dt><dd>range_to_measurement_volume</dd><dt><span>axis :</span></dt><dd>radial_range_coordinate</dd><dt><span>meters_between_gates :</span></dt><dd>15000.0</dd><dt><span>spacing_is_constant :</span></dt><dd>true</dd><dt><span>meters_to_center_of_first_gate :</span></dt><dd>100000</dd></dl></div><div class='xr-var-data'><pre>array([  1000.,   1300.,   1600., ..., 298300., 298600., 298900.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-73.76</div><input id='attrs-0370cf3d-8f82-472b-bf99-8433c26a090a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0370cf3d-8f82-472b-bf99-8433c26a090a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-490562c8-7d4a-4ff1-b325-558f2ffcbfcf' class='xr-var-data-in' type='checkbox'><label for='data-490562c8-7d4a-4ff1-b325-558f2ffcbfcf' 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>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array(-73.76251)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.933</div><input id='attrs-0cd6fc72-870e-4ac1-aba0-6a4c20c06da8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0cd6fc72-870e-4ac1-aba0-6a4c20c06da8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-16eafce5-6770-4ca9-a1d1-edaa5cbbbc30' class='xr-var-data-in' type='checkbox'><label for='data-16eafce5-6770-4ca9-a1d1-edaa5cbbbc30' 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>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array(6.93276)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>altitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>105.0</div><input id='attrs-fff53f9b-75a7-4a91-8f36-1ba077fc77d6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fff53f9b-75a7-4a91-8f36-1ba077fc77d6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-202c19da-986d-41df-8981-02e95925634c' class='xr-var-data-in' type='checkbox'><label for='data-202c19da-986d-41df-8981-02e95925634c' 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>altitude</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array(105.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</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-103c9d09-1889-4e8b-9599-3ede81b6b8b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-103c9d09-1889-4e8b-9599-3ede81b6b8b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9235021-90ba-45a5-8d18-32df2514382e' class='xr-var-data-in' type='checkbox'><label for='data-d9235021-90ba-45a5-8d18-32df2514382e' 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>crs_wkt :</span></dt><dd>PROJCRS[&quot;unknown&quot;,BASEGEOGCRS[&quot;unknown&quot;,DATUM[&quot;World Geodetic System 1984&quot;,ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ID[&quot;EPSG&quot;,6326]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Modified Azimuthal Equidistant&quot;,ID[&quot;EPSG&quot;,9832]],PARAMETER[&quot;Latitude of natural origin&quot;,6.93276012316346,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-73.7625099532306,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>azimuthal_equidistant</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>6.932760123163462</dd><dt><span>longitude_of_projection_origin :</span></dt><dd>-73.76250995323062</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</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>x</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.2396 0.3115 ... -2.59e+03</div><input id='attrs-f45eda2e-7acc-41e7-9001-65e954336030' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f45eda2e-7acc-41e7-9001-65e954336030' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b406aa88-bfc1-497c-ae15-8c9f2fd51bd7' class='xr-var-data-in' type='checkbox'><label for='data-b406aa88-bfc1-497c-ae15-8c9f2fd51bd7' 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>east_west_distance_from_radar</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([[ 2.39617440e-01,  3.11502419e-01,  3.83387280e-01, ...,\n",
       "         7.13912257e+01,  7.14629071e+01,  7.15345882e+01],\n",
       "       [ 9.15325842e+00,  1.18992263e+01,  1.46451896e+01, ...,\n",
       "         2.72710675e+03,  2.72984494e+03,  2.73258311e+03],\n",
       "       [ 1.79703403e+01,  2.33614234e+01,  2.87524976e+01, ...,\n",
       "         5.35405361e+03,  5.35942942e+03,  5.36480522e+03],\n",
       "       ...,\n",
       "       [-2.57320712e+01, -3.34516653e+01, -4.11712468e+01, ...,\n",
       "        -7.66657093e+03, -7.67426866e+03, -7.68196636e+03],\n",
       "       [-1.69161841e+01, -2.19910214e+01, -2.70658505e+01, ...,\n",
       "        -5.03998005e+03, -5.04504051e+03, -5.05010095e+03],\n",
       "       [-8.67404259e+00, -1.12762462e+01, -1.38784455e+01, ...,\n",
       "        -2.58432997e+03, -2.58692480e+03, -2.58951963e+03]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>999.7 1.3e+03 ... 2.984e+05</div><input id='attrs-55cf3161-596d-4c2d-b70c-d086487570a1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55cf3161-596d-4c2d-b70c-d086487570a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b993835-785b-4437-ac43-4ff9bc1d8954' class='xr-var-data-in' type='checkbox'><label for='data-2b993835-785b-4437-ac43-4ff9bc1d8954' 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>north_south_distance_from_radar</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([[   999.7202061 ,   1299.63520893,   1599.54972167, ...,\n",
       "        297854.99234949, 298154.05788937, 298453.12220588],\n",
       "       [   999.67833115,   1299.58077154,   1599.48272185, ...,\n",
       "        297842.51619441, 298141.56920744, 298440.62099714],\n",
       "       [   999.55871002,   1299.4252642 ,   1599.29132836, ...,\n",
       "        297806.87647226, 298105.89370071, 298404.90970599],\n",
       "       ...,\n",
       "       [   999.38901756,   1299.20466418,   1599.01982087, ...,\n",
       "        297756.31858006, 298055.28504515, 298354.25028726],\n",
       "       [   999.57710589,   1299.44917881,   1599.32076171, ...,\n",
       "        297812.35730799, 298111.38003956, 298410.40154793],\n",
       "       [   999.68260407,   1299.58632634,   1599.48955853, ...,\n",
       "        297843.78926348, 298142.84355475, 298441.89662269]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>128.1 135.0 ... 1.221e+04 1.223e+04</div><input id='attrs-7eac2e0d-6a0d-455f-a3bc-b818d2536d6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7eac2e0d-6a0d-455f-a3bc-b818d2536d6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2cc6679-435c-413c-81ea-82724a237f13' class='xr-var-data-in' type='checkbox'><label for='data-f2cc6679-435c-413c-81ea-82724a237f13' 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>height_above_ground</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([[  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095],\n",
       "       [  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095],\n",
       "       [  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095],\n",
       "       ...,\n",
       "       [  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095],\n",
       "       [  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095],\n",
       "       [  128.06644691,   135.00929942,   141.96272962, ...,\n",
       "        12191.50415907, 12208.91037205, 12226.32713095]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9777adbf-b679-4ab2-9f5d-9b590a7f77a3' class='xr-section-summary-in' type='checkbox'  ><label for='section-9777adbf-b679-4ab2-9f5d-9b590a7f77a3' class='xr-section-summary' >Data variables: <span>(17)</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>DBTH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d8a0e7f9-bebc-4b23-8558-e7a0a133102f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d8a0e7f9-bebc-4b23-8558-e7a0a133102f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-731dfcfd-a47a-497f-8cd8-656c12c89538' class='xr-var-data-in' type='checkbox'><label for='data-731dfcfd-a47a-497f-8cd8-656c12c89538' 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>Total power H (uncorrected reflectivity)</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DBZH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-537e95f5-014d-48d0-acad-068fdc57f8f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-537e95f5-014d-48d0-acad-068fdc57f8f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55e8271b-c1e1-418e-986a-450f7bbab259' class='xr-var-data-in' type='checkbox'><label for='data-55e8271b-c1e1-418e-986a-450f7bbab259' 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>Equivalent reflectivity factor H</dd><dt><span>units :</span></dt><dd>dBZ</dd><dt><span>standard_name :</span></dt><dd>radar_equivalent_reflectivity_factor_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ba8f1056-9e54-4397-b208-f0fae0628357' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ba8f1056-9e54-4397-b208-f0fae0628357' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45c76f8e-db12-4c43-806f-c258f143cd63' class='xr-var-data-in' type='checkbox'><label for='data-45c76f8e-db12-4c43-806f-c258f143cd63' 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>Radial velocity of scatterers away from instrument H</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radial_velocity_of_scatterers_away_from_instrument_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WRADH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-61b8233e-03ba-44fb-9386-e9a017be8ae2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-61b8233e-03ba-44fb-9386-e9a017be8ae2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b80387a-6347-46cd-92cf-3ab744f67c83' class='xr-var-data-in' type='checkbox'><label for='data-6b80387a-6347-46cd-92cf-3ab744f67c83' 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>Doppler spectrum width H</dd><dt><span>units :</span></dt><dd>meters per seconds</dd><dt><span>standard_name :</span></dt><dd>radar_doppler_spectrum_width_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ZDR</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7232a73d-02ae-4530-935f-f6583089a150' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7232a73d-02ae-4530-935f-f6583089a150' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d7c97d6b-219c-4ff9-9c9c-70125d04f6f9' class='xr-var-data-in' type='checkbox'><label for='data-d7c97d6b-219c-4ff9-9c9c-70125d04f6f9' 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>Log differential reflectivity H/V</dd><dt><span>units :</span></dt><dd>dB</dd><dt><span>standard_name :</span></dt><dd>radar_differential_reflectivity_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>KDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-95a9f154-92cd-4a7f-99f7-5dbff2787952' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95a9f154-92cd-4a7f-99f7-5dbff2787952' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e46c258f-dca3-4705-9df6-1e0451f0921c' class='xr-var-data-in' type='checkbox'><label for='data-e46c258f-dca3-4705-9df6-1e0451f0921c' 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>Specific differential phase HV</dd><dt><span>units :</span></dt><dd>degrees per kilometer</dd><dt><span>standard_name :</span></dt><dd>radar_specific_differential_phase_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PHIDP</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-20119f6e-f87b-4d2a-84c3-716d9a16170c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-20119f6e-f87b-4d2a-84c3-716d9a16170c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8289f55-bce8-4a19-81a0-589ff703aa5e' class='xr-var-data-in' type='checkbox'><label for='data-c8289f55-bce8-4a19-81a0-589ff703aa5e' 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>Differential phase HV</dd><dt><span>units :</span></dt><dd>degrees</dd><dt><span>standard_name :</span></dt><dd>radar_differential_phase_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SQIH</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-58e94d43-1fe9-47c9-86a7-8a800802dd44' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-58e94d43-1fe9-47c9-86a7-8a800802dd44' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21b96b06-d308-4765-9254-3cdaa83b6ef3' class='xr-var-data-in' type='checkbox'><label for='data-21b96b06-d308-4765-9254-3cdaa83b6ef3' 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>Signal Quality H</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>signal_quality_index_h</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RHOHV</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0b75228e-42ac-408e-bd1a-e34d7a27711e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b75228e-42ac-408e-bd1a-e34d7a27711e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5b221b1-90d4-4c12-9400-ca95d1266eed' class='xr-var-data-in' type='checkbox'><label for='data-d5b221b1-90d4-4c12-9400-ca95d1266eed' 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>Correlation coefficient HV</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>standard_name :</span></dt><dd>radar_correlation_coefficient_hv</dd><dt><span>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_HCLASS</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6855cfbe-55dd-41f8-857f-ebe81f3818ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6855cfbe-55dd-41f8-857f-ebe81f3818ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50d88105-d892-4724-8dd3-59feb867134b' class='xr-var-data-in' type='checkbox'><label for='data-50d88105-d892-4724-8dd3-59feb867134b' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_DBTE8</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a2dceb70-f0a7-41b8-b4b9-ffa656ad8070' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2dceb70-f0a7-41b8-b4b9-ffa656ad8070' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a635d164-cc08-4a5c-a30c-9c87eb8167d0' class='xr-var-data-in' type='checkbox'><label for='data-a635d164-cc08-4a5c-a30c-9c87eb8167d0' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DB_DBZE8</span></div><div class='xr-var-dims'>(azimuth, range)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-24a6b320-3968-4a27-82f9-c0e4cf2e92ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-24a6b320-3968-4a27-82f9-c0e4cf2e92ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5126835c-54b8-440b-84e0-853646a8c1e2' class='xr-var-data-in' type='checkbox'><label for='data-5126835c-54b8-440b-84e0-853646a8c1e2' 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>coordinates :</span></dt><dd>elevation azimuth range latitude longitude altitude time rtime sweep_mode</dd></dl></div><div class='xr-var-data'><pre>[715680 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U20</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-09ce1a3d-f644-4dcd-9d42-cf98dc2c2bac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-09ce1a3d-f644-4dcd-9d42-cf98dc2c2bac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-657c1b58-42e1-4f21-a44b-40c39eff2d32' class='xr-var-data-in' type='checkbox'><label for='data-657c1b58-42e1-4f21-a44b-40c39eff2d32' 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>[1 values with dtype=&lt;U20]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_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-95550f20-be8f-4b6f-80d3-76804870eee9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-95550f20-be8f-4b6f-80d3-76804870eee9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-092cfa77-834c-4def-b3dd-cf3da436e0ef' class='xr-var-data-in' type='checkbox'><label for='data-092cfa77-834c-4def-b3dd-cf3da436e0ef' 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>[1 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prt_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b879e0e4-d57b-465f-a649-7c570f3e79fd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b879e0e4-d57b-465f-a649-7c570f3e79fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e364089-af0e-4720-ac93-7f9e1c056020' class='xr-var-data-in' type='checkbox'><label for='data-8e364089-af0e-4720-ac93-7f9e1c056020' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>follow_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U7</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5102904e-b642-4206-a7c6-9d48a00c7307' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5102904e-b642-4206-a7c6-9d48a00c7307' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a326d150-5d17-400f-9f6c-8530ddad84e2' class='xr-var-data-in' type='checkbox'><label for='data-a326d150-5d17-400f-9f6c-8530ddad84e2' 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>[1 values with dtype=&lt;U7]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sweep_fixed_angle</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-be9e239e-fd4b-40e9-97a6-b71c7dd21cbf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-be9e239e-fd4b-40e9-97a6-b71c7dd21cbf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa89912e-b06a-413e-9860-56260c4758dc' class='xr-var-data-in' type='checkbox'><label for='data-fa89912e-b06a-413e-9860-56260c4758dc' 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>[1 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-27a94da6-8179-43f0-982a-95aa426f6767' class='xr-section-summary-in' type='checkbox'  ><label for='section-27a94da6-8179-43f0-982a-95aa426f6767' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>azimuth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a505710a-0bfa-454d-aee7-c57580610e31' class='xr-index-data-in' type='checkbox'/><label for='index-a505710a-0bfa-454d-aee7-c57580610e31' 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(Float64Index([  0.01373291015625,   0.52459716796875,   1.02996826171875,\n",
       "                1.53533935546875,   2.01324462890625,    2.5213623046875,\n",
       "                3.02947998046875,   3.53485107421875,   4.02374267578125,\n",
       "                4.52362060546875,\n",
       "              ...\n",
       "               355.0286865234375,      355.517578125,  356.0174560546875,\n",
       "               356.5228271484375,   357.022705078125, 357.53082275390625,\n",
       "              358.01971435546875, 358.52508544921875, 359.03045654296875,\n",
       "              359.50286865234375],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;azimuth&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>range</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a1175343-155b-42dd-a8b4-1204b5097f49' class='xr-index-data-in' type='checkbox'/><label for='index-a1175343-155b-42dd-a8b4-1204b5097f49' 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(Float64Index([  1000.0,   1300.0,   1600.0,   1900.0,   2200.0,   2500.0,\n",
       "                2800.0,   3100.0,   3400.0,   3700.0,\n",
       "              ...\n",
       "              296200.0, 296500.0, 296800.0, 297100.0, 297400.0, 297700.0,\n",
       "              298000.0, 298300.0, 298600.0, 298900.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;range&#x27;, length=994))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-07f704ba-3afa-45ff-8429-cd6531afdb58' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-07f704ba-3afa-45ff-8429-cd6531afdb58' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:            (azimuth: 720, range: 994)\n",
       "Coordinates:\n",
       "  * azimuth            (azimuth) float64 0.01373 0.5246 1.03 ... 359.0 359.5\n",
       "    elevation          (azimuth) float64 1.318 1.318 1.318 ... 1.318 1.318 1.318\n",
       "    time               (azimuth) datetime64[ns] ...\n",
       "  * range              (range) float32 1e+03 1.3e+03 ... 2.986e+05 2.989e+05\n",
       "    longitude          float64 -73.76\n",
       "    latitude           float64 6.933\n",
       "    altitude           float64 105.0\n",
       "    spatial_ref        int64 0\n",
       "    x                  (azimuth, range) float64 0.2396 0.3115 ... -2.59e+03\n",
       "    y                  (azimuth, range) float64 999.7 1.3e+03 ... 2.984e+05\n",
       "    z                  (azimuth, range) float64 128.1 135.0 ... 1.223e+04\n",
       "Data variables: (12/17)\n",
       "    DBTH               (azimuth, range) float32 ...\n",
       "    DBZH               (azimuth, range) float32 ...\n",
       "    VRADH              (azimuth, range) float32 ...\n",
       "    WRADH              (azimuth, range) float32 ...\n",
       "    ZDR                (azimuth, range) float32 ...\n",
       "    KDP                (azimuth, range) float32 ...\n",
       "    ...                 ...\n",
       "    DB_DBZE8           (azimuth, range) int16 ...\n",
       "    sweep_mode         <U20 ...\n",
       "    sweep_number       int64 ...\n",
       "    prt_mode           <U7 ...\n",
       "    follow_mode        <U7 ...\n",
       "    sweep_fixed_angle  float64 ..."
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xd.georeference.get_x_y_z(ds)\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d779053a",
   "metadata": {},
   "source": [
    "Now x, y, and z have been added to the dataset coordinates. Let's create the new plot using the georeference information "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "85bb2051",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax, ax1) = plt.subplots(1, 2, figsize=(10, 4))\n",
    "ds.DBZH.plot(x='x', y='y', cmap='pyart_HomeyerRainbow', vmin=-10, vmax=50, ax=ax)\n",
    "ds.RHOHV.plot(x='x', y='y', cmap='pyart_HomeyerRainbow', vmin=0, vmax=1, ax=ax1)\n",
    "ax.set_title('')\n",
    "ax1.set_title('')\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fb18393",
   "metadata": {},
   "source": [
    "## Let's clean the plots using [`xarray.where`](https://docs.xarray.dev/en/stable/generated/xarray.where.html) module\n",
    "\n",
    "The blue background color indicates that the radar reflectivity is less than -10 dBZ. we can filter them out as follows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "834b156e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax, ax1) = plt.subplots(1, 2, figsize=(10, 4))\n",
    "ds.DBZH.where(ds.DBZH >=-10).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', vmin=-10, vmax=50, ax=ax)\n",
    "ds.RHOHV.where(ds.DBZH >=-10).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', vmin=0, vmax=1, ax=ax1)\n",
    "ax.set_title('')\n",
    "ax1.set_title('')\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7cb866a8",
   "metadata": {},
   "source": [
    "Polarimetric variables can also be used as indicators to remove different noise from different sources. For example, the $\\rho_{HV}$ provides a measure of the consistency of the shapes and sizes of targets within the radar beam. Thus, the grater the $\\rho_{HV}$ the more consistent is the measurament. For this example we can use $\\rho_{HV} > 0.85$ as an acceptable threshold "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "80242e59-746d-463f-a667-246e3f37d16f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax, ax1) = plt.subplots(1, 2, figsize=(10, 4))\n",
    "ds.DBZH.where(ds.DBZH >=-10).where(ds.RHOHV >=0.85).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', \n",
    "                                                        vmin=-10, vmax=50, ax=ax)\n",
    "\n",
    "ds.DBZH.where(ds.DBZH >=-10).where(ds.RHOHV >=0.85).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', \n",
    "                                                        vmin=0, vmax=1, ax=ax1)\n",
    "ax.set_title('')\n",
    "ax1.set_title('')\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad8060e0",
   "metadata": {},
   "source": [
    "## Embelishing the plots\n",
    "We can change some axis labels as well as the color bar label to make the plot more understantable"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "b48519af",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax, ax1) = plt.subplots(1, 2, figsize=(10, 4))\n",
    "ds.DBZH.where(ds.DBZH >=-10).where(ds.RHOHV >=0.85).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', \n",
    "                                                         vmin=-10, vmax=50, ax=ax, \n",
    "                                                         cbar_kwargs={'label': '$Reflectivity \\ [dBZ]$'})\n",
    "\n",
    "ds.RHOHV.where(ds.DBZH >=-10).where(ds.RHOHV >=0.85).plot(x='x', y='y', cmap='pyart_HomeyerRainbow', \n",
    "                                                        vmin=0, vmax=1, ax=ax1,\n",
    "                                                         cbar_kwargs={'label': '$Corr. \\ Coef. \\  [unitless]$'})\n",
    "\n",
    "# lambda fucntion for unit trasformation m->km\n",
    "m2km = lambda x, _: f'{x/1000:g}'\n",
    "# set new ticks\n",
    "ax.xaxis.set_major_formatter(m2km)\n",
    "ax.yaxis.set_major_formatter(m2km)\n",
    "ax1.xaxis.set_major_formatter(m2km)\n",
    "ax1.yaxis.set_major_formatter(m2km)\n",
    "# removing the title in both plots\n",
    "ax.set_title('')\n",
    "ax1.set_title('')\n",
    "\n",
    "# renaming the axis\n",
    "ax.set_ylabel('$North - South \\ distance \\ [km]$')\n",
    "ax.set_xlabel('$East - West \\ distance \\ [km]$')\n",
    "ax1.set_ylabel('$North - South \\ distance \\ [km]$')\n",
    "ax1.set_xlabel('$East - West \\ distance \\ [km]$')\n",
    "\n",
    "# setting up the title\n",
    "ax.set_title(f'$Guaviare \\ radar$' + '\\n' + f'${to_datetime(ds.time.values[0]): %Y-%m-%d - %X}$' + \"$ UTC$\")\n",
    "ax1.set_title(f'$Guaviare \\ radar$' + '\\n' + f'${to_datetime(ds.time.values[0]): %Y-%m-%d - %X}$' + \"$ UTC$\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4486dbe6",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7d8b9dfb",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0ca639c6",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}