{
 "cells": [
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   "id": "4745fe28",
   "metadata": {},
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    "# Physical Variables"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "081f83f1",
   "metadata": {},
   "source": [
    "> This notebook looks at some canonical transformations of sea surface height (SSH). \n",
    "These are derived variables that can be calculated from SSH and are often very good indicators of performance.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d8e3909d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import autoroot\n",
    "import typing as tp\n",
    "from dataclasses import dataclass\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import xarray as xr\n",
    "import metpy\n",
    "from metpy.units import units\n",
    "import xarray_dataclasses as xrdataclass\n",
    "from oceanbench._src.geoprocessing import geostrophic_v2 as geocalc\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "sns.reset_defaults()\n",
    "sns.set_context(context=\"talk\", font_scale=0.7)\n",
    "\n",
    "%load_ext autoreload\n",
    "%autoreload 2\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "13ce2ee5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[35m/Users/eman/code_projects/data/oceanbench-data-registry/osse_natl60/grid/gf_mod_ssh_daily.nc\u001b[m\u001b[m\n"
     ]
    }
   ],
   "source": [
    "# file = \"/gpfswork/rech/cli/uvo53rl/projects/jejeqx/data/natl60/NATL60-CJM165_GULFSTREAM_ssh_y2013.1y.nc\"\n",
    "file = \"/Users/eman/code_projects/data/oceanbench-data-registry/osse_natl60/grid/gf_mod_ssh_daily.nc\"\n",
    "\n",
    "!ls $file"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "ddfa613d",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat      (lat) float64 33.0 33.05 33.1 33.15 33.2 ... 42.85 42.9 42.95 43.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01T12:00:00 ... 2013-03-01T12:00:00\n",
       "Data variables:\n",
       "    ssh      (time, lat, lon) 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-170d98cd-2464-44f6-821a-5e0e3c116a44' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-170d98cd-2464-44f6-821a-5e0e3c116a44' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 60</li><li><span class='xr-has-index'>lat</span>: 201</li><li><span class='xr-has-index'>lon</span>: 201</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-99728c70-f148-4299-93be-e3aace9b5ce1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-99728c70-f148-4299-93be-e3aace9b5ce1' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-65.0 -64.95 -64.9 ... -55.05 -55.0</div><input id='attrs-c1cac85d-f363-4c8b-873f-1b361ca41078' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c1cac85d-f363-4c8b-873f-1b361ca41078' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8b83264-52d5-4709-924b-73159d214e12' class='xr-var-data-in' type='checkbox'><label for='data-e8b83264-52d5-4709-924b-73159d214e12' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-65.  , -64.95, -64.9 , ..., -55.1 , -55.05, -55.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>33.0 33.05 33.1 ... 42.9 42.95 43.0</div><input id='attrs-089c48be-a0c7-404e-8260-87037ffe5b13' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-089c48be-a0c7-404e-8260-87037ffe5b13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f080c39-33f0-4019-8294-612df13f12d5' class='xr-var-data-in' type='checkbox'><label for='data-1f080c39-33f0-4019-8294-612df13f12d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([33.  , 33.05, 33.1 , ..., 42.9 , 42.95, 43.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-01-01T12:00:00 ... 2013-03-...</div><input id='attrs-fdfdc8a7-9e6e-4a95-b8de-96cc4cd28d8e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fdfdc8a7-9e6e-4a95-b8de-96cc4cd28d8e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-165ee0de-7004-4546-9e6b-f9d5f5479d2a' class='xr-var-data-in' type='checkbox'><label for='data-165ee0de-7004-4546-9e6b-f9d5f5479d2a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2013-01-01T12:00:00.000000000&#x27;, &#x27;2013-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-03T12:00:00.000000000&#x27;, &#x27;2013-01-04T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-05T12:00:00.000000000&#x27;, &#x27;2013-01-06T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-07T12:00:00.000000000&#x27;, &#x27;2013-01-08T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-09T12:00:00.000000000&#x27;, &#x27;2013-01-10T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-11T12:00:00.000000000&#x27;, &#x27;2013-01-12T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-13T12:00:00.000000000&#x27;, &#x27;2013-01-14T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-15T12:00:00.000000000&#x27;, &#x27;2013-01-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-17T12:00:00.000000000&#x27;, &#x27;2013-01-18T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-19T12:00:00.000000000&#x27;, &#x27;2013-01-20T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-21T12:00:00.000000000&#x27;, &#x27;2013-01-22T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-23T12:00:00.000000000&#x27;, &#x27;2013-01-24T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-25T12:00:00.000000000&#x27;, &#x27;2013-01-26T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-27T12:00:00.000000000&#x27;, &#x27;2013-01-28T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-29T12:00:00.000000000&#x27;, &#x27;2013-01-30T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-31T12:00:00.000000000&#x27;, &#x27;2013-02-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-02T12:00:00.000000000&#x27;, &#x27;2013-02-03T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-04T12:00:00.000000000&#x27;, &#x27;2013-02-05T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-06T12:00:00.000000000&#x27;, &#x27;2013-02-07T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-08T12:00:00.000000000&#x27;, &#x27;2013-02-09T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-10T12:00:00.000000000&#x27;, &#x27;2013-02-11T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-12T12:00:00.000000000&#x27;, &#x27;2013-02-13T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-14T12:00:00.000000000&#x27;, &#x27;2013-02-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-16T12:00:00.000000000&#x27;, &#x27;2013-02-17T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-18T12:00:00.000000000&#x27;, &#x27;2013-02-19T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-20T12:00:00.000000000&#x27;, &#x27;2013-02-21T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-22T12:00:00.000000000&#x27;, &#x27;2013-02-23T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-24T12:00:00.000000000&#x27;, &#x27;2013-02-25T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-26T12:00:00.000000000&#x27;, &#x27;2013-02-27T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-28T12:00:00.000000000&#x27;, &#x27;2013-03-01T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-964b44ad-eed5-44ee-99da-b2a49966732f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-964b44ad-eed5-44ee-99da-b2a49966732f' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>ssh</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a9226500-f788-41d9-92f4-ba47dd494e60' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9226500-f788-41d9-92f4-ba47dd494e60' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc5d70e1-bd4b-4be2-b8ee-966cfb07213b' class='xr-var-data-in' type='checkbox'><label for='data-bc5d70e1-bd4b-4be2-b8ee-966cfb07213b' 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>[2424060 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a8578eb3-9480-468e-9649-2b75d70f58e5' class='xr-section-summary-in' type='checkbox'  ><label for='section-a8578eb3-9480-468e-9649-2b75d70f58e5' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-391868f5-ccbd-4273-ae41-6e7caa6cf252' class='xr-index-data-in' type='checkbox'/><label for='index-391868f5-ccbd-4273-ae41-6e7caa6cf252' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              -65.0,              -64.95,               -64.9,\n",
       "        -64.85000000000001,  -64.80000000000001,  -64.75000000000001,\n",
       "        -64.70000000000002,  -64.65000000000002,  -64.60000000000002,\n",
       "        -64.55000000000003,\n",
       "       ...\n",
       "        -55.45000000000054, -55.400000000000546,  -55.35000000000055,\n",
       "        -55.30000000000055, -55.250000000000554,  -55.20000000000056,\n",
       "        -55.15000000000056,  -55.10000000000056, -55.050000000000566,\n",
       "        -55.00000000000057],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-062a5880-b7c2-43e1-94e7-f968c6978cab' class='xr-index-data-in' type='checkbox'/><label for='index-062a5880-b7c2-43e1-94e7-f968c6978cab' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              33.0,              33.05, 33.099999999999994,\n",
       "        33.14999999999999,  33.19999999999999, 33.249999999999986,\n",
       "        33.29999999999998,  33.34999999999998,  33.39999999999998,\n",
       "       33.449999999999974,\n",
       "       ...\n",
       "        42.54999999999946, 42.599999999999454,  42.64999999999945,\n",
       "        42.69999999999945, 42.749999999999446,  42.79999999999944,\n",
       "        42.84999999999944,  42.89999999999944, 42.949999999999434,\n",
       "        42.99999999999943],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-94afdb98-84eb-4370-907b-f47126abdf72' class='xr-index-data-in' type='checkbox'/><label for='index-94afdb98-84eb-4370-907b-f47126abdf72' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2013-01-01 12:00:00&#x27;, &#x27;2013-01-02 12:00:00&#x27;,\n",
       "               &#x27;2013-01-03 12:00:00&#x27;, &#x27;2013-01-04 12:00:00&#x27;,\n",
       "               &#x27;2013-01-05 12:00:00&#x27;, &#x27;2013-01-06 12:00:00&#x27;,\n",
       "               &#x27;2013-01-07 12:00:00&#x27;, &#x27;2013-01-08 12:00:00&#x27;,\n",
       "               &#x27;2013-01-09 12:00:00&#x27;, &#x27;2013-01-10 12:00:00&#x27;,\n",
       "               &#x27;2013-01-11 12:00:00&#x27;, &#x27;2013-01-12 12:00:00&#x27;,\n",
       "               &#x27;2013-01-13 12:00:00&#x27;, &#x27;2013-01-14 12:00:00&#x27;,\n",
       "               &#x27;2013-01-15 12:00:00&#x27;, &#x27;2013-01-16 12:00:00&#x27;,\n",
       "               &#x27;2013-01-17 12:00:00&#x27;, &#x27;2013-01-18 12:00:00&#x27;,\n",
       "               &#x27;2013-01-19 12:00:00&#x27;, &#x27;2013-01-20 12:00:00&#x27;,\n",
       "               &#x27;2013-01-21 12:00:00&#x27;, &#x27;2013-01-22 12:00:00&#x27;,\n",
       "               &#x27;2013-01-23 12:00:00&#x27;, &#x27;2013-01-24 12:00:00&#x27;,\n",
       "               &#x27;2013-01-25 12:00:00&#x27;, &#x27;2013-01-26 12:00:00&#x27;,\n",
       "               &#x27;2013-01-27 12:00:00&#x27;, &#x27;2013-01-28 12:00:00&#x27;,\n",
       "               &#x27;2013-01-29 12:00:00&#x27;, &#x27;2013-01-30 12:00:00&#x27;,\n",
       "               &#x27;2013-01-31 12:00:00&#x27;, &#x27;2013-02-01 12:00:00&#x27;,\n",
       "               &#x27;2013-02-02 12:00:00&#x27;, &#x27;2013-02-03 12:00:00&#x27;,\n",
       "               &#x27;2013-02-04 12:00:00&#x27;, &#x27;2013-02-05 12:00:00&#x27;,\n",
       "               &#x27;2013-02-06 12:00:00&#x27;, &#x27;2013-02-07 12:00:00&#x27;,\n",
       "               &#x27;2013-02-08 12:00:00&#x27;, &#x27;2013-02-09 12:00:00&#x27;,\n",
       "               &#x27;2013-02-10 12:00:00&#x27;, &#x27;2013-02-11 12:00:00&#x27;,\n",
       "               &#x27;2013-02-12 12:00:00&#x27;, &#x27;2013-02-13 12:00:00&#x27;,\n",
       "               &#x27;2013-02-14 12:00:00&#x27;, &#x27;2013-02-15 12:00:00&#x27;,\n",
       "               &#x27;2013-02-16 12:00:00&#x27;, &#x27;2013-02-17 12:00:00&#x27;,\n",
       "               &#x27;2013-02-18 12:00:00&#x27;, &#x27;2013-02-19 12:00:00&#x27;,\n",
       "               &#x27;2013-02-20 12:00:00&#x27;, &#x27;2013-02-21 12:00:00&#x27;,\n",
       "               &#x27;2013-02-22 12:00:00&#x27;, &#x27;2013-02-23 12:00:00&#x27;,\n",
       "               &#x27;2013-02-24 12:00:00&#x27;, &#x27;2013-02-25 12:00:00&#x27;,\n",
       "               &#x27;2013-02-26 12:00:00&#x27;, &#x27;2013-02-27 12:00:00&#x27;,\n",
       "               &#x27;2013-02-28 12:00:00&#x27;, &#x27;2013-03-01 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9bcd5886-6437-43f5-aa13-f8d67f514d55' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9bcd5886-6437-43f5-aa13-f8d67f514d55' 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:  (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat      (lat) float64 33.0 33.05 33.1 33.15 33.2 ... 42.85 42.9 42.95 43.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01T12:00:00 ... 2013-03-01T12:00:00\n",
       "Data variables:\n",
       "    ssh      (time, lat, lon) float64 ..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da = xr.open_dataset(file)\n",
    "# da[\"time\"] = pd.to_datetime(da.time)\n",
    "da = da.sortby(\"time\")\n",
    "# da = da.coarsen(lat=2, boundary=\"trim\").mean()\n",
    "da = da.sel(time=slice(\"2013-01-01\", \"2013-03-01\"))\n",
    "da"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f91fb1aa",
   "metadata": {},
   "source": [
    "## Sea Surface Height"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bafd9b49",
   "metadata": {},
   "source": [
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{Sea Surface Height}[m]: && \n",
    "\\eta &=\\boldsymbol{\\eta}(\\vec{\\mathbf{x}},t) && && \n",
    "\\boldsymbol{\\eta}: \\boldsymbol{\\Omega}\\times\\boldsymbol{T}\\rightarrow\\mathbb{R}\n",
    "\\end{aligned}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e4a6cdce",
   "metadata": {},
   "outputs": [],
   "source": [
    "da[\"ssh\"] = da.ssh * units.meters\n",
    "da[\"ssh\"].attrs[\"units\"] = \"m\"\n",
    "da[\"ssh\"].attrs[\"long_name\"] = \"Sea Surface Height\"\n",
    "da[\"ssh\"].attrs[\"standard_name\"] = \"sea_surface_height\"\n",
    "\n",
    "da[\"lat\"] = da.lat * units.degree_north\n",
    "da[\"lat\"].attrs[\"long_name\"] = \"Latitude\"\n",
    "da[\"lat\"].attrs[\"standard_name\"] = \"latitude\"\n",
    "\n",
    "da[\"lon\"] = da.lon * units.degree_east\n",
    "da[\"lon\"].attrs[\"long_name\"] = \"Longitude\"\n",
    "da[\"lon\"].attrs[\"standard_name\"] = \"longitude\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "fa44bdd5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.ssh.isel(time=1).plot.pcolormesh(ax=ax, cmap=\"viridis\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d8dd899",
   "metadata": {},
   "source": [
    "## Stream Function"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "649658ed",
   "metadata": {},
   "source": [
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{Stream Function }[ms^{-1}]: && \n",
    "\\psi &=\\boldsymbol{\\psi}(\\vec{\\mathbf{x}},t) && && \n",
    "\\boldsymbol{\\psi}: \\boldsymbol{\\Omega}\\times\\boldsymbol{T}\\rightarrow\\mathbb{R}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\psi = \\frac{g}{f_0}\\eta\n",
    "$$"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "08987d6a",
   "metadata": {},
   "source": [
    "#### Coriolis Parameter\n",
    "\n",
    "$$\n",
    "f_0 = 2\\Omega\\sin(\\varphi)\n",
    "$$\n",
    "\n",
    "where:\n",
    "* $\\Omega$ - ...\n",
    "* $\\varphi$ - latitude (radians)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "758c7cc9",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
       "&lt;Quantity(8.967442585730005e-05, &#x27;1 / second&#x27;)&gt;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8a6b26c6-d048-42fb-b2d7-55d0bebaabf8' class='xr-array-in' type='checkbox' checked><label for='section-8a6b26c6-d048-42fb-b2d7-55d0bebaabf8' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[1/s] 8.967e-05</span></div><div class='xr-array-data'>8.967442585730005×10<sup>-5</sup> 1/second</div></div></li><li class='xr-section-item'><input id='section-bf7e4e1a-03d6-483a-8aa2-a2ea37effea1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bf7e4e1a-03d6-483a-8aa2-a2ea37effea1' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-17fb1315-5251-4903-a1a4-518090abee27' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-17fb1315-5251-4903-a1a4-518090abee27' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-919aa19c-2d09-40b1-9619-8ac5c89c4329' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-919aa19c-2d09-40b1-9619-8ac5c89c4329' 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.DataArray ()>\n",
       "<Quantity(8.967442585730005e-05, '1 / second')>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f0 = metpy.calc.coriolis_parameter(latitude=np.deg2rad(da.lat)).mean()\n",
    "f0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ce3a39f",
   "metadata": {},
   "source": [
    "#### Gravity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "d23da47c",
   "metadata": {},
   "outputs": [],
   "source": [
    "from metpy.constants import earth_gravity as GRAVITY"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d2fc935f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "9.80665 meter/second<sup>2</sup>"
      ],
      "text/latex": [
       "$\\begin{pmatrix}\\end{pmatrix}\\ \\frac{\\mathrm{meter}}{\\mathrm{second}^{2}}$"
      ],
      "text/plain": [
       "array(9.80665) <Unit('meter / second ** 2')>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "GRAVITY"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "714f91ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "da[\"psi\"] = geocalc.streamfunction(da, \"ssh\").psi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "24a8bf7d",
   "metadata": {},
   "outputs": [
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       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat      (lat) float64 33.0 33.05 33.1 33.15 33.2 ... 42.85 42.9 42.95 43.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01T12:00:00 ... 2013-03-01T12:00:00\n",
       "Data variables:\n",
       "    ssh      (time, lat, lon) float64 [m] 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0\n",
       "    psi      (time, lat, lon) float64 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</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-50c0ebd3-f8f6-4289-b9bd-6cd5f6349d59' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-50c0ebd3-f8f6-4289-b9bd-6cd5f6349d59' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 60</li><li><span class='xr-has-index'>lat</span>: 201</li><li><span class='xr-has-index'>lon</span>: 201</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-47c8a3dd-352f-4d02-b58c-4a81ee2b9b33' class='xr-section-summary-in' type='checkbox'  checked><label for='section-47c8a3dd-352f-4d02-b58c-4a81ee2b9b33' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-65.0 -64.95 -64.9 ... -55.05 -55.0</div><input id='attrs-c0437c45-c2a7-4765-947a-d69e2e23b17d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0437c45-c2a7-4765-947a-d69e2e23b17d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce7a05f5-2c58-474b-bd64-7eabaf88fd11' class='xr-var-data-in' type='checkbox'><label for='data-ce7a05f5-2c58-474b-bd64-7eabaf88fd11' 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>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-65.  , -64.95, -64.9 , ..., -55.1 , -55.05, -55.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>33.0 33.05 33.1 ... 42.9 42.95 43.0</div><input id='attrs-fe49b3bd-83c9-4fea-bbc5-01a93b93e942' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fe49b3bd-83c9-4fea-bbc5-01a93b93e942' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba806348-8937-4552-bf93-90db179b6dbb' class='xr-var-data-in' type='checkbox'><label for='data-ba806348-8937-4552-bf93-90db179b6dbb' 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>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([33.  , 33.05, 33.1 , ..., 42.9 , 42.95, 43.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-01-01T12:00:00 ... 2013-03-...</div><input id='attrs-9a22fed9-bfd7-4f1c-bed4-d19f1e4b63bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a22fed9-bfd7-4f1c-bed4-d19f1e4b63bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-374912cc-8172-4af9-a3e3-ead290b80aa3' class='xr-var-data-in' type='checkbox'><label for='data-374912cc-8172-4af9-a3e3-ead290b80aa3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2013-01-01T12:00:00.000000000&#x27;, &#x27;2013-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-03T12:00:00.000000000&#x27;, &#x27;2013-01-04T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-05T12:00:00.000000000&#x27;, &#x27;2013-01-06T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-07T12:00:00.000000000&#x27;, &#x27;2013-01-08T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-09T12:00:00.000000000&#x27;, &#x27;2013-01-10T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-11T12:00:00.000000000&#x27;, &#x27;2013-01-12T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-13T12:00:00.000000000&#x27;, &#x27;2013-01-14T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-15T12:00:00.000000000&#x27;, &#x27;2013-01-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-17T12:00:00.000000000&#x27;, &#x27;2013-01-18T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-19T12:00:00.000000000&#x27;, &#x27;2013-01-20T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-21T12:00:00.000000000&#x27;, &#x27;2013-01-22T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-23T12:00:00.000000000&#x27;, &#x27;2013-01-24T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-25T12:00:00.000000000&#x27;, &#x27;2013-01-26T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-27T12:00:00.000000000&#x27;, &#x27;2013-01-28T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-29T12:00:00.000000000&#x27;, &#x27;2013-01-30T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-31T12:00:00.000000000&#x27;, &#x27;2013-02-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-02T12:00:00.000000000&#x27;, &#x27;2013-02-03T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-04T12:00:00.000000000&#x27;, &#x27;2013-02-05T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-06T12:00:00.000000000&#x27;, &#x27;2013-02-07T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-08T12:00:00.000000000&#x27;, &#x27;2013-02-09T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-10T12:00:00.000000000&#x27;, &#x27;2013-02-11T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-12T12:00:00.000000000&#x27;, &#x27;2013-02-13T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-14T12:00:00.000000000&#x27;, &#x27;2013-02-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-16T12:00:00.000000000&#x27;, &#x27;2013-02-17T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-18T12:00:00.000000000&#x27;, &#x27;2013-02-19T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-20T12:00:00.000000000&#x27;, &#x27;2013-02-21T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-22T12:00:00.000000000&#x27;, &#x27;2013-02-23T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-24T12:00:00.000000000&#x27;, &#x27;2013-02-25T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-26T12:00:00.000000000&#x27;, &#x27;2013-02-27T12:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-28T12:00:00.000000000&#x27;, &#x27;2013-03-01T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1aeb206f-cb3d-4cb0-b88f-34b3454521eb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1aeb206f-cb3d-4cb0-b88f-34b3454521eb' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>ssh</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0</div><input id='attrs-698b395a-5161-4027-a1ef-6f2db9d34eab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-698b395a-5161-4027-a1ef-6f2db9d34eab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c455f9a0-b551-4b0b-b8c7-7035542dac97' class='xr-var-data-in' type='checkbox'><label for='data-c455f9a0-b551-4b0b-b8c7-7035542dac97' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Sea Surface Height</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5274601962787064 0.5215055760227856 ... 0.531906899685309<br>   0.5309050673837461 0.0]<br>  [0.0 0.532797112868378 0.5265096624938118 ... 0.5384498208113863<br>   0.5365520567351275 0.0]<br>  ...<br>  [0.0 -0.12543447287080764 -0.12327818290848727 ... -0.1982068958479165<br>   -0.19710730016125091 0.0]<br>  [0.0 -0.12731597737047365 -0.12554665184477803 ...<br>   -0.19204990596778784 -0.1902951824531404 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]<br><br> [[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5393008378801131 0.5343245685393202 ... 0.5404921223474768<br>   0.5420319195907619 0.0]<br>  [0.0 0.5408474624184129 0.5356400540091064 ... 0.5474284504746452<br>   0.5485933791335439 0.0]<br>  ...<br>  [0.0 -0.11739143036408646 -0.1169736530073986 ... -0.20029922527105645<br>   -0.19856698820461274 0.0]<br>  [0.0 -0.12003031488571676 -0.11954693266019144 ...<br>   -0.19199693661993045 -0.18932468930730623 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]<br><br> [[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5272116224649942 0.5231640880831123 ... 0.5405480268943602<br>   0.5424189575940782 0.0]<br>  [0.0 0.5265939935542825 0.5222266809212104 ... 0.5473287354179225<br>   0.5489821365754443 0.0]<br>  ...<br>  [0.0 -0.09543377852141287 -0.09732591613065772 ...<br>   -0.20520827443078066 -0.2045688642473909 0.0]<br>  [0.0 -0.09475764032865742 -0.09648029268827862 ... -0.1956169620082138<br>   -0.19550088658915293 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]<br><br> ...<br><br> [[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5431924117017981 0.5425313060476112 ... 0.5711585743958262<br>   0.574486559126326 0.0]<br>  [0.0 0.5485255474375483 0.5463762774472194 ... 0.5688282377548372<br>   0.5729731702890268 0.0]<br>  ...<br>  [0.0 -0.06966948694073988 -0.06864865877238163 ... -0.1587271965129317<br>   -0.1576343270445825 0.0]<br>  [0.0 -0.06616817571754427 -0.06571839096436957 ...<br>   -0.15871194023495547 -0.15869658335968997 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]<br><br> [[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5409536458092825 0.541412761965103 ... 0.5841225541955257<br>   0.5863682487630513 0.0]<br>  [0.0 0.5453516095856129 0.5465233657381937 ... 0.5833180510688298<br>   0.5866411511382449 0.0]<br>  ...<br>  [0.0 -0.05562449528910319 -0.05079445239898697 ...<br>   -0.16300438125527925 -0.16133805372246013 0.0]<br>  [0.0 -0.054759021556013865 -0.05047628005514776 ...<br>   -0.16191339688143136 -0.1595854649465261 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]<br><br> [[0.0 0.0 0.0 ... 0.0 0.0 0.0]<br>  [0.0 0.5367315631480529 0.5353015058041571 ... 0.5857868161934291<br>   0.5875366156381135 0.0]<br>  [0.0 0.5447038693814195 0.5428811377400011 ... 0.5854428206044671<br>   0.5880564638210437 0.0]<br>  ...<br>  [0.0 -0.03911645498057455 -0.03586781018737217 ...<br>   -0.16541374956681373 -0.162049593863412 0.0]<br>  [0.0 -0.04084287006693674 -0.03673480709780731 ...<br>   -0.16275756851503356 -0.15899018136284307 0.0]<br>  [0.0 0.0 0.0 ... 0.0 0.0 0.0]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>psi</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-9f267fa6-f170-440f-87cb-d25528f0bfdc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9f267fa6-f170-440f-87cb-d25528f0bfdc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41d60e59-006f-4d62-b175-1f234d08d86e' class='xr-var-data-in' type='checkbox'><label for='data-41d60e59-006f-4d62-b175-1f234d08d86e' 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>Stream Function</dd><dt><span>standard_name :</span></dt><dd>stream_function</dd><dt><span>units :</span></dt><dd>meter ** 2 / second</dd></dl></div><div class='xr-var-data'><pre>array([[[     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ],\n",
       "        [     0.        ,  57682.19293724,  57031.00530849, ...,\n",
       "          58168.47722114,  58058.91846293,      0.        ],\n",
       "        [     0.        ,  58265.8294933 ,  57578.24410174, ...,\n",
       "          58884.00048039,  58676.4640741 ,      0.        ],\n",
       "        ...,\n",
       "        [     0.        , -13717.31083437, -13481.50245582, ...,\n",
       "         -21675.58516918, -21555.33516548,      0.        ],\n",
       "        [     0.        , -13923.0691197 , -13729.57854531, ...,\n",
       "         -21002.26672603, -20810.37300393,      0.        ],\n",
       "        [     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ]],\n",
       "\n",
       "       [[     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ],\n",
       "        [     0.        ,  58977.06632896,  58432.86957203, ...,\n",
       "          59107.34326923,  59275.73300233,      0.        ],\n",
       "        [     0.        ,  59146.20268398,  58576.72893281, ...,\n",
       "          59865.88888107,  59993.28359282,      0.        ],\n",
       "...\n",
       "        [     0.        ,  -6083.00473086,  -5554.79906179, ...,\n",
       "         -17825.89517753, -17643.66829686,      0.        ],\n",
       "        [     0.        ,  -5988.35792489,  -5520.00424949, ...,\n",
       "         -17706.58689306, -17452.00802633,      0.        ],\n",
       "        [     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ]],\n",
       "\n",
       "       [[     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ],\n",
       "        [     0.        ,  58696.09460474,  58539.70584933, ...,\n",
       "          64060.69764154,  64252.05287532,      0.        ],\n",
       "        [     0.        ,  59567.93310469,  59368.60212398, ...,\n",
       "          64023.07884097,  64308.90263081,      0.        ],\n",
       "        ...,\n",
       "        [     0.        ,  -4277.71217455,  -3922.44564056, ...,\n",
       "         -18089.37979453, -17721.48117446,      0.        ],\n",
       "        [     0.        ,  -4466.51013277,  -4017.25901874, ...,\n",
       "         -17798.90413592, -17386.90877757,      0.        ],\n",
       "        [     0.        ,      0.        ,      0.        , ...,\n",
       "              0.        ,      0.        ,      0.        ]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-403f674b-8bfe-4ec0-9309-76a9c53d9fb4' class='xr-section-summary-in' type='checkbox'  ><label for='section-403f674b-8bfe-4ec0-9309-76a9c53d9fb4' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ec1da65a-5f16-4ecf-a585-0b79288b83a0' class='xr-index-data-in' type='checkbox'/><label for='index-ec1da65a-5f16-4ecf-a585-0b79288b83a0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              -65.0,              -64.95,               -64.9,\n",
       "        -64.85000000000001,  -64.80000000000001,  -64.75000000000001,\n",
       "        -64.70000000000002,  -64.65000000000002,  -64.60000000000002,\n",
       "        -64.55000000000003,\n",
       "       ...\n",
       "        -55.45000000000054, -55.400000000000546,  -55.35000000000055,\n",
       "        -55.30000000000055, -55.250000000000554,  -55.20000000000056,\n",
       "        -55.15000000000056,  -55.10000000000056, -55.050000000000566,\n",
       "        -55.00000000000057],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-11799bc9-6cba-49a2-ae49-b49f8c1d0cdb' class='xr-index-data-in' type='checkbox'/><label for='index-11799bc9-6cba-49a2-ae49-b49f8c1d0cdb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              33.0,              33.05, 33.099999999999994,\n",
       "        33.14999999999999,  33.19999999999999, 33.249999999999986,\n",
       "        33.29999999999998,  33.34999999999998,  33.39999999999998,\n",
       "       33.449999999999974,\n",
       "       ...\n",
       "        42.54999999999946, 42.599999999999454,  42.64999999999945,\n",
       "        42.69999999999945, 42.749999999999446,  42.79999999999944,\n",
       "        42.84999999999944,  42.89999999999944, 42.949999999999434,\n",
       "        42.99999999999943],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8fe2ae8e-6d99-439e-a0e0-9cdd9723b67f' class='xr-index-data-in' type='checkbox'/><label for='index-8fe2ae8e-6d99-439e-a0e0-9cdd9723b67f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2013-01-01 12:00:00&#x27;, &#x27;2013-01-02 12:00:00&#x27;,\n",
       "               &#x27;2013-01-03 12:00:00&#x27;, &#x27;2013-01-04 12:00:00&#x27;,\n",
       "               &#x27;2013-01-05 12:00:00&#x27;, &#x27;2013-01-06 12:00:00&#x27;,\n",
       "               &#x27;2013-01-07 12:00:00&#x27;, &#x27;2013-01-08 12:00:00&#x27;,\n",
       "               &#x27;2013-01-09 12:00:00&#x27;, &#x27;2013-01-10 12:00:00&#x27;,\n",
       "               &#x27;2013-01-11 12:00:00&#x27;, &#x27;2013-01-12 12:00:00&#x27;,\n",
       "               &#x27;2013-01-13 12:00:00&#x27;, &#x27;2013-01-14 12:00:00&#x27;,\n",
       "               &#x27;2013-01-15 12:00:00&#x27;, &#x27;2013-01-16 12:00:00&#x27;,\n",
       "               &#x27;2013-01-17 12:00:00&#x27;, &#x27;2013-01-18 12:00:00&#x27;,\n",
       "               &#x27;2013-01-19 12:00:00&#x27;, &#x27;2013-01-20 12:00:00&#x27;,\n",
       "               &#x27;2013-01-21 12:00:00&#x27;, &#x27;2013-01-22 12:00:00&#x27;,\n",
       "               &#x27;2013-01-23 12:00:00&#x27;, &#x27;2013-01-24 12:00:00&#x27;,\n",
       "               &#x27;2013-01-25 12:00:00&#x27;, &#x27;2013-01-26 12:00:00&#x27;,\n",
       "               &#x27;2013-01-27 12:00:00&#x27;, &#x27;2013-01-28 12:00:00&#x27;,\n",
       "               &#x27;2013-01-29 12:00:00&#x27;, &#x27;2013-01-30 12:00:00&#x27;,\n",
       "               &#x27;2013-01-31 12:00:00&#x27;, &#x27;2013-02-01 12:00:00&#x27;,\n",
       "               &#x27;2013-02-02 12:00:00&#x27;, &#x27;2013-02-03 12:00:00&#x27;,\n",
       "               &#x27;2013-02-04 12:00:00&#x27;, &#x27;2013-02-05 12:00:00&#x27;,\n",
       "               &#x27;2013-02-06 12:00:00&#x27;, &#x27;2013-02-07 12:00:00&#x27;,\n",
       "               &#x27;2013-02-08 12:00:00&#x27;, &#x27;2013-02-09 12:00:00&#x27;,\n",
       "               &#x27;2013-02-10 12:00:00&#x27;, &#x27;2013-02-11 12:00:00&#x27;,\n",
       "               &#x27;2013-02-12 12:00:00&#x27;, &#x27;2013-02-13 12:00:00&#x27;,\n",
       "               &#x27;2013-02-14 12:00:00&#x27;, &#x27;2013-02-15 12:00:00&#x27;,\n",
       "               &#x27;2013-02-16 12:00:00&#x27;, &#x27;2013-02-17 12:00:00&#x27;,\n",
       "               &#x27;2013-02-18 12:00:00&#x27;, &#x27;2013-02-19 12:00:00&#x27;,\n",
       "               &#x27;2013-02-20 12:00:00&#x27;, &#x27;2013-02-21 12:00:00&#x27;,\n",
       "               &#x27;2013-02-22 12:00:00&#x27;, &#x27;2013-02-23 12:00:00&#x27;,\n",
       "               &#x27;2013-02-24 12:00:00&#x27;, &#x27;2013-02-25 12:00:00&#x27;,\n",
       "               &#x27;2013-02-26 12:00:00&#x27;, &#x27;2013-02-27 12:00:00&#x27;,\n",
       "               &#x27;2013-02-28 12:00:00&#x27;, &#x27;2013-03-01 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-65665193-dbfe-45d6-891c-04f3e19d1018' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-65665193-dbfe-45d6-891c-04f3e19d1018' 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:  (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat      (lat) float64 33.0 33.05 33.1 33.15 33.2 ... 42.85 42.9 42.95 43.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01T12:00:00 ... 2013-03-01T12:00:00\n",
       "Data variables:\n",
       "    ssh      (time, lat, lon) float64 [m] 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0\n",
       "    psi      (time, lat, lon) float64 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7a8db769",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.psi.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"viridis\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5011fdb",
   "metadata": {},
   "source": [
    "## Velocities"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f31f7da2",
   "metadata": {},
   "source": [
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{U Velocity}[ms^{-1}]: && \n",
    "u &=\\boldsymbol{u}(\\vec{\\mathbf{x}},t) && && \n",
    "\\boldsymbol{\\psi}: \\boldsymbol{\\Omega}\\times\\boldsymbol{T}\\rightarrow\\mathbb{R} \\\\\n",
    "\\text{V Velocity}[ms^{-1}]: && \n",
    "v &=\\boldsymbol{v}(\\vec{\\mathbf{x}},t) && && \n",
    "\\boldsymbol{\\psi}: \\boldsymbol{\\Omega}\\times\\boldsymbol{T}\\rightarrow\\mathbb{R}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "u = -\\frac{\\partial \\psi}{\\partial y} && \n",
    "v = \\frac{\\partial \\psi}{\\partial x}\n",
    "\\end{aligned}\n",
    "$$"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eed863dc",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "5dc4a575",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[autoreload of jupyter_client.provisioning.provisioner_base failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to KernelProvisionerMeta object\n",
      "]\n",
      "[autoreload of pygments.token failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: __class__ assignment: '_TokenType' object layout differs from '_TokenType'\n",
      "]\n",
      "[autoreload of pygments.style failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to StyleMeta object\n",
      "]\n",
      "[autoreload of pygments.lexer failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to LexerMeta object\n",
      "]\n",
      "[autoreload of prompt_toolkit.shortcuts.progress_bar.formatters failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 319, in update_instances\n",
      "    refs = gc.get_referrers(old)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^\n",
      "KeyboardInterrupt\n",
      "]\n",
      "[autoreload of jedi.inference.cache failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to CachedMetaClass object\n",
      "]\n",
      "[autoreload of jedi.inference.filters failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to _OverwriteMeta object\n",
      "]\n",
      "[autoreload of typing_extensions failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to _ProtocolMeta object\n",
      "]\n",
      "[autoreload of urllib3.exceptions failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 349, in update_class\n",
      "    if update_generic(old_obj, new_obj):\n",
      "       ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 309, in update_function\n",
      "    setattr(old, name, getattr(new, name))\n",
      "ValueError: __init__() requires a code object with 1 free vars, not 0\n",
      "]\n",
      "[autoreload of urllib3.util.connection failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 475, in superreload\n",
      "    module = reload(module)\n",
      "             ^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/importlib/__init__.py\", line 169, in reload\n",
      "    _bootstrap._exec(spec, module)\n",
      "  File \"<frozen importlib._bootstrap>\", line 621, in _exec\n",
      "  File \"<frozen importlib._bootstrap_external>\", line 940, in exec_module\n",
      "  File \"<frozen importlib._bootstrap>\", line 241, in _call_with_frames_removed\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/urllib3/util/connection.py\", line 8, in <module>\n",
      "    from .wait import NoWayToWaitForSocketError, wait_for_read\n",
      "ImportError: cannot import name 'NoWayToWaitForSocketError' from 'urllib3.util.wait' (/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/urllib3/util/wait.py)\n",
      "]\n",
      "[autoreload of urllib3._collections failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 349, in update_class\n",
      "    if update_generic(old_obj, new_obj):\n",
      "       ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 309, in update_function\n",
      "    setattr(old, name, getattr(new, name))\n",
      "ValueError: __init__() requires a code object with 1 free vars, not 0\n",
      "]\n",
      "[autoreload of urllib3.connection failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 475, in superreload\n",
      "    module = reload(module)\n",
      "             ^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/importlib/__init__.py\", line 169, in reload\n",
      "    _bootstrap._exec(spec, module)\n",
      "  File \"<frozen importlib._bootstrap>\", line 621, in _exec\n",
      "  File \"<frozen importlib._bootstrap_external>\", line 940, in exec_module\n",
      "  File \"<frozen importlib._bootstrap>\", line 241, in _call_with_frames_removed\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/urllib3/connection.py\", line 15, in <module>\n",
      "    from .util.proxy import create_proxy_ssl_context\n",
      "ImportError: cannot import name 'create_proxy_ssl_context' from 'urllib3.util.proxy' (/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/urllib3/util/proxy.py)\n",
      "]\n",
      "[autoreload of urllib3.response failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 349, in update_class\n",
      "    if update_generic(old_obj, new_obj):\n",
      "       ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 309, in update_function\n",
      "    setattr(old, name, getattr(new, name))\n",
      "ValueError: __init__() requires a code object with 1 free vars, not 0\n",
      "]\n",
      "[autoreload of urllib3.connectionpool failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 349, in update_class\n",
      "    if update_generic(old_obj, new_obj):\n",
      "       ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 309, in update_function\n",
      "    setattr(old, name, getattr(new, name))\n",
      "ValueError: __init__() requires a code object with 1 free vars, not 0\n",
      "]\n",
      "[autoreload of urllib3.poolmanager failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 349, in update_class\n",
      "    if update_generic(old_obj, new_obj):\n",
      "       ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 309, in update_function\n",
      "    setattr(old, name, getattr(new, name))\n",
      "ValueError: __init__() requires a code object with 1 free vars, not 0\n",
      "]\n",
      "[autoreload of requests.packages.urllib3.util.retry failed: Traceback (most recent call last):\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 276, in check\n",
      "    superreload(m, reload, self.old_objects)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 500, in superreload\n",
      "    update_generic(old_obj, new_obj)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 397, in update_generic\n",
      "    update(a, b)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 365, in update_class\n",
      "    update_instances(old, new)\n",
      "  File \"/Users/eman/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/extensions/autoreload.py\", line 323, in update_instances\n",
      "    object.__setattr__(ref, \"__class__\", new)\n",
      "TypeError: can't apply this __setattr__ to _RetryMeta object\n",
      "]\n"
     ]
    },
    {
     "ename": "TypeError",
     "evalue": "isinstance() arg 2 must be a type, a tuple of types, or a union",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/core/async_helpers.py:129\u001b[0m, in \u001b[0;36m_pseudo_sync_runner\u001b[0;34m(coro)\u001b[0m\n\u001b[1;32m    121\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m    122\u001b[0m \u001b[39mA runner that does not really allow async execution, and just advance the coroutine.\u001b[39;00m\n\u001b[1;32m    123\u001b[0m \n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    126\u001b[0m \u001b[39mCredit to Nathaniel Smith\u001b[39;00m\n\u001b[1;32m    127\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m    128\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m--> 129\u001b[0m     coro\u001b[39m.\u001b[39msend(\u001b[39mNone\u001b[39;00m)\n\u001b[1;32m    130\u001b[0m \u001b[39mexcept\u001b[39;00m \u001b[39mStopIteration\u001b[39;00m \u001b[39mas\u001b[39;00m exc:\n\u001b[1;32m    131\u001b[0m     \u001b[39mreturn\u001b[39;00m exc\u001b[39m.\u001b[39mvalue\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/IPython/core/interactiveshell.py:3278\u001b[0m, in \u001b[0;36mInteractiveShell.run_cell_async\u001b[0;34m(self, raw_cell, store_history, silent, shell_futures, transformed_cell, preprocessing_exc_tuple, cell_id)\u001b[0m\n\u001b[1;32m   3274\u001b[0m     \u001b[39mreturn\u001b[39;00m error_before_exec(e)\n\u001b[1;32m   3276\u001b[0m \u001b[39m# Give the displayhook a reference to our ExecutionResult so it\u001b[39;00m\n\u001b[1;32m   3277\u001b[0m \u001b[39m# can fill in the output value.\u001b[39;00m\n\u001b[0;32m-> 3278\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mdisplayhook\u001b[39m.\u001b[39;49mexec_result \u001b[39m=\u001b[39m result\n\u001b[1;32m   3280\u001b[0m \u001b[39m# Execute the user code\u001b[39;00m\n\u001b[1;32m   3281\u001b[0m interactivity \u001b[39m=\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mnone\u001b[39m\u001b[39m\"\u001b[39m \u001b[39mif\u001b[39;00m silent \u001b[39melse\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mast_node_interactivity\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/traitlets/traitlets.py:745\u001b[0m, in \u001b[0;36mTraitType.__set__\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m    743\u001b[0m     \u001b[39mraise\u001b[39;00m TraitError(\u001b[39m'\u001b[39m\u001b[39mThe \u001b[39m\u001b[39m\"\u001b[39m\u001b[39m%s\u001b[39;00m\u001b[39m\"\u001b[39m\u001b[39m trait is read-only.\u001b[39m\u001b[39m'\u001b[39m \u001b[39m%\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mname)\n\u001b[1;32m    744\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m--> 745\u001b[0m     \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mset(obj, value)\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/traitlets/traitlets.py:719\u001b[0m, in \u001b[0;36mTraitType.set\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m    718\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mset\u001b[39m(\u001b[39mself\u001b[39m, obj, value):\n\u001b[0;32m--> 719\u001b[0m     new_value \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_validate(obj, value)\n\u001b[1;32m    720\u001b[0m     \u001b[39mtry\u001b[39;00m:\n\u001b[1;32m    721\u001b[0m         old_value \u001b[39m=\u001b[39m obj\u001b[39m.\u001b[39m_trait_values[\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mname]\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/traitlets/traitlets.py:751\u001b[0m, in \u001b[0;36mTraitType._validate\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m    749\u001b[0m     \u001b[39mreturn\u001b[39;00m value\n\u001b[1;32m    750\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mhasattr\u001b[39m(\u001b[39mself\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mvalidate\u001b[39m\u001b[39m\"\u001b[39m):\n\u001b[0;32m--> 751\u001b[0m     value \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mvalidate(obj, value)\n\u001b[1;32m    752\u001b[0m \u001b[39mif\u001b[39;00m obj\u001b[39m.\u001b[39m_cross_validation_lock \u001b[39mis\u001b[39;00m \u001b[39mFalse\u001b[39;00m:\n\u001b[1;32m    753\u001b[0m     value \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_cross_validate(obj, value)\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/traitlets/traitlets.py:2311\u001b[0m, in \u001b[0;36mInstance.validate\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m   2309\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mvalidate\u001b[39m(\u001b[39mself\u001b[39m, obj, value):\n\u001b[1;32m   2310\u001b[0m     \u001b[39massert\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mklass \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m\n\u001b[0;32m-> 2311\u001b[0m     \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(value, \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mklass):  \u001b[39m# type:ignore[arg-type]\u001b[39;00m\n\u001b[1;32m   2312\u001b[0m         \u001b[39mreturn\u001b[39;00m value\n\u001b[1;32m   2313\u001b[0m     \u001b[39melse\u001b[39;00m:\n",
      "\u001b[0;31mTypeError\u001b[0m: isinstance() arg 2 must be a type, a tuple of types, or a union"
     ]
    }
   ],
   "source": [
    "da = da.assign = geocalc.geostrophic_velocities(da, variable=\"psi\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "a1dc7886",
   "metadata": {},
   "outputs": [
    {
     "ename": "AttributeError",
     "evalue": "'Dataset' object has no attribute 'u'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
      "\u001b[1;32m/Users/eman/code_projects/oceanbench/jbook/content/geoprocess/physical_variables.ipynb Cell 24\u001b[0m line \u001b[0;36m3\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/eman/code_projects/oceanbench/jbook/content/geoprocess/physical_variables.ipynb#X31sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m fig, ax \u001b[39m=\u001b[39m plt\u001b[39m.\u001b[39msubplots(ncols\u001b[39m=\u001b[39m\u001b[39m2\u001b[39m, figsize\u001b[39m=\u001b[39m(\u001b[39m10\u001b[39m,\u001b[39m4\u001b[39m))\n\u001b[0;32m----> <a href='vscode-notebook-cell:/Users/eman/code_projects/oceanbench/jbook/content/geoprocess/physical_variables.ipynb#X31sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m da\u001b[39m.\u001b[39;49mu\u001b[39m.\u001b[39misel(time\u001b[39m=\u001b[39m\u001b[39m10\u001b[39m, lat\u001b[39m=\u001b[39m\u001b[39mslice\u001b[39m(\u001b[39m1\u001b[39m,\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m), lon\u001b[39m=\u001b[39m\u001b[39mslice\u001b[39m(\u001b[39m1\u001b[39m,\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m))\u001b[39m.\u001b[39mplot\u001b[39m.\u001b[39mpcolormesh(ax\u001b[39m=\u001b[39max[\u001b[39m0\u001b[39m], cmap\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mgray\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/eman/code_projects/oceanbench/jbook/content/geoprocess/physical_variables.ipynb#X31sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m da\u001b[39m.\u001b[39mv\u001b[39m.\u001b[39misel(time\u001b[39m=\u001b[39m\u001b[39m10\u001b[39m, lat\u001b[39m=\u001b[39m\u001b[39mslice\u001b[39m(\u001b[39m1\u001b[39m,\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m), lon\u001b[39m=\u001b[39m\u001b[39mslice\u001b[39m(\u001b[39m1\u001b[39m,\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m))\u001b[39m.\u001b[39mplot\u001b[39m.\u001b[39mpcolormesh(ax\u001b[39m=\u001b[39max[\u001b[39m1\u001b[39m], cmap\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mgray\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/eman/code_projects/oceanbench/jbook/content/geoprocess/physical_variables.ipynb#X31sZmlsZQ%3D%3D?line=5'>6</a>\u001b[0m plt\u001b[39m.\u001b[39mtight_layout()\n",
      "File \u001b[0;32m~/miniconda3/envs/oceanbench_311/lib/python3.11/site-packages/xarray/core/common.py:278\u001b[0m, in \u001b[0;36mAttrAccessMixin.__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m    276\u001b[0m         \u001b[39mwith\u001b[39;00m suppress(\u001b[39mKeyError\u001b[39;00m):\n\u001b[1;32m    277\u001b[0m             \u001b[39mreturn\u001b[39;00m source[name]\n\u001b[0;32m--> 278\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mAttributeError\u001b[39;00m(\n\u001b[1;32m    279\u001b[0m     \u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m{\u001b[39;00m\u001b[39mtype\u001b[39m(\u001b[39mself\u001b[39m)\u001b[39m.\u001b[39m\u001b[39m__name__\u001b[39m\u001b[39m!r}\u001b[39;00m\u001b[39m object has no attribute \u001b[39m\u001b[39m{\u001b[39;00mname\u001b[39m!r}\u001b[39;00m\u001b[39m\"\u001b[39m\n\u001b[1;32m    280\u001b[0m )\n",
      "\u001b[0;31mAttributeError\u001b[0m: 'Dataset' object has no attribute 'u'"
     ]
    }
   ],
   "source": [
    "fig, ax = plt.subplots(ncols=2, figsize=(10,4))\n",
    "\n",
    "da.u.isel(time=10, lat=slice(1,-1), lon=slice(1,-1)).plot.pcolormesh(ax=ax[0], cmap=\"gray\")\n",
    "da.v.isel(time=10, lat=slice(1,-1), lon=slice(1,-1)).plot.pcolormesh(ax=ax[1], cmap=\"gray\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39421a77",
   "metadata": {},
   "source": [
    "## Kinetic Energy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe9cf432",
   "metadata": {},
   "source": [
    "$$\n",
    "\\begin{aligned}\n",
    "E &= \\frac{1}{2}\\int \\mathbf{u}^2dr \\\\\n",
    "E &\\approx \\frac{1}{2} \\mathbb{E}\\left[ \\mathbf{u}^2\\right] \\\\\n",
    "&= \\frac{1}{2} \\mathbb{E}\\left[ u^2 + v^2\\right]\n",
    "\\end{aligned}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "2bb15aa2",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.kinetic_energy(da, variables=[\"u\", \"v\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "024201a6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.ke.isel(time=1, lat=slice(1,-1), lon=slice(1,-1)).plot.pcolormesh(ax=ax, cmap=\"YlGnBu_r\", robust=True)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e00514c4",
   "metadata": {},
   "source": [
    "## Relative Vorticity"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "410cc6b4",
   "metadata": {},
   "source": [
    "Somtimes called the *vertical vorticity*.\n",
    "\n",
    "\n",
    "\n",
    "$$\n",
    "\\zeta = \\frac{\\partial v}{\\partial x} - \\frac{\\partial u}{\\partial y}\n",
    "$$\n",
    "\n",
    "Note that the u,v velocities can be calculated from the stream function as\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "u &= -\\frac{\\partial \\psi}{\\partial y} && &&\n",
    "v = \\frac{\\partial \\psi}{\\partial x}\\\\\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "So plugging these into the equation, we get:\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "\\zeta &= \n",
    "\\frac{\\partial}{\\partial x}\\left(\\frac{\\partial \\psi}{\\partial x}\\right) - \n",
    "\\frac{\\partial}{\\partial y}\\left( -\\frac{\\partial \\psi}{\\partial y}\\right) \\\\\n",
    "\\zeta &= \n",
    "\\frac{\\partial^2 \\psi}{\\partial x^2}+ \\frac{\\partial^2 \\psi}{\\partial y^2}\\\\\n",
    "\\zeta &=\\nabla^2\\psi\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "We can also calculate a normalized version\n",
    "\n",
    "$$\n",
    "\\bar{\\zeta} = \\frac{\\zeta}{f_0}\n",
    "$$\n",
    "\n",
    "Note: This is closely related to the geostrophic eqns:\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{Relative Vorticity }[s^{-1}]: && \n",
    "\\zeta &=\\boldsymbol{\\zeta}(\\vec{\\mathbf{x}},t) && && \n",
    "\\boldsymbol{\\xi}: \\boldsymbol{\\Omega}\\times\\boldsymbol{T}\\rightarrow\\mathbb{R}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\zeta = \\nabla^2\\psi\n",
    "$$\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "5c61a84c",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.relative_vorticity(da, variables=[\"u\", \"v\"])\n",
    "# da = geocalc.coriolis_normalized(da, \"vort_r\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "f0741cfc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.vort_r.isel(time=1).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8bb4d441",
   "metadata": {},
   "source": [
    "## Absolute Vorticity"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83df7580",
   "metadata": {},
   "source": [
    "Somtimes called the *horizontal divergence*.\n",
    "\n",
    "\n",
    "\n",
    "$$\n",
    "\\zeta = \\frac{\\partial v}{\\partial x} + \\frac{\\partial u}{\\partial y}\n",
    "$$\n",
    "\n",
    "Note that the u,v velocities can be calculated from the stream function as\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "u &= -\\frac{\\partial \\psi}{\\partial y} && &&\n",
    "v = \\frac{\\partial \\psi}{\\partial x}\\\\\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "So plugging these into the equation, we get:\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "\\zeta &= \n",
    "\\frac{\\partial}{\\partial x}\\left(\\frac{\\partial \\psi}{\\partial x}\\right) + \n",
    "\\frac{\\partial}{\\partial y}\\left( -\\frac{\\partial \\psi}{\\partial y}\\right) \\\\\n",
    "\\zeta &= \n",
    "\\frac{\\partial^2 \\psi}{\\partial x^2} - \\frac{\\partial^2 \\psi}{\\partial y^2}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "We can also calculate a normalized version\n",
    "\n",
    "$$\n",
    "\\bar{\\zeta} = \\frac{\\zeta}{f_0}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "5d7e5ee2",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.absolute_vorticity(da, variables=[\"u\", \"v\"])\n",
    "da = geocalc.coriolis_normalized(da, \"vort_a\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "6d8ab0ee",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.vort_a.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed4e9ac8",
   "metadata": {},
   "source": [
    "## Divergence"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a757a7f1",
   "metadata": {},
   "source": [
    "$$\n",
    "\\nabla \\cdot \\vec{\\mathbf{u}} = \\frac{\\partial u}{\\partial x} + \\frac{\\partial v}{\\partial y}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "de2d6858",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.divergence(da, variables=[\"u\", \"v\"])\n",
    "da = geocalc.coriolis_normalized(da, \"div\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "347f014b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.div.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "78e72d91",
   "metadata": {},
   "source": [
    "## Enstropy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60592115",
   "metadata": {},
   "source": [
    "This is a summarization of the relative vorticity\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "Z &= \\frac{1}{2}\\int \\zeta^2 dr \\\\\n",
    "Z &\\approx \\frac{1}{2} \\mathbb{E}\\left[ \\zeta^2 \\right] \\\\\n",
    "\\end{aligned}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "aeb30c14",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.enstrophy(da, variable=\"vort_r\")\n",
    "da = geocalc.coriolis_normalized(da, \"ens\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "5387dfd6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.ens.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "996a8c5a",
   "metadata": {},
   "source": [
    "## Strain"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3365ff54",
   "metadata": {},
   "source": [
    "### Shear Strain"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a3b10e5",
   "metadata": {},
   "source": [
    "We also have the *Shearing Deformation* given by:\n",
    "\n",
    "$$\n",
    "S_s = \\frac{\\partial v}{\\partial x} + \\frac{\\partial u}{\\partial y}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ef07a356",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:       (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon           (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat           (lat) float64 33.0 33.05 33.1 33.15 ... 42.85 42.9 42.95 43.0\n",
       "  * time          (time) datetime64[ns] 2013-01-01 2013-01-02 ... 2013-03-01\n",
       "Data variables:\n",
       "    ssh           (time, lat, lon) float64 &lt;Quantity([[[ 0.52873772  0.528737...\n",
       "    psi           (time, lat, lon) float64 &lt;Quantity([[[ 57821.90125565  5782...\n",
       "    u             (time, lat, lon) float64 &lt;Quantity([[[ 0.09819786  0.098197...\n",
       "    v             (time, lat, lon) float64 &lt;Quantity([[[ 0.06750432 -0.067504...\n",
       "    ke            (time, lat, lon) float64 &lt;Quantity([[[7.09982675e-03 7.0998...\n",
       "    vort_r        (time, lat, lon) float64 &lt;Quantity([[[-21.03727654 -13.1933...\n",
       "    vort_a        (time, lat, lon) float64 &lt;Quantity([[[26.01496319 33.858852...\n",
       "    div           (time, lat, lon) float64 &lt;Quantity([[[-22.41076683 -11.8198...\n",
       "    ens           (time, lat, lon) float64 &lt;Quantity([[[1.31080192e+08 5.1554...\n",
       "    shear_strain  (time, lat, lon) float64 &lt;Quantity([[[ 1.24743972e-08 -1.24...</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-489508d1-7ff8-4ab6-84b4-1e6cdf782c5e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-489508d1-7ff8-4ab6-84b4-1e6cdf782c5e' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 60</li><li><span class='xr-has-index'>lat</span>: 201</li><li><span class='xr-has-index'>lon</span>: 201</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1e79f5a6-c2f3-44df-a794-fe238e8b0944' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1e79f5a6-c2f3-44df-a794-fe238e8b0944' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-65.0 -64.95 -64.9 ... -55.05 -55.0</div><input id='attrs-1847ee54-55c0-4645-9eb7-a114ea9282b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1847ee54-55c0-4645-9eb7-a114ea9282b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20ca17bd-079d-4277-955e-d168ca6b34f8' class='xr-var-data-in' type='checkbox'><label for='data-20ca17bd-079d-4277-955e-d168ca6b34f8' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>_metpy_axis :</span></dt><dd>x,longitude</dd></dl></div><div class='xr-var-data'><pre>array([-65.  , -64.95, -64.9 , ..., -55.1 , -55.05, -55.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>33.0 33.05 33.1 ... 42.9 42.95 43.0</div><input id='attrs-03755791-a648-48dc-887e-075989b2f26a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-03755791-a648-48dc-887e-075989b2f26a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23437372-7f69-47df-b9ed-27dedba2acb7' class='xr-var-data-in' type='checkbox'><label for='data-23437372-7f69-47df-b9ed-27dedba2acb7' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>_metpy_axis :</span></dt><dd>y,latitude</dd></dl></div><div class='xr-var-data'><pre>array([33.  , 33.05, 33.1 , ..., 42.9 , 42.95, 43.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-01-01 ... 2013-03-01</div><input id='attrs-d5258124-26af-41de-8397-3137b5fcf763' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5258124-26af-41de-8397-3137b5fcf763' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f9eba2c8-9636-4240-bc9f-ac7253fd0a7a' class='xr-var-data-in' type='checkbox'><label for='data-f9eba2c8-9636-4240-bc9f-ac7253fd0a7a' 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>_metpy_axis :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2013-01-01T00:00:00.000000000&#x27;, &#x27;2013-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-03T00:00:00.000000000&#x27;, &#x27;2013-01-04T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-05T00:00:00.000000000&#x27;, &#x27;2013-01-06T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-07T00:00:00.000000000&#x27;, &#x27;2013-01-08T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-09T00:00:00.000000000&#x27;, &#x27;2013-01-10T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-11T00:00:00.000000000&#x27;, &#x27;2013-01-12T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-13T00:00:00.000000000&#x27;, &#x27;2013-01-14T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-15T00:00:00.000000000&#x27;, &#x27;2013-01-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-17T00:00:00.000000000&#x27;, &#x27;2013-01-18T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-19T00:00:00.000000000&#x27;, &#x27;2013-01-20T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-21T00:00:00.000000000&#x27;, &#x27;2013-01-22T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-23T00:00:00.000000000&#x27;, &#x27;2013-01-24T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-25T00:00:00.000000000&#x27;, &#x27;2013-01-26T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-27T00:00:00.000000000&#x27;, &#x27;2013-01-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-29T00:00:00.000000000&#x27;, &#x27;2013-01-30T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-31T00:00:00.000000000&#x27;, &#x27;2013-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-02T00:00:00.000000000&#x27;, &#x27;2013-02-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-04T00:00:00.000000000&#x27;, &#x27;2013-02-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-06T00:00:00.000000000&#x27;, &#x27;2013-02-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-08T00:00:00.000000000&#x27;, &#x27;2013-02-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-10T00:00:00.000000000&#x27;, &#x27;2013-02-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-12T00:00:00.000000000&#x27;, &#x27;2013-02-13T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-14T00:00:00.000000000&#x27;, &#x27;2013-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-16T00:00:00.000000000&#x27;, &#x27;2013-02-17T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-18T00:00:00.000000000&#x27;, &#x27;2013-02-19T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-20T00:00:00.000000000&#x27;, &#x27;2013-02-21T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-22T00:00:00.000000000&#x27;, &#x27;2013-02-23T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-24T00:00:00.000000000&#x27;, &#x27;2013-02-25T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-26T00:00:00.000000000&#x27;, &#x27;2013-02-27T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-02-28T00:00:00.000000000&#x27;, &#x27;2013-03-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d8b0d493-15f4-4039-aa24-748664d7524e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d8b0d493-15f4-4039-aa24-748664d7524e' class='xr-section-summary' >Data variables: <span>(10)</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>ssh</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[ 0.52873772  0.5287...</div><input id='attrs-e95768aa-5394-476d-b671-483fcf5e626f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e95768aa-5394-476d-b671-483fcf5e626f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3efd3d18-40d2-4c73-a549-7661fec770c1' class='xr-var-data-in' type='checkbox'><label for='data-3efd3d18-40d2-4c73-a549-7661fec770c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Sea Surface Height</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.5287377235934707 0.5287377235934707 0.522969079741927 ...<br>   0.5411993453411955 0.5406936933399921 0.5406936933399921]<br>  [0.5287377235934707 0.5287377235934707 0.522969079741927 ...<br>   0.5411993453411955 0.5406936933399921 0.5406936933399921]<br>  [0.5386593697200855 0.5386593697200855 0.5317972916949067 ...<br>   0.5503102679827852 0.5472362034113286 0.5472362034113286]<br>  ...<br>  [-0.14953106401257885 -0.14953106401257885 -0.14543524615326275 ...<br>   -0.17598567550767183 -0.17592814053862824 -0.17592814053862824]<br>  [-0.1564428243843681 -0.1564428243843681 -0.1526108154264891 ...<br>   -0.16950291316128438 -0.17007242266885556 -0.17007242266885556]<br>  [-0.1564428243843681 -0.1564428243843681 -0.1526108154264891 ...<br>   -0.16950291316128438 -0.17007242266885556 -0.17007242266885556]]<br><br> [[0.5391389026408514 0.5391389026408514 0.5330762839513563 ...<br>   0.536576341409434 0.5375850924283004 0.5375850924283004]<br>  [0.5391389026408514 0.5391389026408514 0.5330762839513563 ...<br>   0.536576341409434 0.5375850924283004 0.5375850924283004]<br>  [0.5429088065119245 0.5429088065119245 0.5369101565200166 ...<br>   0.5438399434161332 0.5418302937209541 0.5418302937209541]<br>  ...<br>  [-0.10293197607496386 -0.10293197607496386 -0.10169449147177415 ...<br>   -0.18793466136830417 -0.1866449023215486 -0.1866449023215486]<br>  [-0.10546162065251329 -0.10546162065251329 -0.1036485558207519 ...<br>   -0.18133018358240693 -0.17791136460703794 -0.17791136460703794]<br>  [-0.10546162065251329 -0.10546162065251329 -0.1036485558207519 ...<br>   -0.18133018358240693 -0.17791136460703794 -0.17791136460703794]]<br><br> [[0.5402870194100985 0.5402870194100985 0.5356310394772633 ...<br>   0.5479772674895839 0.5501420586773289 0.5501420586773289]<br>  [0.5402870194100985 0.5402870194100985 0.5356310394772633 ...<br>   0.5479772674895839 0.5501420586773289 0.5501420586773289]<br>  [0.5406876636755815 0.5406876636755815 0.5356638522281901 ...<br>   0.5558092187020827 0.557005916024521 0.557005916024521]<br>  ...<br>  [-0.13445553928942483 -0.13445553928942483 -0.1338641543559391 ...<br>   -0.1924576556647342 -0.191740634466255 -0.191740634466255]<br>  [-0.13860817144495502 -0.13860817144495502 -0.13767411322544076 ...<br>   -0.18129368141715724 -0.1802944949661698 -0.1802944949661698]<br>  [-0.13860817144495502 -0.13860817144495502 -0.13767411322544076 ...<br>   -0.18129368141715724 -0.1802944949661698 -0.1802944949661698]]<br><br> ...<br><br> [[0.5433101122506314 0.5433101122506314 0.5430574255187012 ...<br>   0.5689346550538082 0.5727583405716874 0.5727583405716874]<br>  [0.5433101122506314 0.5433101122506314 0.5430574255187012 ...<br>   0.5689346550538082 0.5727583405716874 0.5727583405716874]<br>  [0.5511900954974471 0.5511900954974471 0.5492376538303079 ...<br>   0.5657574188396578 0.5696000446977054 0.5696000446977054]<br>  ...<br>  [-0.06326424798004898 -0.06326424798004898 -0.0634393010040546 ...<br>   -0.15456124599463805 -0.15337259502744321 -0.15337259502744321]<br>  [-0.05877586481294284 -0.05877586481294284 -0.061237361532658546 ...<br>   -0.15585711415935316 -0.15770489788422143 -0.15770489788422143]<br>  [-0.05877586481294284 -0.05877586481294284 -0.061237361532658546 ...<br>   -0.15585711415935316 -0.15770489788422143 -0.15770489788422143]]<br><br> [[0.5367400858536936 0.5367400858536936 0.5362331610834976 ...<br>   0.5844879348834278 0.5867649100557852 0.5867649100557852]<br>  [0.5367400858536936 0.5367400858536936 0.5362331610834976 ...<br>   0.5844879348834278 0.5867649100557852 0.5867649100557852]<br>  [0.5389199720033089 0.5389199720033089 0.5373913866110094 ...<br>   0.5833074193388187 0.5869104732767194 0.5869104732767194]<br>  ...<br>  [-0.07104319616733296 -0.07104319616733296 -0.06756085264368931 ...<br>   -0.1610185973242123 -0.16158134082912548 -0.16158134082912548]<br>  [-0.06806466313594035 -0.06806466313594035 -0.06531996664222713 ...<br>   -0.16039820717747472 -0.1619364901419632 -0.1619364901419632]<br>  [-0.06806466313594035 -0.06806466313594035 -0.06531996664222713 ...<br>   -0.16039820717747472 -0.1619364901419632 -0.1619364901419632]]<br><br> [[0.541107855033267 0.541107855033267 0.5400384057555375 ...<br>   0.5888172262601357 0.590241946440579 0.590241946440579]<br>  [0.541107855033267 0.541107855033267 0.5400384057555375 ...<br>   0.5888172262601357 0.590241946440579 0.590241946440579]<br>  [0.5464211687853855 0.5464211687853855 0.5489003946148437 ...<br>   0.5884807444197748 0.591795974946214 0.591795974946214]<br>  ...<br>  [-0.04676019392651611 -0.04676019392651611 -0.040990601725933634 ...<br>   -0.16754683885569496 -0.16454667695037542 -0.16454667695037542]<br>  [-0.04819953656600751 -0.04819953656600751 -0.0421048047341123 ...<br>   -0.1648261777380988 -0.15993202552378355 -0.15993202552378355]<br>  [-0.04819953656600751 -0.04819953656600751 -0.0421048047341123 ...<br>   -0.1648261777380988 -0.15993202552378355 -0.15993202552378355]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>psi</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[ 57821.90125565  57...</div><input id='attrs-c2c39570-0c24-4c08-9505-977c342b5afa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2c39570-0c24-4c08-9505-977c342b5afa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c3cd6e9b-5b40-42aa-8e58-71354d3a1f80' class='xr-var-data-in' type='checkbox'><label for='data-c3cd6e9b-5b40-42aa-8e58-71354d3a1f80' 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>Stream Function</dd><dt><span>standard_name :</span></dt><dd>stream_function</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[57821.90125564999 57821.90125564999 57191.051705336016 ...<br>   59184.68403060519 59129.386746566895 59129.386746566895]<br>  [57821.90125564999 57821.90125564999 57191.051705336016 ...<br>   59184.68403060519 59129.386746566895 59129.386746566895]<br>  [58906.91640971854 58906.91640971854 58156.490668797655 ...<br>   60181.03977717361 59844.86505353895 59844.86505353895]<br>  ...<br>  [-16352.475021501155 -16352.475021501155 -15904.56301285357 ...<br>   -19245.508496074934 -19239.21656502796 -19239.21656502796]<br>  [-17108.333943395653 -17108.333943395653 -16689.271649017723 ...<br>   -18536.564103552515 -18598.844741081328 -18598.844741081328]<br>  [-17108.333943395653 -17108.333943395653 -16689.271649017723 ...<br>   -18536.564103552515 -18598.844741081328 -18598.844741081328]]<br><br> [[58959.35735341538 58959.35735341538 58296.35919086291 ...<br>   58679.11980675888 58789.43518468958 58789.43518468958]<br>  [58959.35735341538 58959.35735341538 58296.35919086291 ...<br>   58679.11980675888 58789.43518468958 58789.43518468958]<br>  [59371.62793606834 59371.62793606834 58715.6252866981 ...<br>   59473.455560102295 59253.68352370711 59253.68352370711]<br>  ...<br>  [-11256.47422356339 -11256.47422356339 -11121.14491124438 ...<br>   -20552.23024054018 -20411.184279721954 -20411.184279721954]<br>  [-11533.112058255538 -11533.112058255538 -11334.838224189552 ...<br>   -19829.97524464943 -19456.09873767124 -19456.09873767124]<br>  [-11533.112058255538 -11533.112058255538 -11334.838224189552 ...<br>   -19829.97524464943 -19456.09873767124 -19456.09873767124]]<br><br> [[59084.913544129704 59084.913544129704 58575.74311820474 ...<br>   59925.90662111572 60162.644679913916 60162.644679913916]<br>  [59084.913544129704 59084.913544129704 58575.74311820474 ...<br>   59925.90662111572 60162.644679913916 60162.644679913916]<br>  [59128.727352230926 59128.727352230926 58579.33146751169 ...<br>   60782.39612326511 60913.26500460888 60913.26500460888]<br>  ...<br>  [-14703.840049903138 -14703.840049903138 -14639.167151219664 ...<br>   -21046.857572614415 -20968.445295436803 -20968.445295436803]<br>  [-15157.965177984068 -15157.965177984068 -15055.818083638842 ...<br>   -19825.98342696648 -19716.714014690915 -19716.714014690915]<br>  [-15157.965177984068 -15157.965177984068 -15055.818083638842 ...<br>   -19825.98342696648 -19716.714014690915 -19716.714014690915]]<br><br> ...<br><br> [[59415.514081810186 59415.514081810186 59387.88066998743 ...<br>   62217.77258838436 62635.92464484224 62635.92464484224]<br>  [59415.514081810186 59415.514081810186 59387.88066998743 ...<br>   62217.77258838436 62635.92464484224 62635.92464484224]<br>  [60277.25628945315 60277.25628945315 60063.7404303662 ...<br>   61870.31518097279 62290.538522360985 62290.538522360985]<br>  ...<br>  [-6918.475713921085 -6918.475713921085 -6937.619229159158 ...<br>   -16902.567577575715 -16772.578632611734 -16772.578632611734]<br>  [-6427.633398903149 -6427.633398903149 -6696.818694215915 ...<br>   -17044.281621641367 -17246.35225763646 -17246.35225763646]<br>  [-6427.633398903149 -6427.633398903149 -6696.818694215915 ...<br>   -17044.281621641367 -17246.35225763646 -17246.35225763646]]<br><br> [[58697.02663402816 58697.02663402816 58641.59016203386 ...<br>   63918.654084786176 64167.66040247961 64167.66040247961]<br>  [58697.02663402816 58697.02663402816 58641.59016203386 ...<br>   63918.654084786176 64167.66040247961 64167.66040247961]<br>  [58935.41545341288 58935.41545341288 58768.251830182686 ...<br>   63789.5548164623 64183.57896060727 64183.57896060727]<br>  ...<br>  [-7769.168891061938 -7769.168891061938 -7388.345442351116 ...<br>   -17608.73306244806 -17670.27378088253 -17670.27378088253]<br>  [-7443.441341952366 -7443.441341952366 -7143.285777946805 ...<br>   -17540.88820061214 -17709.11233463343 -17709.11233463343]<br>  [-7443.441341952366 -7443.441341952366 -7143.285777946805 ...<br>   -17540.88820061214 -17709.11233463343 -17709.11233463343]]<br><br> [[59174.67879868238 59174.67879868238 59057.72555745243 ...<br>   64392.09837922697 64547.903471079786 64547.903471079786]<br>  [59174.67879868238 59174.67879868238 59057.72555745243 ...<br>   64392.09837922697 64547.903471079786 64547.903471079786]<br>  [59755.73418664917 59755.73418664917 60026.858308694245 ...<br>   64355.3012700375 64717.84951198376 64717.84951198376]<br>  ...<br>  [-5113.619088001549 -5113.619088001549 -4482.665827772383 ...<br>   -18322.650985007058 -17994.558137268945 -17994.558137268945]<br>  [-5271.023268297389 -5271.023268297389 -4604.51326449356 ...<br>   -18025.123890812647 -17489.907329862595 -17489.907329862595]<br>  [-5271.023268297389 -5271.023268297389 -4604.51326449356 ...<br>   -18025.123890812647 -17489.907329862595 -17489.907329862595]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter<sup>2</sup>/second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[ 0.09819786  0.0981...</div><input id='attrs-be7b0632-47fb-4e17-934b-029ffa3fa432' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be7b0632-47fb-4e17-934b-029ffa3fa432' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00402db2-02c9-46e1-bddc-cff70d6c45d3' class='xr-var-data-in' type='checkbox'><label for='data-00402db2-02c9-46e1-bddc-cff70d6c45d3' 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>Zonal Velocity</dd><dt><span>standard_name :</span></dt><dd>zonal_velocity</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.09819786441965409 0.09819786441965409 0.0873757791160496 ...<br>   0.09017386176441615 0.06475341982072315 0.06475341982072315]<br>  [-0.09819707644478928 -0.09819707644478928 -0.08737507798147337 ...<br>   -0.09017313817701987 -0.06475290021606878 -0.06475290021606878]<br>  [-0.17615502417141773 -0.17615502417141773 -0.1628996138865662 ...<br>   -0.17001370722584153 -0.13490419721012975 -0.13490419721012975]<br>  ...<br>  [0.11631903145771667 0.11631903145771667 0.11332102526424069 ...<br>   -0.11032240989974279 -0.1087707344099209 -0.1087707344099209]<br>  [0.06817922362939374 0.06817922362939374 0.07078149643964901 ...<br>   -0.06394748659901 -0.05776217297454113 -0.05776217297454113]<br>  [-0.06817862581508027 -0.06817862581508027 -0.07078087580788645 ...<br>   0.06394692588973762 0.05776166649981131 0.05776166649981131]]<br><br> [[0.037312004931693 0.037312004931693 0.03794512461895319 ...<br>   0.07189030892150577 0.04201618316661254 0.04201618316661254]<br>  [-0.03731170552679018 -0.03731170552679018 -0.037944820133669246 ...<br>   -0.07188973204789473 -0.04201584601369714 -0.04201584601369714]<br>  [-0.06347083722336684 -0.06347083722336684 -0.05854163917994366 ...<br>   -0.17159953669821296 -0.13101029161609834 -0.13101029161609834]<br>  ...<br>  [0.026483813230523068 0.026483813230523068 0.03192811557377507 ...<br>   -0.1415618310883438 -0.1688764492892659 -0.1688764492892659]<br>  [0.02495300677083217 0.02495300677083217 0.019275348546363317 ...<br>   -0.0651481162104417 -0.08614966215317785 -0.08614966215317785]<br>  [-0.024952787975958252 -0.024952787975958252 -0.019275179534769715 ...<br>   0.06514754497371772 0.08614890676908211 0.08614890676908211]]<br><br> [[0.003965310872847362 0.003965310872847362 0.00032475881780463247 ...<br>   0.07751545192115608 0.06793390175117876 0.06793390175117876]<br>  [-0.003965279053772268 -0.003965279053772268 -0.00032475621182256274<br>   ... -0.07751482990938013 -0.06793335662519899 -0.06793335662519899]<br>  [0.0024213914193914657 0.0024213914193914657 0.0114517597933893 ...<br>   -0.150584017677278 -0.1393853617498071 -0.1393853617498071]<br>  ...<br>  [0.07448419996298912 0.07448419996298912 0.0654855198490467 ...<br>   -0.17306020128648453 -0.1890602124781547 -0.1890602124781547]<br>  [0.04096253648174631 0.04096253648174631 0.03758232690513567 ...<br>   -0.11012405753026708 -0.11290740168810641 -0.11290740168810641]<br>  [-0.04096217731088231 -0.04096217731088231 -0.037581997372886 ...<br>   0.11012309193203315 0.11290641168473943 0.11290641168473943]]<br><br> ...<br><br> [[0.07799084109886471 0.07799084109886471 0.06116779555337048 ...<br>   -0.03144617405265558 -0.03125871514390142 -0.03125871514390142]<br>  [-0.07799021527239558 -0.07799021527239558 -0.06116730472105244 ...<br>   0.031445921717279036 0.03125846431276503 0.03125846431276503]<br>  [-0.16438765515429185 -0.16438765515429185 -0.14394939328429202 ...<br>   0.08347681356174544 0.06646683628987174 0.06646683628987174]<br>  ...<br>  [-0.07540788999423918 -0.07540788999423918 -0.05243366682389291 ...<br>   -0.02148301946296358 0.031265095115431955 0.031265095115431955]<br>  [-0.04427446312137081 -0.04427446312137081 -0.021720446827330667 ...<br>   0.01278274717927639 0.04273485037301418 0.04273485037301418]<br>  [0.04427407491061696 0.04427407491061696 0.021720256376437652 ...<br>   -0.012782635096609148 -0.04273447566201139 -0.04273447566201139]]<br><br> [[0.021575065451689822 0.021575065451689822 0.011463347096494315 ...<br>   -0.011683958882978185 0.0014406880926144184 0.0014406880926144184]<br>  [-0.02157489232562921 -0.02157489232562921 -0.011463255110489451 ...<br>   0.011683865126703476 -0.0014406765320193594 -0.0014406765320193594]<br>  [-0.12308533873783908 -0.12308533873783908 -0.11233972249444192 ...<br>   0.05476583886477182 0.04024363505412906 0.04024363505412906]<br>  ...<br>  [-0.05021644304764882 -0.05021644304764882 -0.02927444361257268 ...<br>   -0.04809954177888681 -0.004066086656309194 -0.004066086656309194]<br>  [-0.02938094764739113 -0.02938094764739113 -0.0221046245244926 ...<br>   -0.006119673755550516 0.0035032760280027846 0.0035032760280027846]<br>  [0.029380690027105364 0.029380690027105364 0.02210443070502303 ...<br>   0.006119620096556062 -0.003503245310308396 -0.003503245310308396]]<br><br> [[0.052587650959453024 0.052587650959453024 0.0877100805037041 ...<br>   -0.003330273799101673 0.015380742122142738 0.015380742122142738]<br>  [-0.05258722897728936 -0.05258722897728936 -0.08770937668657458 ...<br>   0.0033302470757908256 -0.015380618701554934 -0.015380618701554934]<br>  [-0.18087878719297384 -0.18087878719297384 -0.21805567417344626 ...<br>   0.02412125410458975 -0.007466827455070019 -0.007466827455070019]<br>  ...<br>  [0.020091745737492683 0.020091745737492683 -0.00488367353277767 ...<br>   -0.07601742208427498 -0.0872591163797205 -0.0872591163797205]<br>  [0.014198013012393054 0.014198013012393054 0.010990759513772218 ...<br>   -0.026837238674171184 -0.04552000281570274 -0.04552000281570274]<br>  [-0.014197888520282998 -0.014197888520282998 -0.010990663143749146 ...<br>   0.02683700335783102 0.045519603683711364 0.045519603683711364]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter/second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[ 0.06750432 -0.0675...</div><input id='attrs-bd0ad7b6-f1e5-470f-8a4d-8c5dae0d2d84' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd0ad7b6-f1e5-470f-8a4d-8c5dae0d2d84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83a1cce7-8a77-4a25-95b4-84951b1fd98c' class='xr-var-data-in' type='checkbox'><label for='data-83a1cce7-8a77-4a25-95b4-84951b1fd98c' 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>Meridional Velocity</dd><dt><span>standard_name :</span></dt><dd>meridional_velocity</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.06750431775135449 -0.06750431775135449 -0.1298047063259371 ...<br>   -0.07061896037932272 -0.005917108810921311 0.0059171088109191946]<br>  [0.06754244022098707 -0.06754244022098707 -0.12987801239197724 ...<br>   -0.07065884181598076 -0.005920450446071049 0.005920450446068932]<br>  [0.08039042720301767 -0.08039042720301767 -0.16119631320350009 ...<br>   -0.09594085866976668 -0.03601319647542027 0.03601319647541709]<br>  ...<br>  [-0.05484206312475332 0.05484206312475272 0.08888520493881685 ...<br>   -0.020919427488586793 0.0007703800590178284 -0.0007703800590172231]<br>  [-0.0513512342092973 0.05135123420929699 0.0813387227054365 ...<br>   -0.013753191828417378 -0.00763177133178166 0.00763177133178166]<br>  [-0.051392852685358544 0.05139285268535824 0.08140464504860691 ...<br>   -0.013764338335286985 -0.007637956629902871 0.007637956629902871]]<br><br> [[0.07094439333630936 -0.07094439333630724 -0.14715302433454497 ...<br>   0.0006204836022630252 0.011804342764499001 -0.011804342764499001]<br>  [0.07098445855836712 -0.070984458558365 -0.14723612771057196 ...<br>   0.0006208340149191742 0.011811009163235594 -0.011811009163235594]<br>  [0.07027521892368803 -0.0702752189236859 -0.14426073198054104 ...<br>   -0.0658186663537867 -0.023543392676673356 0.023543392676672294]<br>  ...<br>  [-0.01656963543182914 0.016569635431828537 0.017151728219470787 ...<br>   0.06088578153139991 0.017269578259540622 -0.017269578259540928]<br>  [-0.024296163666577837 0.024296163666577535 0.02337775988809213 ...<br>   0.0933445712359963 0.04581423891595195 -0.045814238915951044]<br>  [-0.024315854903244446 0.02431585490324414 0.023396706788887205 ...<br>   0.09342022392211477 0.04585136984055283 -0.04585136984055192]]<br><br> [[0.05448399258448515 -0.054483992584484095 -0.11017257790216871 ...<br>   0.04306998101882859 0.025332254159629627 -0.025332254159630686]<br>  [0.05451476194001607 -0.05451476194001501 -0.11023479689638015 ...<br>   0.04309430441173383 0.02534656032732519 -0.025346560327326247]<br>  [0.058854817296059 -0.058854817296059 -0.12190171319313808 ...<br>   0.02848289818042913 0.014019515463255802 -0.014019515463255802]<br>  ...<br>  [-0.007918508822232911 0.00791850882223261 -0.002537015863560402 ...<br>   0.03499201640974932 0.009600749637720871 -0.009600749637721173]<br>  [-0.012516944224980555 0.012516944224980254 -0.011587201468701345 ...<br>   0.05189834844751845 0.013389701858133415 -0.013389701858133114]<br>  [-0.012527088794076288 0.012527088794075984 -0.011596592512059262 ...<br>   0.0519404103415652 0.013400553768410366 -0.013400553768410062]]<br><br> ...<br><br> [[0.002956924691962738 -0.002956924691962738 -0.0109359607008966 ...<br>   0.09510485068307512 0.044744534213623156 -0.04474453421362422]<br>  [0.002958594589171245 -0.002958594589171245 -0.010942136688501698 ...<br>   0.09515856031088635 0.044769803295714554 -0.044769803295715616]<br>  [0.02287319076442783 -0.022873190764426773 -0.05621226462840667 ...<br>   0.08730933959137964 0.045017024460818754 -0.0450170244608177]<br>  ...<br>  [0.0023439199013350434 -0.0023439199013350434 -0.003412445253400445<br>   ... 0.05749095458029332 0.015915764229673068 -0.015915764229672162]<br>  [0.03298554255716074 -0.03298554255716059 -0.019032758006677846 ...<br>   -0.004642362867939182 -0.024761417801299444 0.024761417801299444]<br>  [0.033012276247877635 -0.03301227624787749 -0.019048183427228634 ...<br>   -0.0046461253494230635 -0.0247814861110465 0.0247814861110465]]<br><br> [[0.005932002675843634 -0.005932002675843634 -0.009621404056396941 ...<br>   0.07549478547178676 0.02664502429049792 -0.026645024290495804]<br>  [0.00593535272217257 -0.00593535272217257 -0.009626837659700863 ...<br>   0.07553742048777444 0.0266600718335768 -0.026660071833574682]<br>  [0.01790764142470459 -0.01790764142470459 -0.019116462634373402 ...<br>   0.10064159234931398 0.04221039811004085 -0.04221039811004085]<br>  ...<br>  [-0.046627782266086125 0.04662778226608628 0.10501871273426736 ...<br>   0.02532173809602415 -0.007535006653059108 0.007535006653060319]<br>  [-0.03678059055480797 0.036780590554808125 0.07736353539475609 ...<br>   -0.016662972696605306 -0.020613920702779617 0.020613920702780224]<br>  [-0.03681040000634491 0.036810400006345056 0.07742623598015423 ...<br>   -0.016676477484580923 -0.020630627603373287 0.020630627603373895]]<br><br> [[0.012514630079563535 -0.012514630079561419 -0.029091239062632782 ...<br>   0.0640795713959629 0.016671988467829905 -0.01667198846782779]<br>  [0.012521697606813102 -0.012521697606810983 -0.029107668083985527 ...<br>   0.06411575977021786 0.01668140382665807 -0.016681403826655953]<br>  [-0.029044558052472774 0.029044558052472774 0.04824212736052566 ...<br>   0.09630938179960388 0.038838497219137076 -0.038838497219137076]<br>  ...<br>  [-0.07725351823170648 0.07725351823170648 0.13196438991341425 ...<br>   0.0716080593406061 0.0401714808246869 -0.04017148082468599]<br>  [-0.08167308719333999 0.08167308719333977 0.14062871268411786 ...<br>   0.09908625923548725 0.06558459528073543 -0.06558459528073513]<br>  [-0.08173928052786336 0.08173928052786314 0.14074268760219896 ...<br>   0.09916656536973092 0.06563774942494845 -0.06563774942494814]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter/second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ke</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[7.09982675e-03 7.09...</div><input id='attrs-14dc7bb3-2cc7-4903-a233-cd8c8e3cdf4a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-14dc7bb3-2cc7-4903-a233-cd8c8e3cdf4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1cc4a0c5-caf1-42cc-a3da-0df75348a13b' class='xr-var-data-in' type='checkbox'><label for='data-1cc4a0c5-caf1-42cc-a3da-0df75348a13b' 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>Kinetic Energy</dd><dt><span>standard_name :</span></dt><dd>kinetic_energy</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.0070998267458282985 0.0070998267458282985 0.012241894280249733 ...<br>   0.006559181455282193 0.002114008777579552 0.0021140087775795395]<br>  [0.007102323526654701 0.007102323526654701 0.012251351177579573 ...<br>   0.006561933387733854 0.0021139949099382715 0.002113994909938259]<br>  [0.018746606663358225 0.018746606663358225 0.026260267797396625 ...<br>   0.01905465450348315 0.009748046372643402 0.009748046372643288]<br>  ...<br>  [0.008268884483520355 0.008268884483520322 0.010371117211977074 ...<br>   0.006304328286268553 0.005915833074754441 0.00591583307475444]<br>  [0.0036426778947624937 0.003642677894762478 0.005813004024793969 ...<br>   0.0021392156638999054 0.001697356280200707 0.001697356280200707]<br>  [0.003644775162585848 0.0036447751625858322 0.005818324307810563 ...<br>   0.002139333170277923 0.0016973742491578506 0.0016973742491578506]]<br><br> [[0.00321264632893983 0.003212646328939679 0.011546922526575534 ...<br>   0.002584300758365105 0.0009523510779960575 0.0009523510779960575]<br>  [0.0032154783630712214 0.0032154783630710714 0.011559143339090184 ...<br>   0.0025842595043960915 0.0009524156268503727 0.0009524156268503727]<br>  [0.004483576786303705 0.004483576786303556 0.012119141154718106 ...<br>   0.016889248917816214 0.008858993924031581 0.008858993924031555]<br>  ...<br>  [0.0004879725907864782 0.0004879725907864682 0.0006567931725034643 ...<br>   0.01187341520688707 0.0144087467289062 0.014408746728906205]<br>  [0.0006064780579091665 0.0006064780579091592 0.00045902935948453986<br>   ... 0.006478743012500602 0.004760354388277305 0.004760354388277263]<br>  [0.0006069512137243818 0.0006069512137243745 0.0004594692173313829 ...<br>   0.0064857704268803185 0.00476199112688158 0.004761991126881538]]<br><br> [[0.0014921145691322772 0.0014921145691322198 0.0060690511949495875 ...<br>   0.003931834275751658 0.0026283690539734405 0.0026283690539734674]<br>  [0.0014937913536754545 0.001493791353675397 0.00607590795669165 ...<br>   0.003932833964305657 0.002628694531396601 0.002628694531396628]<br>  [0.001734876327679194 0.001734876327679194 0.007495585240893792 ...<br>   0.011743410934293732 0.009812412941974527 0.009812412941974527]<br>  ...<br>  [0.002805299413047165 0.0028052994130471623 0.0021473948796959233 ...<br>   0.015587137240869353 0.017917969167945597 0.0179179691679456]<br>  [0.0009173016438748358 0.000917301643874832 0.0007733472667403794 ...<br>   0.007410373309254807 0.006463682735904558 0.0064636827359045535]<br>  [0.0009174139618514166 0.0009174139618514127 0.0007734437422131795 ...<br>   0.007412450801560599 0.006463716320411961 0.006463716320411957]]<br><br> ...<br><br> [[0.0030456573494711523 0.0030456573494711523 0.001930547224655242 ...<br>   0.005016897242999961 0.0014895903072208326 0.00148959030722088]<br>  [0.003045613480088839 0.003045613480088839 0.0019305847610739694 ...<br>   0.0050219987965449174 0.0014907134391646893 0.001490713439164737]<br>  [0.01377324201143614 0.013773242011436116 0.011940623260784898 ...<br>   0.00729564959115263 0.0032221864088452824 0.0032221864088452347]<br>  ...<br>  [0.0028459219169435766 0.0028459219169435766 0.0013804670996032315 ...<br>   0.0018833649918997106 0.0006154088617957739 0.0006154088617957596]<br>  [0.0015241370512379432 0.001524137051237938 0.00041701184385982925 ...<br>   9.24750792234595e-05 0.0012196976239672096 0.0012196976239672096]<br>  [0.0015250020461285542 0.0015250020461285495 0.00041730141446776406<br>   ... 9.249112038780777e-05 0.0012201787319895173 0.0012201787319895173]]<br><br> [[0.0002503360524954579 0.0002503360524954579 0.00011198987133557807<br>   ... 0.002917988764305115 0.0003560164508107126 0.00035601645081065624]<br>  [0.00025035219539954774 0.00025035219539954774 0.00011204111052719865<br>   ... 0.0029212072991229216 0.00035641748952069317<br>   0.00035641748952063674]<br>  [0.007735342116802194 0.007735342116802194 0.0064928261968898076 ...<br>   0.006564013608583823 0.0017006339354890326 0.0017006339354890326]<br>  ...<br>  [0.002347920615705647 0.002347920615705654 0.005942961536594133 ...<br>   0.0014773781697712594 3.665469297913035e-05 3.665469297913947e-05]<br>  [0.001108025963109584 0.0011080259631095896 0.0032368655170722386 ...<br>   0.00015755253298109384 0.00021860333483443253 0.00021860333483444502]<br>  [0.001109115247547983 0.0011091152475479883 0.003241713937423847 ...<br>   0.00015777732570995364 0.0002189477615066328 0.00021894776150664533]]<br><br> [[0.0014610384997307884 0.001461038499730762 0.004269679206082753 ...<br>   0.002058641096933645 0.0002572612138496546 0.00025726121384961933]<br>  [0.0014611047812331654 0.001461104781233139 0.004270095550017451 ...<br>   0.00206096059824905 0.00025741633263533193 0.00025741633263529664]<br>  [0.016780361004432292 0.016780361004432292 0.024937789945752666 ...<br>   0.00492866596110003 0.000782091189242353 0.000782091189242353]<br>  ...<br>  [0.0031858921629783305 0.0031858921629783305 0.00871922523619719 ...<br>   0.005453181311433291 0.004613950631508897 0.00461395063150886]<br>  [0.0034360383725954994 0.003436038372595481 0.009948615812940874 ...<br>   0.0052691620744683065 0.0031867048972397246 0.0031867048972397047]<br>  [0.0034414450098235634 0.003441445009823545 0.009964649394914768 ...<br>   0.005277116218228675 0.0031901742345472345 0.0031901742345472146]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter<sup>2</sup>/second<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vort_r</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[-21.03727654 -13.19...</div><input id='attrs-deb68b83-c9b8-41db-8b49-34a176b82f75' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-deb68b83-c9b8-41db-8b49-34a176b82f75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f3ee930-6f9c-4e46-a4d4-dcf18fb3ae4f' class='xr-var-data-in' type='checkbox'><label for='data-8f3ee930-6f9c-4e46-a4d4-dcf18fb3ae4f' 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'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[-21.037276539504088 -13.193387615039205 -5.726909927294198 ...<br>   7.968321109675717 3.238196234652759 -0.23769832250910775]<br>  [-22.435305149645565 -11.834032855099853 -2.381367034988031 ...<br>   10.685345664356323 6.46991224104165 -3.466024362338599]<br>  [-26.321470334800143 -14.489692482167449 -2.821565743378921 ...<br>   6.144348397961585 10.600913718918411 7.6816166278134554]<br>  ...<br>  [21.613558472434004 10.207372479110525 -3.3371318841652973 ...<br>   4.010363387987696 1.5745565308409932 -2.0215530380440994]<br>  [19.9992202554098 9.820337936718612 -3.452168627983166 ...<br>   -5.293389123075981 2.000887572027651 2.4308666563282277]<br>  [20.409433454211985 9.458479855399847 -4.271892662860473 ...<br>   -4.534357294848219 1.1061847671140776 3.3327559525703108]]<br><br> [[-22.190926398319167 -13.784160571495606 -5.038368896891508 ...<br>   -0.17389879737669142 -2.6833055415486387 -3.302541085733476]<br>  [-22.135599970515713 -13.880131700733939 -5.372205988249708 ...<br>   6.953720122704274 1.1072788583924416 -7.09988830320995]<br>  [-22.37510686304138 -13.300949369994491 -4.803346712633632 ...<br>   6.318727975802327 8.245730355846039 3.7063548018849386]<br>  ...<br>  [6.774529992693016 2.8396456040399682 -1.8710967229620887 ...<br>   -5.1991983373815245 -7.650449445868605 -2.369852965295829]<br>  [11.060006779079139 3.0487264861832193 -4.468123004567845 ...<br>   -1.1759911912143393 -11.624367145284856 -14.979869041555117]<br>  [10.253692580332649 3.8779192752223235 -3.8115176657344954 ...<br>   2.285488099711323 -8.594336284770554 -18.05304108337324]]<br><br> [[-16.96025363956064 -10.66795317867214 -4.195554035109316 ...<br>   -2.899196392853458 -4.943772052992825 -7.901923056683961]<br>  [-17.441716970139343 -10.217704233155139 -2.955332953310177 ...<br>   -1.3323117309490446 -3.732628302495408 -9.127579890718842]<br>  [-18.981060608989637 -10.897292010862802 -2.5354467100752625 ...<br>   -0.36324321112007707 -1.9867515815239463 -5.130423287371658]<br>  ...<br>  [4.856763833301946 -0.2622189144085565 -5.672587706420773 ...<br>   -3.4216986703790035 -4.3940972058287695 -1.1765318679121348]<br>  [7.4462385759841725 -0.17767429604614107 -8.48597392337007 ...<br>   -6.332988466072976 -4.9409518700135555 -2.834421008245024]<br>  [6.967594396441242 0.31275651955046224 -9.466647189851914 ...<br>   -4.539618474962985 -4.544894549284441 -3.243086801124563]]<br><br> ...<br><br> [[0.44874533840861236 -1.9481678854769902 -4.427365375172547 ...<br>   -4.2078993082340865 -8.852606370673657 -13.836832978497261]<br>  [-1.6870503442507647 0.18593374758063008 0.42364860330252685 ...<br>   -3.364795109038946 -8.886412841380347 -13.828661066752263]<br>  [-7.889756753416843 -3.7220923797292746 0.18117753028989225 ...<br>   -4.15452301429976 -9.47714615158215 -13.376285267266054]<br>  ...<br>  [-2.6100947093952045 1.2500854557923817 2.0112337666701388 ...<br>   -0.33030983107777734 -1.4979156696090925 -7.736865185447668]<br>  [-17.014583317048597 -2.140054754028148 4.673306253635758 ...<br>   -1.6400383068152928 4.306722708747072 10.072182694774314]<br>  [-13.767914672994012 -5.41778438055305 3.011942800498298 ...<br>   -8.287433676133624 -0.03456359489502653 14.436785697328823]]<br><br> [[-1.380514321897645 -1.6275360980561397 -0.16146768171489373 ...<br>   -3.582339230086374 -5.641380018888482 -7.870005745237936]<br>  [-2.6661275564806197 -0.3453213628658879 0.8558336369571985 ...<br>   -6.275032745844693 -7.314408983254165 -6.212241962602232]<br>  [-7.423114888832164 -1.6679136736339104 2.6570600559490094 ...<br>   -4.168540444302742 -9.98619102740848 -11.442422923069232]<br>  ...<br>  [14.537546961275774 12.517223690543343 6.119127896892292 ...<br>   -0.7994179594543755 1.9021879789206293 2.469838031157601]<br>  [12.545265507285583 8.813149286012136 4.740940115937365 ...<br>   -2.310046046816606 3.4037658858831032 8.566696312990196]<br>  [13.621942555729635 7.771106843819947 1.7842274998667564 ...<br>   -6.802601967457243 2.0122821915464515 9.97759119719846]]<br><br> [[-5.937583104436881 -0.40844206168311464 3.846664524570144 ...<br>   -3.5609068189306576 -3.9311646529894158 -4.523009199058629]<br>  [-1.4842107257993244 -4.868984188051464 -4.449014907850407 ...<br>   -7.0148414650178035 -6.311655850921424 -2.1520695380659234]<br>  [12.198353739184324 2.546463882357658 -4.831555349554623 ...<br>   -5.391840157801834 -10.58048012535021 -9.136347968901259]<br>  ...<br>  [31.46076716619934 13.363929961313875 -3.809867018168988 ...<br>   -1.4724503359490198 -8.924085911983626 -14.384554294401678]<br>  [31.523738720322463 15.903658377207062 0.8210664497756265 ...<br>   1.315155046444602 -13.308038310960196 -24.776803964122877]<br>  [31.10924713587112 16.39505778650966 1.7368859184954006 ...<br>   4.247505153340107 -10.617364769567622 -27.529235530590284]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vort_a</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[26.01496319 33.8588...</div><input id='attrs-b78a26e2-91c4-4078-8223-08e2ee7f68e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b78a26e2-91c4-4078-8223-08e2ee7f68e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37a8de4e-babb-4145-afd8-582da6113b7e' class='xr-var-data-in' type='checkbox'><label for='data-37a8de4e-babb-4145-afd8-582da6113b7e' 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'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[26.01496318720537 33.85885211167025 41.325329799415265 ...<br>   55.02056083638517 50.29043596136222 46.81454140420035]<br>  [24.680144778960337 35.28141707350605 44.734082893617874 ...<br>   57.80079559296223 53.58536216964755 43.649425566267304]<br>  [20.857153915237493 32.68893176787019 44.35705850665872 ...<br>   53.32297264799922 57.77953796895605 54.86024087785109]<br>  ...<br>  [80.42212608152012 69.01594008819664 55.47143572492082 ...<br>   62.818930997073814 60.38312413992711 56.78701457104202]<br>  [78.86299253079643 68.68411021210525 55.41160364740348 ...<br>   53.57038315231066 60.86465984741429 61.29463893171487]<br>  [79.3283655685759 68.37741196976377 54.64703945150345 ...<br>   54.38457481951571 60.025116881478006 62.25168806693424]]<br><br> [[24.861313328390292 33.26807915521385 42.013870829817954 ...<br>   46.878340929332765 44.368934185160825 43.749698640975986]<br>  [24.97984995809019 33.235318227871964 41.743243940356194 ...<br>   54.06917005131018 48.222728786998346 40.015561625395954]<br>  [24.803517386996255 33.877674880043145 42.37527753740401 ...<br>   53.49735222583996 55.42435460588368 50.88497905192257]<br>  ...<br>  [65.58309760177913 61.648213213126084 56.93747088612403 ...<br>   53.609369271704594 51.158118163217516 56.43871464379029]<br>  [69.92377905446578 61.912498761569864 54.395649270818794 ...<br>   57.68778108417231 47.23940513010179 43.883903233831525]<br>  [69.17262469469658 62.79685138958625 55.107414448629434 ...<br>   61.204420214075256 50.32459582959337 40.86589103099069]]<br><br> [[30.09198608714882 36.38428654803732 42.85668569160014 ...<br>   44.153043333856 42.10846767371663 39.1503166700255]<br>  [29.67373295846656 36.897745695450766 44.16011697529573 ...<br>   45.783138197656854 43.38282162611049 37.987870037887056]<br>  [28.197563641047996 36.28133223917484 44.64317753996237 ...<br>   46.81538103891756 45.19187266851369 42.04820096266598]<br>  ...<br>  [63.665331442388066 58.54634869467756 53.13597990266535 ...<br>   55.38686893870712 54.414470403257354 57.632035741173986]<br>  [66.31001085137082 58.6860979793405 50.37779835201657 ...<br>   52.53078380931367 53.92282040537308 56.02935126714162]<br>  [65.88652651080517 59.231688633914395 49.452284924512014 ...<br>   54.37931363940095 54.37403756507948 55.675845313239364]]<br><br> ...<br><br> [[47.50098506511807 45.10407184123247 42.62487435153692 ...<br>   42.844340418475376 38.199633356035804 33.2154067482122]<br>  [45.428399584355134 47.30138367618653 47.53909853190843 ...<br>   43.75065481956696 38.22903708722555 33.28678886185364]<br>  [39.28886749662079 43.45653187030836 47.35980178032753 ...<br>   43.02410123573788 37.70147809845548 33.80233898277159]<br>  ...<br>  [56.19847289969091 60.0586530648785 60.81980137575626 ...<br>   58.47825777800834 57.310651939477026 51.071702423638456]<br>  [41.84918895833805 56.723717521358495 63.5370785290224 ...<br>   57.223733968571345 63.17049498413372 68.93595497016096]<br>  [45.151017441369916 53.50114773381088 61.93087491486223 ...<br>   50.6314984382303 58.8843685194689 73.35571781169276]]<br><br> [[45.67172540481181 45.42470362865332 46.89077204499456 ...<br>   43.46990049662309 41.410859707820975 39.18223398147152]<br>  [44.44932237212528 46.77012856574001 47.9712835655631 ...<br>   40.84041718276121 39.80104094535174 40.90320796600367]<br>  [39.75550936120547 45.510710576403724 49.835684305986646 ...<br>   43.010083805734894 37.192433222629155 35.736201326968406]<br>  ...<br>  [73.34611457036189 71.32579129962946 64.9276955059784 ...<br>   58.009149649631745 60.710755588006755 61.27840564024372]<br>  [71.40903778267223 67.67692156139877 63.60471239132401 ...<br>   56.553726228570035 62.26753816126975 67.43046858837684]<br>  [72.54087467009356 66.69003895818388 60.703159614230685 ...<br>   52.11633014690669 60.93121430591038 68.89652331156239]]<br><br> [[41.11465662227258 46.64379766502634 50.898904251279596 ...<br>   43.491332907778805 43.12107507372004 42.52923052765083]<br>  [45.631239202806576 42.24646574055444 42.66643502075549 ...<br>   40.100608463588095 40.80379407768448 44.96338039053998]<br>  [59.376977989221956 49.7250881323953 42.34706890048301 ...<br>   41.786784092235806 36.59814412468742 38.042276281136374]<br>  ...<br>  [90.26933477528546 72.1724975704 54.99870059091713 ...<br>   57.3361172731371 49.884481697102494 44.424013314684444]<br>  [90.3875109957091 74.7674306525937 59.68483872516227 ...<br>   60.178927321831246 45.555733964426445 34.08696831126377]<br>  [90.02817925023506 75.31398990087358 60.65581803285933 ...<br>   63.16643726770404 48.30156734479631 31.389696583773645]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>div</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[-22.41076683 -11.81...</div><input id='attrs-374cc526-092f-466a-aec1-ee1041b9b878' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-374cc526-092f-466a-aec1-ee1041b9b878' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f27f38f8-331e-4b09-9168-946959dcaed8' class='xr-var-data-in' type='checkbox'><label for='data-f27f38f8-331e-4b09-9168-946959dcaed8' 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'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[-22.410766831542578 -11.819897323000719 -2.3767758161469357 ...<br>   10.674824997615975 6.464444157272522 -3.4639462451287564]<br>  [-21.06182587898557 -13.207512125759848 -5.731474263458172 ...<br>   7.9788634943735355 3.24369020699181 -0.2398023282888733]<br>  [-24.639755028290917 -16.171407788676674 -8.223921813313872 ...<br>   3.1943463173983253 6.146100248675489 12.136430098056493]<br>  ...<br>  [21.17963722301588 10.641293728528558 -2.6506997018074365 ...<br>   0.18496540842170558 1.3482066297133117 -1.7952031369165147]<br>  [20.376698502461927 9.442859689666516 -4.265638667056975 ...<br>   -4.526392099398849 1.1036636778825408 3.328090550473273]<br>  [20.031958516993672 9.835954792618136 -3.458429756517236 ...<br>   -5.3013475932830385 2.003400794151614 2.4355399255328396]]<br><br> [[-22.110573701056758 -13.864513268758014 -5.366329682892676 ...<br>   6.949920925308769 1.108183857821332 -7.094030485103332]<br>  [-22.21595202299927 -13.799779648250384 -5.044247833923467 ...<br>   -0.17004243589788395 -2.6841801167073625 -3.3084293281102592]<br>  [-21.74906961901548 -13.926986614020281 -5.750892359023366 ...<br>   -1.2937257017175205 3.095699425220226 8.856385732510525]<br>  ...<br>  [7.56229668837903 2.0518789083539533 -3.6600999999035455 ...<br>   2.036588317238948 -3.6865433918969677 -6.333759019267337]<br>  [10.236421924529171 3.872311340733216 -3.8048071045077236 ...<br>   2.284604413010556 -8.577942989965445 -18.0262931968744]<br>  [11.077270213462532 3.0543416420924103 -4.474827749657108 ...<br>   -1.175077161052965 -11.640733728199313 -15.00664363994461]]<br><br> [[-17.422296098567582 -10.205910719665088 -2.9512907037243106 ...<br>   -1.3299164060646123 -3.727724889067383 -9.117970220609514]<br>  [-16.97967821872673 -10.679742984567865 -4.199586300280148 ...<br>   -2.9015791252726997 -4.9486657084224595 -7.911542484791676]<br>  [-17.83484044331119 -12.043512176541364 -5.748872110988749 ...<br>   -2.582172999859053 -3.4074632015237785 -3.7097116673719404]<br>  ...<br>  [3.551702035868809 1.0428428830245802 -4.989844946098502 ...<br>   -0.36641790911729827 -2.074401828001127 -3.496227245739745]<br>  [6.9559150477901674 0.3126492321478633 -9.4521073128885 ...<br>   -4.5308022630608455 -4.537207931442168 -3.2381649468163465]<br>  [7.457913625342765 -0.17756270935106042 -8.500522271658596 ...<br>   -6.3417888759074 -4.948634947717163 -2.8393464026919037]]<br><br> ...<br><br> [[-1.6863597814476625 0.1869372343791719 0.42592848996318766 ...<br>   -3.3605163061382393 -8.876397810502938 -13.813041538668198]<br>  [0.44803764275660607 -1.9491542394266272 -4.4296063172633575 ...<br>   -4.212171311429813 -8.862621592462105 -13.85245231567028]<br>  [-5.2967719493272885 -6.3150771838187145 -6.45750319872978 ...<br>   -1.4747058220222757 -7.317119584509168 -15.536311834338807]<br>  ...<br>  [0.7250780588121192 -2.0850873124149096 -0.9695239891036711 ...<br>   -10.444364711301668 -9.150252896418205 -0.08452795863861819]<br>  [-13.74296225521833 -5.411675815858397 3.0057093794525462 ...<br>   -8.279420133451252 -0.03804366801496361 14.416949071536253]<br>  [-17.03950704834478 -2.1461920052022947 4.679525052730303 ...<br>   -1.648110065436189 4.310164685752209 10.092057416681682]]<br><br> [[-2.6638480424379045 -0.3442023775158804 0.8554456883552933 ...<br>   -6.269478228848888 -7.307101060793609 -6.204284703332581]<br>  [-1.382804133870202 -1.6286447854763058 -0.16107157303554917 ...<br>   -3.587915309648831 -5.648701307691832 -7.877949638164795]<br>  [-6.060009815043669 -3.0310187474226336 2.7375617238360768 ...<br>   -3.8965253433790386 -8.14393977371927 -13.284674176758786]<br>  ...<br>  [17.574587737358318 9.480182914460796 1.6997835172803826 ...<br>   -11.978345403613039 -4.482280342586188 8.85430635266442]<br>  [13.600748117176575 7.7576666761211435 1.7789282351378524 ...<br>   -6.795239108416279 2.0078883278225534 9.96257387105068]<br>  [12.56646920060246 8.826580198947118 4.746213408925823 ...<br>   -2.317448233272434 3.408147510166007 8.581725878578968]]<br><br> [[-1.4800026420326566 -4.866022524087111 -4.448708095555915 ...<br>   -7.008884416775596 -6.305882463944069 -2.1482913881037495]<br>  [-5.941755418979902 -0.4114394948711149 3.8462911472319035 ...<br>   -3.56689153498119 -3.9369570955538107 -4.526768293433765]<br>  [7.482403719209541 7.262413902332214 -0.6362853178726788 ...<br>   -1.7765746340133675 -6.57187957384434 -13.144948520407356]<br>  ...<br>  [27.840076042488022 16.984621085025175 4.122603415609006 ...<br>   -1.0963085956822363 -7.290334310153648 -16.018305896231556]<br>  [31.0585037058612 16.368893391668305 1.7348176256161467 ...<br>   4.243011453985674 -10.597970008174988 -27.486872266908154]<br>  [31.574478071022934 15.92982685135787 0.8231427546782463 ...<br>   1.319674418054829 -13.327409309723446 -24.81919099043439]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ens</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[1.31080192e+08 5.15...</div><input id='attrs-86498f87-81ab-4887-9b25-49a7a6600f2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-86498f87-81ab-4887-9b25-49a7a6600f2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-898ddaf6-25fd-437e-a6c8-b3b75f5b12f6' class='xr-var-data-in' type='checkbox'><label for='data-898ddaf6-25fd-437e-a6c8-b3b75f5b12f6' 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'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[131080191.69164084 51554986.80239767 9714014.36235932 ...<br>   18805794.68154839 3105734.761284585 16734.404780279732]<br>  [149080897.2236682 41478551.09275353 1679618.7376747949 ...<br>   33817008.591446154 12398090.889155956 3558125.4662555614]<br>  [205200458.7029598 62183673.29159319 2357970.58942573 ...<br>   11181748.049929108 33284699.134116694 17476855.42009979]<br>  ...<br>  [138360010.64000311 30859292.293718286 3298411.0511227828 ...<br>   4763492.542646453 734301.7297713707 1210398.3312139767]<br>  [118463391.74869329 28563465.78404132 3529734.4945164076 ...<br>   8298998.33313679 1185778.057324194 1750170.2978413524]<br>  [123372945.81783083 26497245.07073828 5405037.356517193 ...<br>   6089610.462371741 362421.0242244676 3289766.4075571294]]<br><br> [[145850829.02517873 56275411.99602425 7518616.97083602 ...<br>   8956.765278788436 2132545.4269705643 3230386.5583948996]<br>  [145124464.93429664 57061766.186090805 8547977.085540026 ...<br>   14321630.015842974 363138.2963960357 14930043.35287267]<br>  [148281944.45982242 52399038.351722956 6833542.623560643 ...<br>   11825441.239757424 20137998.01327598 4068665.7989731166]<br>  ...<br>  [13593033.14178139 2388285.932236713 1036932.5616439411 ...<br>   8006280.5862762565 17335322.895168263 1663415.8645869005]<br>  [36230040.73996766 2752928.7009340087 5913005.418559022 ...<br>   409605.87147469545 40021805.09973213 66462101.50263642]<br>  [31140000.92856487 4454054.889336715 4302827.2468091585 ...<br>   1547091.374024299 21876745.883192945 96529215.57992949]]<br><br> [[85196689.9012346 33707010.621858075 5213587.583219915 ...<br>   2489506.745519378 7238938.922122881 18493692.367158215]<br>  [90102430.41068512 30921794.563813906 2586847.749840429 ...<br>   525738.4492353012 4126553.932809166 24675690.9226111]<br>  [106708493.33305238 35171850.0904671 1904000.2893688695 ...<br>   39079.86443824743 1169082.5303196402 7795867.200599943]<br>  ...<br>  [6986376.844320732 20365.077455667804 9530605.099300317 ...<br>   3467700.3168215244 5718700.553166919 409982.6009300648]<br>  [16422222.413928255 9349.905961839468 21328554.4422381 ...<br>   11878878.224244576 7230682.348318789 2379505.716992789]<br>  [14378836.93243988 28971.486505995734 26543025.21743479 ...<br>   6103750.1176401125 6117946.268065142 3115122.8717175303]]<br><br> ...<br><br> [[59642.7879996033 1124115.137090958 5805622.117915169 ...<br>   5244314.326495836 23211346.97771367 56706315.96820037]<br>  [842973.8872053779 10239.399356090644 53158.11764512042 ...<br>   3353322.200688808 23388965.181671187 56639355.2452505]<br>  [18436788.077860408 4103291.132636285 9722.248259448197 ...<br>   5112112.16710762 26601932.818371277 52994290.27852673]<br>  ...<br>  [2017764.9267765034 462846.98686478124 1198072.6102118143 ...<br>   32314.767517365195 664557.806395196 17729157.362102453]<br>  [85743394.26988043 1356462.5443123025 6468543.764499104 ...<br>   796647.1747075578 5493534.505359591 30047284.241454776]<br>  [56142838.689717405 8693636.344194006 2686899.8308595256 ...<br>   20342211.605166715 353.8309746211842 61730394.950889885]]<br><br> [[564468.7051248433 784547.595470431 7721.990373269082 ...<br>   3800943.851390451 9426028.489040704 18344595.284642935]<br>  [2105328.567092641 35318.71778995147 216938.55313244314 ...<br>   11662456.290014854 15845885.605579028 11430224.53598979]<br>  [16320385.036537113 823958.1886323829 2091032.472975172 ...<br>   5146667.066914267 29536414.56552357 38778769.782737255]<br>  ...<br>  [62595094.20572079 46405992.22049335 11090141.749836344 ...<br>   189280.48389481968 1071679.4466514138 1806737.1870533172]<br>  [46614147.95779074 23004896.80574943 6657129.041744415 ...<br>   1580517.5036553387 3431447.8151464267 21736257.94215223]<br>  [54958658.71699185 17886435.31039397 942884.4937465654 ...<br>   13705918.870254533 1199322.009002604 29485564.591354407]]<br><br> [[10441849.719163796 49410.46664203517 4382547.789648599 ...<br>   3755599.345084363 4577206.483811343 6059167.776222081]<br>  [652452.9026021294 7021578.643656709 5862539.178364434 ...<br>   14574503.100571811 11798985.220039574 1371736.316011512]<br>  [44071768.95764764 1920582.9875768283 6914041.059361536 ...<br>   8610573.019552955 33156508.19698539 24723121.305740118]<br>  ...<br>  [293154559.53765225 52896436.76167316 4299101.217432337 ...<br>   642154.2289454561 23587695.961573616 61284529.4234082]<br>  [294329284.43791586 74912124.26206127 199670.84183340106 ...<br>   512285.36318610783 52454906.94652986 181822910.51481876]<br>  [286640160.35407084 79612990.85194267 893512.4834203789 ...<br>   5343500.630527056 33388085.155043963 224463814.52523753]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>shear_strain</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[[ 1.24743972e-08 -1....</div><input id='attrs-f0b5d49c-d0b7-43f9-afd8-ea0fc175c857' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0b5d49c-d0b7-43f9-afd8-ea0fc175c857' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf20a860-d17e-4247-b9d9-151772a24781' class='xr-var-data-in' type='checkbox'><label for='data-cf20a860-d17e-4247-b9d9-151772a24781' 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>Shear Strain</dd><dt><span>standard_name :</span></dt><dd>shear_strain</dd></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[1.2474397182089499e-08 -1.2474397182084205e-08 -2.331109069820465e-08<br>   ... -1.1839393741431339e-08 1.867907970833252e-09<br>   -1.8679079707375373e-09]<br>  [1.4473626828582738e-08 -1.4473626828581255e-08<br>   -2.8169917765829206e-08 ... -1.574746954886321e-08<br>   -2.7511906295783844e-09 2.7511906294818226e-09]<br>  [1.5969924145668166e-08 -1.5969924145674942e-08 -3.242391763141154e-08<br>   ... -1.849044873168907e-08 -6.430145894086086e-09<br>   6.430145894186036e-09]<br>  ...<br>  [-1.517728482357792e-08 1.5177284823509786e-08 2.4334736254963516e-08<br>   ... -2.443927056449629e-09 -8.459453264093e-10 8.459453263355022e-10]<br>  [-1.5254523682158755e-08 1.5254523682186866e-08 2.4309883260953682e-08<br>   ... -4.540296296453036e-09 -1.616091471079642e-09<br>   1.6160914710250084e-09]<br>  [-1.4518735836181996e-08 1.4518735836150709e-08 2.2702435299981857e-08<br>   ... -2.9778551608107324e-09 -3.4614637811454496e-09<br>   3.461463781200189e-09]]<br><br> [[1.4563043464116463e-08 -1.4563043464116225e-08 -3.036048723722723e-08<br>   ... 6.919083477470534e-09 6.025468126918232e-09<br>   -6.025468126822094e-09]<br>  [1.4483849592150259e-08 -1.4483849592149954e-08 -2.996544508539012e-08<br>   ... -3.2733633130189863e-09 6.065584483776432e-10<br>   -6.065584484742049e-10]<br>  [1.4780571021076917e-08 -1.4780571020981626e-08 -3.033578568836372e-08<br>   ... -1.0326211223076325e-08 -3.666703493095661e-09<br>   3.6667034929050788e-09]<br>  ...<br>  [-6.49196551426963e-09 6.491965514270689e-09 7.125416146439271e-09 ...<br>   1.7541955089272278e-08 6.4913182379310425e-09 -6.49131823779467e-09]<br>  [-6.533090886764542e-09 6.533090886790694e-09 6.374324911847682e-09<br>   ... 2.4897360131165722e-08 1.129931667891158e-08<br>   -1.1299316678797654e-08]<br>  [-8.239869642189756e-09 8.239869642161698e-09 7.751800189425913e-09<br>   ... 3.206251476999853e-08 1.7579879957197642e-08<br>   -1.7579879957307757e-08]]<br><br> [[1.068476588947577e-08 -1.0684765889378626e-08 -2.131022042379655e-08<br>   ... 1.02909069177805e-08 6.332168406053679e-09 -6.332168406150876e-09]<br>  [1.1373330488394894e-08 -1.1373330488490185e-08 -2.31460682583771e-08<br>   ... 8.067300129858348e-09 4.605022554282619e-09<br>   -4.605022554184363e-09]<br>  [1.2170342110195869e-08 -1.2170342110290948e-08<br>   -2.5334530508172438e-08 ... 6.2761165429845615e-09<br>   3.35583700036405e-09 -3.355837000454471e-09]<br>  ...<br>  [-2.088230677851059e-09 2.0882306778538117e-09 -2.5239656586670957e-09<br>   ... 1.0578878063334122e-08 1.7687966523115294e-09<br>   -1.7687966522704483e-09]<br>  [-3.3206403927459883e-09 3.3206403927462e-09 -2.724187362685805e-09<br>   ... 1.3925820485721565e-08 3.63464760035081e-09<br>   -3.634647600293847e-09]<br>  [-4.335326687666223e-09 4.335326687664158e-09 -4.713796528907912e-09<br>   ... 1.7659688032452314e-08 4.472457869435968e-09<br>   -4.472457869492137e-09]]<br><br> ...<br><br> [[-1.4319827744183712e-09 1.4319827743262563e-09 2.394435551192719e-09<br>   ... 2.0227811459848804e-08 9.113887005149148e-09<br>   -9.113887005339704e-09]<br>  [1.6244162299378556e-09 -1.6244162298427761e-09<br>   -4.5551708521504404e-09 ... 1.906333406214049e-08<br>   9.170490878474896e-09 -9.170490878282702e-09]<br>  [3.8887755416052745e-09 -3.8887755415133715e-09<br>   -1.0060490584663383e-08 ... 1.9987022169557314e-08<br>   1.023749277162687e-08 -1.0237492771437559e-08]<br>  ...<br>  [2.8759933471366075e-09 -2.8759933471158552e-09<br>   -1.2393848603900401e-09 ... 1.4591653004396036e-08<br>   3.925351010053679e-09 -3.925351010108736e-09]<br>  [7.399005454300421e-09 -7.399005454288986e-09 -4.419580164199025e-09<br>   ... 3.1782388882532433e-09 -4.264364599823008e-09<br>   4.264364599740846e-09]<br>  [1.4131774724013122e-08 -1.4131774724028369e-08 -7.853030175177253e-09<br>   ... -1.0438799509091118e-08 -1.3191424060278205e-08<br>   1.3191424060362484e-08]]<br><br> [[-1.234651551854355e-11 1.2346515520025858e-11 -9.95032772187581e-10<br>   ... 1.2853472576629227e-08 3.852534286825743e-09<br>   -3.852534286633678e-09]<br>  [1.826838385916127e-09 -1.8268383859157034e-09 -2.454883930232868e-09<br>   ... 1.6736299811624268e-08 6.249283728105061e-09<br>   -6.24928372829649e-09]<br>  [3.096490258657598e-09 -3.0964902588536863e-09 -2.9083797595945173e-09<br>   ... 1.8191737508321817e-08 7.941717561141949e-09<br>   -7.941717561428669e-09]<br>  ...<br>  [-1.4223103085806407e-08 1.4223103085800478e-08 2.9585747917077245e-08<br>   ... 8.879889382451713e-09 2.4997941874147975e-10<br>   -2.499794187397857e-10]<br>  [-1.1462282137783558e-08 1.14622821377825e-08 2.4616189757550598e-08<br>   ... -1.8033772439564977e-09 -5.066902945421929e-09<br>   5.066902945367507e-09]<br>  [-9.325453744348058e-09 9.325453744346999e-09 1.860035067397683e-08<br>   ... -1.1012346580059257e-08 -7.944388013666069e-09<br>   7.944388013719644e-09]]<br><br> [[6.805605841957511e-09 -6.805605841762693e-09 -1.3849691275453128e-08<br>   ... 9.797112169451907e-09 1.1400881144701738e-09<br>   -1.1400881142791678e-09]<br>  [4.3401139047864436e-10 -4.340113906696503e-10 -1.995343654830887e-09<br>   ... 1.476279081330766e-08 4.546240925810549e-09<br>   -4.546240926001978e-09]<br>  [-3.950377546390643e-09 3.950377546200061e-09 3.970105063544159e-09<br>   ... 1.81758181168421e-08 7.609314499830171e-09 -7.609314500021601e-09]<br>  ...<br>  [-2.06890292901274e-08 2.0689029290115117e-08 3.431214352023529e-08<br>   ... 2.4616813794547713e-08 1.4297318183127492e-08<br>   -1.4297318183035377e-08]<br>  [-2.3534309528735714e-08 2.3534309528715914e-08 4.044557086327088e-08<br>   ... 2.693798272482858e-08 1.730279797248796e-08<br>   -1.730279797254217e-08]<br>  [-2.4549004928462438e-08 2.454900492847906e-08 4.242377931599652e-08<br>   ... 3.3015064931315216e-08 2.2908396185368703e-08<br>   -2.290839618531153e-08]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>1/second</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-d64fa235-bac2-4e42-8141-46eaad4d2469' class='xr-section-summary-in' type='checkbox'  ><label for='section-d64fa235-bac2-4e42-8141-46eaad4d2469' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e4ccd6b3-deb3-4a1a-b618-05b83f495857' class='xr-index-data-in' type='checkbox'/><label for='index-e4ccd6b3-deb3-4a1a-b618-05b83f495857' 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([              -65.0,              -64.95,               -64.9,\n",
       "               -64.85000000000001,  -64.80000000000001,  -64.75000000000001,\n",
       "               -64.70000000000002,  -64.65000000000002,  -64.60000000000002,\n",
       "               -64.55000000000003,\n",
       "              ...\n",
       "               -55.45000000000054, -55.400000000000546,  -55.35000000000055,\n",
       "               -55.30000000000055, -55.250000000000554,  -55.20000000000056,\n",
       "               -55.15000000000056,  -55.10000000000056, -55.050000000000566,\n",
       "               -55.00000000000057],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ecd6f022-3cac-4823-8ed1-49d0160358b2' class='xr-index-data-in' type='checkbox'/><label for='index-ecd6f022-3cac-4823-8ed1-49d0160358b2' 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([              33.0,              33.05, 33.099999999999994,\n",
       "               33.14999999999999,  33.19999999999999, 33.249999999999986,\n",
       "               33.29999999999998,  33.34999999999998,  33.39999999999998,\n",
       "              33.449999999999974,\n",
       "              ...\n",
       "               42.54999999999946, 42.599999999999454,  42.64999999999945,\n",
       "               42.69999999999945, 42.749999999999446,  42.79999999999944,\n",
       "               42.84999999999944,  42.89999999999944, 42.949999999999434,\n",
       "               42.99999999999943],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=201))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-191aff1b-a78c-45b6-975c-6b383ac80031' class='xr-index-data-in' type='checkbox'/><label for='index-191aff1b-a78c-45b6-975c-6b383ac80031' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2013-01-01&#x27;, &#x27;2013-01-02&#x27;, &#x27;2013-01-03&#x27;, &#x27;2013-01-04&#x27;,\n",
       "               &#x27;2013-01-05&#x27;, &#x27;2013-01-06&#x27;, &#x27;2013-01-07&#x27;, &#x27;2013-01-08&#x27;,\n",
       "               &#x27;2013-01-09&#x27;, &#x27;2013-01-10&#x27;, &#x27;2013-01-11&#x27;, &#x27;2013-01-12&#x27;,\n",
       "               &#x27;2013-01-13&#x27;, &#x27;2013-01-14&#x27;, &#x27;2013-01-15&#x27;, &#x27;2013-01-16&#x27;,\n",
       "               &#x27;2013-01-17&#x27;, &#x27;2013-01-18&#x27;, &#x27;2013-01-19&#x27;, &#x27;2013-01-20&#x27;,\n",
       "               &#x27;2013-01-21&#x27;, &#x27;2013-01-22&#x27;, &#x27;2013-01-23&#x27;, &#x27;2013-01-24&#x27;,\n",
       "               &#x27;2013-01-25&#x27;, &#x27;2013-01-26&#x27;, &#x27;2013-01-27&#x27;, &#x27;2013-01-28&#x27;,\n",
       "               &#x27;2013-01-29&#x27;, &#x27;2013-01-30&#x27;, &#x27;2013-01-31&#x27;, &#x27;2013-02-01&#x27;,\n",
       "               &#x27;2013-02-02&#x27;, &#x27;2013-02-03&#x27;, &#x27;2013-02-04&#x27;, &#x27;2013-02-05&#x27;,\n",
       "               &#x27;2013-02-06&#x27;, &#x27;2013-02-07&#x27;, &#x27;2013-02-08&#x27;, &#x27;2013-02-09&#x27;,\n",
       "               &#x27;2013-02-10&#x27;, &#x27;2013-02-11&#x27;, &#x27;2013-02-12&#x27;, &#x27;2013-02-13&#x27;,\n",
       "               &#x27;2013-02-14&#x27;, &#x27;2013-02-15&#x27;, &#x27;2013-02-16&#x27;, &#x27;2013-02-17&#x27;,\n",
       "               &#x27;2013-02-18&#x27;, &#x27;2013-02-19&#x27;, &#x27;2013-02-20&#x27;, &#x27;2013-02-21&#x27;,\n",
       "               &#x27;2013-02-22&#x27;, &#x27;2013-02-23&#x27;, &#x27;2013-02-24&#x27;, &#x27;2013-02-25&#x27;,\n",
       "               &#x27;2013-02-26&#x27;, &#x27;2013-02-27&#x27;, &#x27;2013-02-28&#x27;, &#x27;2013-03-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-14a0d159-18ac-4543-838b-5424dc8a1cc5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-14a0d159-18ac-4543-838b-5424dc8a1cc5' 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:       (time: 60, lat: 201, lon: 201)\n",
       "Coordinates:\n",
       "  * lon           (lon) float64 -65.0 -64.95 -64.9 -64.85 ... -55.1 -55.05 -55.0\n",
       "  * lat           (lat) float64 33.0 33.05 33.1 33.15 ... 42.85 42.9 42.95 43.0\n",
       "  * time          (time) datetime64[ns] 2013-01-01 2013-01-02 ... 2013-03-01\n",
       "Data variables:\n",
       "    ssh           (time, lat, lon) float64 <Quantity([[[ 0.52873772  0.528737...\n",
       "    psi           (time, lat, lon) float64 <Quantity([[[ 57821.90125565  5782...\n",
       "    u             (time, lat, lon) float64 <Quantity([[[ 0.09819786  0.098197...\n",
       "    v             (time, lat, lon) float64 <Quantity([[[ 0.06750432 -0.067504...\n",
       "    ke            (time, lat, lon) float64 <Quantity([[[7.09982675e-03 7.0998...\n",
       "    vort_r        (time, lat, lon) float64 <Quantity([[[-21.03727654 -13.1933...\n",
       "    vort_a        (time, lat, lon) float64 <Quantity([[[26.01496319 33.858852...\n",
       "    div           (time, lat, lon) float64 <Quantity([[[-22.41076683 -11.8198...\n",
       "    ens           (time, lat, lon) float64 <Quantity([[[1.31080192e+08 5.1554...\n",
       "    shear_strain  (time, lat, lon) float64 <Quantity([[[ 1.24743972e-08 -1.24..."
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da = geocalc.shear_strain(da, variables=[\"u\", \"v\"])\n",
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "0bfbb436",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.shear_strain.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "07422ef0",
   "metadata": {},
   "source": [
    "### Normal Strain"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "618913b6",
   "metadata": {},
   "source": [
    "Sometimes called *Stretching Deformation*.\n",
    "\n",
    "\n",
    "$$\n",
    "\\sigma_n = \\frac{\\partial u}{\\partial x} - \\frac{\\partial v}{\\partial y}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "286f8630",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.tensor_strain(da, variables=[\"u\", \"v\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "a5bed713",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.tensor_strain.isel(time=10).plot.pcolormesh(ax=ax, cmap=\"RdBu_r\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b05cb4b",
   "metadata": {},
   "source": [
    "### Strain Magnitude"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f51af0f3",
   "metadata": {},
   "source": [
    "Often, we are interested in the  give by:\n",
    "\n",
    "$$\n",
    "\\sigma = \\sqrt{\\sigma_n^2 + \\sigma_s^2}\n",
    "$$\n",
    "\n",
    "**Note**: Also known as the *total deformation*.\n",
    "\n",
    "The normal and shear strains are coordinate invariant.\n",
    "The vorticity and divergence and strain magnitude is coordinate invariant!\n",
    "\n",
    "Often times, we use the relative strain magnitude:\n",
    "\n",
    "$$\n",
    "\\bar{\\sigma} = \\frac{\\sigma}{f_0}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "5ecb83bd",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.strain_magnitude(da, variables=[\"u\", \"v\"])\n",
    "da = geocalc.coriolis_normalized(da, variable=\"strain\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "1f5f2a08",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cmocean as cmo\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.strain.isel(time=10).plot.pcolormesh(ax=ax, cmap=cmo.cm.speed, robust=True)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "804bf3d0",
   "metadata": {},
   "source": [
    "## Okubo-Weiss Parameter"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a94d872d",
   "metadata": {},
   "source": [
    "> OW parameter [Okubo, 1970; Weiss, 1991] describes the relative dominance of deformation with respect to rotation of the flow.\n",
    "\n",
    "This is a combination of the Strain (deformation rate) and the vorticity\n",
    "\n",
    "$$\n",
    "\\sigma_o = \\sigma_n^2 + \\sigma_s^2 - \\zeta^2\n",
    "$$\n",
    "\n",
    "where:\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "\\text{Normal Strain}: && &&\n",
    "\\sigma_n &= \\frac{\\partial u}{\\partial x} - \\frac{\\partial v}{\\partial y} \\\\\n",
    "\\text{Shear Strain}: && &&\n",
    "\\sigma_s &= \\frac{\\partial v}{\\partial x} + \\frac{\\partial u}{\\partial y} \\\\\n",
    "\\text{Relative Vorticity}: && &&\n",
    "\\zeta &= \\frac{\\partial v}{\\partial x} - \\frac{\\partial u}{\\partial y}\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "**Sources**:\n",
    "\n",
    "* [Wiki](https://en.wikipedia.org/wiki/Okubo%E2%80%93Weiss_parameter)\n",
    "* [Paper](https://agupubs.onlinelibrary.wiley.com/doi/full/10.1002/jgrc.20318)\n",
    "* [Eddy-Tracker Python Lib](https://py-eddy-tracker.readthedocs.io/en/stable/python_module/06_grid_manipulation/pet_okubo_weiss.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "c653337c",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = geocalc.okubo_weiss_param(da, variables=[\"u\", \"v\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "302522be",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cmocean as cmo\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "\n",
    "da.ow.isel(time=10).plot.contourf(ax=ax, cmap=\"cividis\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "6fe865f6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "day"
      ],
      "text/latex": [
       "$\\mathrm{day}$"
      ],
      "text/plain": [
       "<Unit('day')>"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f0c0fb06",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "oceanbench_311",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}