JRA55-do-interpolation.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c5baa55a-7f20-434f-a7c1-ed1aba3cd95a",
   "metadata": {},
   "source": [
    "# Interpolation of JRA55-do wind speed onto ACCESS-OM2 model grids\n",
    "- see https://cosima-recipes.readthedocs.io/en/latest/documented_examples/Regridding.html\n",
    "and https://nbviewer.jupyter.org/github/aekiss/ice_analysis/blob/main/ice_maps.ipynb#Regridders and https://xesmf.readthedocs.io\n",
    "- ACCESS-OM2 uses the `patch` interpolation method to avoid the stripes in wind stress curl that arise with piecewise constant interpolation - see https://github.com/COSIMA/access-om2/issues/52 and https://xesmf.readthedocs.io/en/latest/notebooks/Compare_algorithms.html?highlight=patch#Comparison-of-5-regridding-algorithms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d1d31247-d80a-420d-8b74-ded404874581",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cosima_cookbook as cc\n",
    "from dask.distributed import Client\n",
    "import os\n",
    "import xarray as xr\n",
    "import xesmf\n",
    "import climtas.nci"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d68c58a0-227f-4009-a056-79379ef815a0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table style=\"border: 2px solid white;\">\n",
       "<tr>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3 style=\"text-align: left;\">Client</h3>\n",
       "<ul style=\"text-align: left; list-style: none; margin: 0; padding: 0;\">\n",
       "  <li><b>Scheduler: </b>tcp://127.0.0.1:41691</li>\n",
       "  <li><b>Dashboard: </b><a href='/proxy/8787/status' target='_blank'>/proxy/8787/status</a></li>\n",
       "</ul>\n",
       "</td>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3 style=\"text-align: left;\">Cluster</h3>\n",
       "<ul style=\"text-align: left; list-style:none; margin: 0; padding: 0;\">\n",
       "  <li><b>Workers: </b>20</li>\n",
       "  <li><b>Cores: </b>20</li>\n",
       "  <li><b>Memory: </b>190.00 GiB</li>\n",
       "</ul>\n",
       "</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<Client: 'tcp://127.0.0.1:41691' processes=20 threads=20, memory=190.00 GiB>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "climtas.nci.GadiClient()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "3dee1dbd-aec2-4f49-89dc-3766b0d36b66",
   "metadata": {},
   "outputs": [],
   "source": [
    "def JRA55_regridder(grid_in, grid_out, method='bilinear', **kwargs): # based on https://nbviewer.jupyter.org/github/aekiss/ice_analysis/blob/main/ice_maps.ipynb#Regridders\n",
    "    '''Return a function that takes one dataarray argument on grid_in and returns that dataarray regridded onto grid_out.\n",
    "    \n",
    "    grid_in -- path to a JRA55-do NetCDF grid file\n",
    "    grid_out -- path to a MOM grid file (U points are used)\n",
    "    '''\n",
    "    weightfn = '_'.join(['regrid', 'weights', os.path.splitext(os.path.basename(grid_in))[0],\n",
    "                         'to', os.path.splitext(os.path.basename(grid_out))[0], 'U', 'grid', method])+'.nc'\n",
    "    ds_in = xr.open_dataset(grid_in)\n",
    "    try: # for /g/data/ik11/grids/ocean_grid_10.nc and /g/data/ik11/grids/ocean_grid_025.nc\n",
    "        ds_out = xr.open_dataset(grid_out).rename({'xu_ocean': 'x', 'yu_ocean': 'y', 'geolon_c': 'lon', 'geolat_c': 'lat'})\n",
    "    except ValueError: # for /g/data/ik11/grids/ocean_grid_01.nc - see https://github.com/COSIMA/access-om2/issues/236\n",
    "        ds_out = xr.open_dataset(grid_out).rename({'grid_x_C': 'x', 'grid_y_C': 'y', 'geolon_c': 'lon', 'geolat_c': 'lat'})\n",
    "        ds_out_fix = xr.open_dataset('/g/data/cj50/access-om2/raw-output/access-om2-01/01deg_jra55v140_iaf/output000/ocean/ocean-3d-u-1-monthly-mean-ym_1958_01.nc')\\\n",
    "                    .rename({'xu_ocean': 'x', 'yu_ocean': 'y'})\n",
    "        ds_out = ds_out.assign_coords({'x': ds_out_fix['x'], 'y': ds_out_fix['y']})\n",
    "\n",
    "    # make regridder\n",
    "    rg = xesmf.Regridder(ds_in, ds_out, method=method, reuse_weights=os.path.exists(weightfn), filename=weightfn, **kwargs)\n",
    "\n",
    "    def outf(da): # define regridding function to output\n",
    "        outds = rg(da)\n",
    "        outds.coords['x'] = ds_out['x']\n",
    "        outds.coords['y'] = ds_out['y']\n",
    "        return outds.rename({'x': 'xu_ocean', 'y': 'yu_ocean', 'lon': 'longitude', 'lat': 'latitude'})\n",
    "\n",
    "    return outf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "6456366a-b78e-45a1-bf09-0481c4e4a22d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define functions to regrid JRA55-do wind data onto each ACCESS-OM2 \n",
    "JRA55file = '/g/data/qv56/replicas/input4MIPs/CMIP6/OMIP/MRI/MRI-JRA55-do-1-4-0/atmos/3hrPt/uas/gr/v20190429/uas_input4MIPs_atmosphericState_OMIP_MRI-JRA55-do-1-4-0_gr_195801010000-195812312100.nc'\n",
    "JRAto1deg = JRA55_regridder(JRA55file, '/g/data/ik11/grids/ocean_grid_10.nc', method='patch')\n",
    "JRAto025deg = JRA55_regridder(JRA55file, '/g/data/ik11/grids/ocean_grid_025.nc', method='patch')\n",
    "JRAto01deg = JRA55_regridder(JRA55file, '/g/data/ik11/grids/ocean_grid_01.nc', method='patch')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a1a17d5-cc3e-4373-8ea4-1b161544692a",
   "metadata": {},
   "source": [
    "## Examples"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3d705199-8793-4d10-a013-f206b585d72c",
   "metadata": {},
   "outputs": [],
   "source": [
    "session = cc.database.create_session()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a7017d53-7238-4bf7-98f9-c27b4d7273f7",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load eastward JRA55-do wind\n",
    "JRAu = cc.querying.getvar(expt='MRI-JRA55-do-1-4-0', variable='uas', \n",
    "                          session=session, frequency='3 hourly',\n",
    "                          start_time='1957-12-31 22:30:00', \n",
    "                          end_time='1958-02-17 04:30:00').isel(time=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ee4057ab-dd01-47a5-bea8-1eb6c412219f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x153d478acb50>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot u on original JRA55-do grid\n",
    "JRAu.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "43883321-ebe0-4601-b2f3-350eb2db8bca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;uas&#x27; (lat: 320, lon: 640)&gt;\n",
       "dask.array&lt;getitem, shape=(320, 640), dtype=float32, chunksize=(320, 640), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    time     datetime64[ns] 1958-01-01\n",
       "  * lat      (lat) float64 -89.57 -89.01 -88.45 -87.89 ... 88.45 89.01 89.57\n",
       "  * lon      (lon) float64 0.0 0.5625 1.125 1.688 ... 357.8 358.3 358.9 359.4\n",
       "    height   float64 ...\n",
       "Attributes:\n",
       "    standard_name:  eastward_wind\n",
       "    long_name:      Eastward Near-Surface Wind\n",
       "    comment:        Eastward component of the near-surface wind\n",
       "    units:          m s-1\n",
       "    cell_methods:   area: mean time: point\n",
       "    cell_measures:  area: areacella\n",
       "    history:        2019-03-07T11:47:57Z altered by CMOR: Treated scalar dime...\n",
       "    time_bnds:      &lt;xarray.DataArray &#x27;time_bnds&#x27; (time: 2920, bnds: 2)&gt;\\ndas...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'uas'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 320</li><li><span class='xr-has-index'>lon</span>: 640</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-5b30018f-c0d5-4a79-b6e8-be8d096a5dda' class='xr-array-in' type='checkbox' checked><label for='section-5b30018f-c0d5-4a79-b6e8-be8d096a5dda' 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>dask.array&lt;chunksize=(320, 640), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "<tr>\n",
       "<td>\n",
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       "  <thead>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 800.00 kiB </td> <td> 800.00 kiB </td></tr>\n",
       "    <tr><th> Shape </th><td> (320, 640) </td> <td> (320, 640) </td></tr>\n",
       "    <tr><th> Count </th><td> 2922 Tasks </td><td> 1 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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       "</td>\n",
       "<td>\n",
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       "\n",
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       "\n",
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       "  <text x=\"60.000000\" y=\"80.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >640</text>\n",
       "  <text x=\"140.000000\" y=\"30.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,30.000000)\">320</text>\n",
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       "</tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-d5df3e96-eaf0-4cbb-8758-66e6c82ef57f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d5df3e96-eaf0-4cbb-8758-66e6c82ef57f' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-01-01</div><input id='attrs-581144ba-06ec-45ab-887e-a8b7a58636e4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-581144ba-06ec-45ab-887e-a8b7a58636e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fd72ed1-1fc9-43d0-88e9-3e51352455d0' class='xr-var-data-in' type='checkbox'><label for='data-5fd72ed1-1fc9-43d0-88e9-3e51352455d0' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;1958-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</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'>-89.57 -89.01 ... 89.01 89.57</div><input id='attrs-2a589adb-7363-4000-80ee-13198930977b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a589adb-7363-4000-80ee-13198930977b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8ef6ae5-c22e-4150-a83f-bb1c9bfe457c' class='xr-var-data-in' type='checkbox'><label for='data-d8ef6ae5-c22e-4150-a83f-bb1c9bfe457c' 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>bounds :</span></dt><dd>lat_bnds</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd><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([-89.57009 , -89.013176, -88.452974, ...,  88.452974,  89.013176,\n",
       "        89.57009 ])</pre></div></li><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'>0.0 0.5625 1.125 ... 358.9 359.4</div><input id='attrs-2cd75563-2903-4589-887d-8fcacf577814' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2cd75563-2903-4589-887d-8fcacf577814' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9f5abec-34a6-40c7-95f8-1793a58f72e0' class='xr-var-data-in' type='checkbox'><label for='data-e9f5abec-34a6-40c7-95f8-1793a58f72e0' 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>bounds :</span></dt><dd>lon_bnds</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd><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([  0.    ,   0.5625,   1.125 , ..., 358.3125, 358.875 , 359.4375])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>height</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bd77e66b-c395-41e5-8f4d-b1a671d1238d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd77e66b-c395-41e5-8f4d-b1a671d1238d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5df496b7-dd49-43d3-81bd-90a0a84c8710' class='xr-var-data-in' type='checkbox'><label for='data-5df496b7-dd49-43d3-81bd-90a0a84c8710' 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>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c2f67bf6-8153-4efc-ace8-0cc0d8178130' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c2f67bf6-8153-4efc-ace8-0cc0d8178130' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>long_name :</span></dt><dd>Eastward Near-Surface Wind</dd><dt><span>comment :</span></dt><dd>Eastward component of the near-surface wind</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>cell_methods :</span></dt><dd>area: mean time: point</dd><dt><span>cell_measures :</span></dt><dd>area: areacella</dd><dt><span>history :</span></dt><dd>2019-03-07T11:47:57Z altered by CMOR: Treated scalar dimension: &#x27;height&#x27;.</dd><dt><span>time_bnds :</span></dt><dd>&lt;xarray.DataArray &#x27;time_bnds&#x27; (time: 2920, bnds: 2)&gt;\n",
       "dask.array&lt;open_dataset-218d836e5fbb13f7226e278c3c7671e6time_bnds, shape=(2920, 2), dtype=datetime64[ns], chunksize=(1, 2), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1958-01-01 ... 1958-12-31T21:00:00\n",
       "    height   float64 ...\n",
       "Dimensions without coordinates: bnds</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'uas' (lat: 320, lon: 640)>\n",
       "dask.array<getitem, shape=(320, 640), dtype=float32, chunksize=(320, 640), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    time     datetime64[ns] 1958-01-01\n",
       "  * lat      (lat) float64 -89.57 -89.01 -88.45 -87.89 ... 88.45 89.01 89.57\n",
       "  * lon      (lon) float64 0.0 0.5625 1.125 1.688 ... 357.8 358.3 358.9 359.4\n",
       "    height   float64 ...\n",
       "Attributes:\n",
       "    standard_name:  eastward_wind\n",
       "    long_name:      Eastward Near-Surface Wind\n",
       "    comment:        Eastward component of the near-surface wind\n",
       "    units:          m s-1\n",
       "    cell_methods:   area: mean time: point\n",
       "    cell_measures:  area: areacella\n",
       "    history:        2019-03-07T11:47:57Z altered by CMOR: Treated scalar dime...\n",
       "    time_bnds:      <xarray.DataArray 'time_bnds' (time: 2920, bnds: 2)>\\ndas..."
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "JRAu"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "198706fc-c23c-4062-8135-5037a689097f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Regrid JRA u to ACCESS-OM2 1deg grid\n",
    "u1deg = JRAto1deg(JRAu)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "2567aba4-52cc-4122-9350-860530362d8f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x153d3d5e9490>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u1deg.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "602f5c03-6907-4c61-8648-f785f8a1e071",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</svg>\n",
       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
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       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
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       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
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       "\n",
       ".xr-wrap {\n",
       "  display: block;\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",
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       "\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",
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       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
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       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
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       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
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       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-sections {\n",
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       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
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       ".xr-section-item input + label {\n",
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       "\n",
       ".xr-section-summary-in + label:before {\n",
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       "  content: '►';\n",
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       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
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       "  color: var(--xr-font-color3);\n",
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       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;uas&#x27; (yu_ocean: 300, xu_ocean: 360)&gt;\n",
       "dask.array&lt;transpose, shape=(300, 360), dtype=float64, chunksize=(300, 360), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float32 -279.0 -278.0 -277.0 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float32 -77.75 -77.75 -77.75 ... 65.42 65.0\n",
       "  * xu_ocean   (xu_ocean) float64 -279.0 -278.0 -277.0 -276.0 ... 78.0 79.0 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -77.75 -77.51 -77.26 ... 89.1 89.55 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'uas'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>yu_ocean</span>: 300</li><li><span class='xr-has-index'>xu_ocean</span>: 360</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-0500d4c6-4275-43a9-a03d-14a3bcfe7c7d' class='xr-array-in' type='checkbox' checked><label for='section-0500d4c6-4275-43a9-a03d-14a3bcfe7c7d' 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>dask.array&lt;chunksize=(300, 360), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
       "    <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 843.75 kiB </td> <td> 843.75 kiB </td></tr>\n",
       "    <tr><th> Shape </th><td> (300, 360) </td> <td> (300, 360) </td></tr>\n",
       "    <tr><th> Count </th><td> 2925 Tasks </td><td> 1 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</td>\n",
       "<td>\n",
       "<svg width=\"170\" height=\"150\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"100\" x2=\"120\" y2=\"100\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"100\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"100\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,100.0 0.0,100.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"120.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >360</text>\n",
       "  <text x=\"140.000000\" y=\"50.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,50.000000)\">300</text>\n",
       "</svg>\n",
       "</td>\n",
       "</tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-b41b9dfa-d77f-4b29-b320-99a701914b4c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b41b9dfa-d77f-4b29-b320-99a701914b4c' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-01-01</div><input id='attrs-b8a06c1c-c909-4c73-b7ad-d4ea85ad97f7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8a06c1c-c909-4c73-b7ad-d4ea85ad97f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87ade805-7655-47fa-afac-fb00c59c69c1' class='xr-var-data-in' type='checkbox'><label for='data-87ade805-7655-47fa-afac-fb00c59c69c1' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;1958-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>height</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ed9d3c11-ff46-4467-8ec6-5fb7bb674828' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ed9d3c11-ff46-4467-8ec6-5fb7bb674828' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-966f34fc-f4b1-4dae-bc55-b2a9ff104ed4' class='xr-var-data-in' type='checkbox'><label for='data-966f34fc-f4b1-4dae-bc55-b2a9ff104ed4' 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>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-279.0 -278.0 -277.0 ... 80.0 80.0</div><input id='attrs-71d9af58-dd98-48d2-b668-fb4923eee6bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-71d9af58-dd98-48d2-b668-fb4923eee6bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c3a78d5f-06f7-4c22-b928-b79d23558e1b' class='xr-var-data-in' type='checkbox'><label for='data-c3a78d5f-06f7-4c22-b928-b79d23558e1b' 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>uv longitude</dd><dt><span>units :</span></dt><dd>degrees_E</dd><dt><span>valid_range :</span></dt><dd>[-281.  361.]</dd><dt><span>cell_methods :</span></dt><dd>time: point</dd></dl></div><div class='xr-var-data'><pre>array([[-279.      , -278.      , -277.      , ...,   78.      ,\n",
       "          79.      ,   80.      ],\n",
       "       [-279.      , -278.      , -277.      , ...,   78.      ,\n",
       "          79.      ,   80.      ],\n",
       "       [-279.      , -278.      , -277.      , ...,   78.      ,\n",
       "          79.      ,   80.      ],\n",
       "       ...,\n",
       "       [-279.9291  , -279.85815 , -279.78714 , ...,   79.85817 ,\n",
       "          79.92911 ,   80.      ],\n",
       "       [-279.9645  , -279.92902 , -279.89346 , ...,   79.929016,\n",
       "          79.96452 ,   80.      ],\n",
       "       [-280.      , -280.      , -280.      , ...,   80.      ,\n",
       "          80.      ,   80.      ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-77.75 -77.75 -77.75 ... 65.42 65.0</div><input id='attrs-eb75c128-e477-4023-b11b-c811e21eef45' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb75c128-e477-4023-b11b-c811e21eef45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4f0a719-eea3-48f4-9a98-b71c346794dd' class='xr-var-data-in' type='checkbox'><label for='data-c4f0a719-eea3-48f4-9a98-b71c346794dd' 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>uv latitude</dd><dt><span>units :</span></dt><dd>degrees_N</dd><dt><span>valid_range :</span></dt><dd>[-91.  91.]</dd><dt><span>cell_methods :</span></dt><dd>time: point</dd></dl></div><div class='xr-var-data'><pre>array([[-77.75317 , -77.75317 , -77.75317 , ..., -77.75317 , -77.75317 ,\n",
       "        -77.75317 ],\n",
       "       [-77.50571 , -77.50571 , -77.50571 , ..., -77.50571 , -77.50571 ,\n",
       "        -77.50571 ],\n",
       "       [-77.256996, -77.256996, -77.256996, ..., -77.256996, -77.256996,\n",
       "        -77.256996],\n",
       "       ...,\n",
       "       [ 65.41827 ,  65.83008 ,  66.23565 , ...,  65.83008 ,  65.41827 ,\n",
       "         65.      ],\n",
       "       [ 65.41905 ,  65.83163 ,  66.23794 , ...,  65.83163 ,  65.41905 ,\n",
       "         65.      ],\n",
       "       [ 65.41931 ,  65.832146,  66.2387  , ...,  65.832146,  65.41931 ,\n",
       "         65.      ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>xu_ocean</span></div><div class='xr-var-dims'>(xu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-279.0 -278.0 -277.0 ... 79.0 80.0</div><input id='attrs-6e724f1e-b309-406b-b715-c7adbbe24500' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6e724f1e-b309-406b-b715-c7adbbe24500' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-750d64fb-6950-4326-8c4c-8b193d9d077e' class='xr-var-data-in' type='checkbox'><label for='data-750d64fb-6950-4326-8c4c-8b193d9d077e' 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>ucell longitude</dd><dt><span>units :</span></dt><dd>degrees_E</dd><dt><span>cartesian_axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-279., -278., -277., ...,   78.,   79.,   80.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>yu_ocean</span></div><div class='xr-var-dims'>(yu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-77.75 -77.51 -77.26 ... 89.55 90.0</div><input id='attrs-05d80a2e-f7cb-4842-9f6c-b33eab9f1362' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05d80a2e-f7cb-4842-9f6c-b33eab9f1362' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52b80369-9227-43c5-9367-30aedd5c9258' class='xr-var-data-in' type='checkbox'><label for='data-52b80369-9227-43c5-9367-30aedd5c9258' 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>ucell latitude</dd><dt><span>units :</span></dt><dd>degrees_N</dd><dt><span>cartesian_axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-77.753166, -77.505707, -77.256996, ...,  89.098473,  89.54924 ,\n",
       "        90.      ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-69d7687d-06d2-43b9-9955-2e6717f39f2e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-69d7687d-06d2-43b9-9955-2e6717f39f2e' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>regrid_method :</span></dt><dd>patch</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'uas' (yu_ocean: 300, xu_ocean: 360)>\n",
       "dask.array<transpose, shape=(300, 360), dtype=float64, chunksize=(300, 360), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float32 -279.0 -278.0 -277.0 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float32 -77.75 -77.75 -77.75 ... 65.42 65.0\n",
       "  * xu_ocean   (xu_ocean) float64 -279.0 -278.0 -277.0 -276.0 ... 78.0 79.0 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -77.75 -77.51 -77.26 ... 89.1 89.55 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u1deg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "59107efd-a17e-49f9-8a3f-0a63993c3dc0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Regrid JRA u to ACCESS-OM2-025 grid\n",
    "u025deg = JRAto025deg(JRAu)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "284f3e19-c98e-4bdf-8c77-8f7c799a3d87",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x153d3f803940>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u025deg.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "e2162ced-a1f4-4247-89ec-5b4c4648a96a",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;uas&#x27; (yu_ocean: 1080, xu_ocean: 1440)&gt;\n",
       "dask.array&lt;transpose, shape=(1080, 1440), dtype=float64, chunksize=(1080, 1440), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float32 -279.8 -279.5 -279.2 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float32 -81.02 -81.02 -81.02 ... 65.08 64.97\n",
       "  * xu_ocean   (xu_ocean) float64 -279.8 -279.5 -279.2 ... 79.5 79.75 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -81.02 -80.92 -80.81 ... 89.79 89.89 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'uas'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>yu_ocean</span>: 1080</li><li><span class='xr-has-index'>xu_ocean</span>: 1440</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8446d75b-573b-41b4-8bc9-2998b5873331' class='xr-array-in' type='checkbox' checked><label for='section-8446d75b-573b-41b4-8bc9-2998b5873331' 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>dask.array&lt;chunksize=(1080, 1440), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
       "    <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 11.87 MiB </td> <td> 11.87 MiB </td></tr>\n",
       "    <tr><th> Shape </th><td> (1080, 1440) </td> <td> (1080, 1440) </td></tr>\n",
       "    <tr><th> Count </th><td> 2925 Tasks </td><td> 1 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</td>\n",
       "<td>\n",
       "<svg width=\"170\" height=\"140\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"90\" x2=\"120\" y2=\"90\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"90\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"90\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,90.0 0.0,90.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"110.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1440</text>\n",
       "  <text x=\"140.000000\" y=\"45.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,45.000000)\">1080</text>\n",
       "</svg>\n",
       "</td>\n",
       "</tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-beba4d14-79d5-40d5-9c0f-2bdcdf99c7a8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-beba4d14-79d5-40d5-9c0f-2bdcdf99c7a8' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-01-01</div><input id='attrs-d56d6ec7-6941-4048-a711-7ea5f3b1bd3e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d56d6ec7-6941-4048-a711-7ea5f3b1bd3e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a27d1405-6a78-45bc-9418-94c2a7dfffec' class='xr-var-data-in' type='checkbox'><label for='data-a27d1405-6a78-45bc-9418-94c2a7dfffec' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;1958-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>height</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f853b861-f26a-44f2-a6bd-70246a6aebbd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f853b861-f26a-44f2-a6bd-70246a6aebbd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52064a2b-32e2-4445-9de7-1b6768461b34' class='xr-var-data-in' type='checkbox'><label for='data-52064a2b-32e2-4445-9de7-1b6768461b34' 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>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-279.8 -279.5 -279.2 ... 80.0 80.0</div><input id='attrs-f0abbf6b-4fb1-4146-9ec6-cafd7cc0fd56' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0abbf6b-4fb1-4146-9ec6-cafd7cc0fd56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-682b7bc1-257c-4b9c-b6f3-813bf5ca0e09' class='xr-var-data-in' type='checkbox'><label for='data-682b7bc1-257c-4b9c-b6f3-813bf5ca0e09' 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>uv longitude</dd><dt><span>units :</span></dt><dd>degrees_E</dd><dt><span>valid_range :</span></dt><dd>[-281.  361.]</dd><dt><span>cell_methods :</span></dt><dd>time: point</dd></dl></div><div class='xr-var-data'><pre>array([[-279.75    , -279.5     , -279.25    , ...,   79.5     ,\n",
       "          79.75    ,   80.      ],\n",
       "       [-279.75    , -279.5     , -279.25    , ...,   79.5     ,\n",
       "          79.75    ,   80.      ],\n",
       "       [-279.75    , -279.5     , -279.25    , ...,   79.5     ,\n",
       "          79.75    ,   80.      ],\n",
       "       ...,\n",
       "       [-279.99585 , -279.9917  , -279.98755 , ...,   79.9917  ,\n",
       "          79.99585 ,   80.      ],\n",
       "       [-279.99792 , -279.99585 , -279.99377 , ...,   79.99585 ,\n",
       "          79.997925,   80.      ],\n",
       "       [-280.      , -280.      , -280.      , ...,   80.      ,\n",
       "          80.      ,   80.      ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-81.02 -81.02 ... 65.08 64.97</div><input id='attrs-f61152d3-8baf-41b8-a558-66e5318a4d27' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f61152d3-8baf-41b8-a558-66e5318a4d27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b529d271-501d-4c41-a296-b970c2af9d70' class='xr-var-data-in' type='checkbox'><label for='data-b529d271-501d-4c41-a296-b970c2af9d70' 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>uv latitude</dd><dt><span>units :</span></dt><dd>degrees_N</dd><dt><span>valid_range :</span></dt><dd>[-91.  91.]</dd><dt><span>cell_methods :</span></dt><dd>time: point</dd></dl></div><div class='xr-var-data'><pre>array([[-81.0242  , -81.0242  , -81.0242  , ..., -81.0242  , -81.0242  ,\n",
       "        -81.0242  ],\n",
       "       [-80.9186  , -80.9186  , -80.9186  , ..., -80.9186  , -80.9186  ,\n",
       "        -80.9186  ],\n",
       "       [-80.813   , -80.813   , -80.813   , ..., -80.813   , -80.813   ,\n",
       "        -80.813   ],\n",
       "       ...,\n",
       "       [ 65.078674,  65.18379 ,  65.288506, ...,  65.18379 ,  65.078674,\n",
       "         64.97314 ],\n",
       "       [ 65.07868 ,  65.183815,  65.288536, ...,  65.183815,  65.07868 ,\n",
       "         64.97314 ],\n",
       "       [ 65.07869 ,  65.18382 ,  65.28855 , ...,  65.18382 ,  65.07869 ,\n",
       "         64.97314 ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>xu_ocean</span></div><div class='xr-var-dims'>(xu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-279.8 -279.5 -279.2 ... 79.75 80.0</div><input id='attrs-5d46525e-1fa3-4532-8829-cf5e953e7f12' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d46525e-1fa3-4532-8829-cf5e953e7f12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dea05291-60b2-4170-9edf-d02c76224ca6' class='xr-var-data-in' type='checkbox'><label for='data-dea05291-60b2-4170-9edf-d02c76224ca6' 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>ucell longitude</dd><dt><span>units :</span></dt><dd>degrees_E</dd><dt><span>cartesian_axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-279.75, -279.5 , -279.25, ...,   79.5 ,   79.75,   80.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>yu_ocean</span></div><div class='xr-var-dims'>(yu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-81.02 -80.92 -80.81 ... 89.89 90.0</div><input id='attrs-7ad955dd-12a3-42bc-bb47-f81b811e4a7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ad955dd-12a3-42bc-bb47-f81b811e4a7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bff66dce-4898-4d3a-9b75-5094df013e14' class='xr-var-data-in' type='checkbox'><label for='data-bff66dce-4898-4d3a-9b75-5094df013e14' 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>ucell latitude</dd><dt><span>units :</span></dt><dd>degrees_N</dd><dt><span>cartesian_axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-81.024202, -80.918603, -80.813004, ...,  89.788884,  89.894483,\n",
       "        90.      ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3d286044-9efe-4022-ae0a-6f9cce869066' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3d286044-9efe-4022-ae0a-6f9cce869066' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>regrid_method :</span></dt><dd>patch</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'uas' (yu_ocean: 1080, xu_ocean: 1440)>\n",
       "dask.array<transpose, shape=(1080, 1440), dtype=float64, chunksize=(1080, 1440), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float32 -279.8 -279.5 -279.2 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float32 -81.02 -81.02 -81.02 ... 65.08 64.97\n",
       "  * xu_ocean   (xu_ocean) float64 -279.8 -279.5 -279.2 ... 79.5 79.75 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -81.02 -80.92 -80.81 ... 89.79 89.89 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u025deg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "df02b713-26e3-48ce-aa25-fd1b13d46850",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Regrid JRA u to ACCESS-OM2-01 grid\n",
    "u01deg = JRAto01deg(JRAu)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "4ddf279b-ea31-4333-ae62-0f1e122e1b5d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x153d3f07e460>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u01deg.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "35936928-d10f-4084-b297-4de293af9c6d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;uas&#x27; (yu_ocean: 2700, xu_ocean: 3600)&gt;\n",
       "dask.array&lt;transpose, shape=(2700, 3600), dtype=float64, chunksize=(2700, 3600), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float64 -279.9 -279.8 -279.7 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float64 -81.09 -81.09 -81.09 ... 65.04 64.99\n",
       "  * xu_ocean   (xu_ocean) float64 -279.9 -279.8 -279.7 -279.6 ... 79.8 79.9 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -81.09 -81.05 -81.0 ... 89.92 89.96 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'uas'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>yu_ocean</span>: 2700</li><li><span class='xr-has-index'>xu_ocean</span>: 3600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-2c309eb5-3479-4a05-ad1b-aff103629d67' class='xr-array-in' type='checkbox' checked><label for='section-2c309eb5-3479-4a05-ad1b-aff103629d67' 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>dask.array&lt;chunksize=(2700, 3600), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
       "    <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 74.16 MiB </td> <td> 74.16 MiB </td></tr>\n",
       "    <tr><th> Shape </th><td> (2700, 3600) </td> <td> (2700, 3600) </td></tr>\n",
       "    <tr><th> Count </th><td> 2925 Tasks </td><td> 1 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
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       "</td>\n",
       "<td>\n",
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       "\n",
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       "\n",
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       "  <text x=\"60.000000\" y=\"110.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >3600</text>\n",
       "  <text x=\"140.000000\" y=\"45.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,45.000000)\">2700</text>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-fd278d2e-c86a-42ec-a200-8df679bd3713' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fd278d2e-c86a-42ec-a200-8df679bd3713' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1958-01-01</div><input id='attrs-2cdc783e-20a7-4471-9a7d-3a33e917a2dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2cdc783e-20a7-4471-9a7d-3a33e917a2dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c87b77c-0886-4bd6-ab8e-e66514b11d30' class='xr-var-data-in' type='checkbox'><label for='data-2c87b77c-0886-4bd6-ab8e-e66514b11d30' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;1958-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>height</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cb287379-bab5-4614-b0bb-8d72afaca540' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb287379-bab5-4614-b0bb-8d72afaca540' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ac8dd42-d9e8-4ef4-bb72-a629f99b7da5' class='xr-var-data-in' type='checkbox'><label for='data-6ac8dd42-d9e8-4ef4-bb72-a629f99b7da5' 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>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-279.9 -279.8 -279.7 ... 80.0 80.0</div><input id='attrs-2eea023c-b554-480b-9dba-ea51c6807527' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2eea023c-b554-480b-9dba-ea51c6807527' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-74ea5ded-9728-41da-92d3-6dec1a90012b' class='xr-var-data-in' type='checkbox'><label for='data-74ea5ded-9728-41da-92d3-6dec1a90012b' 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>Geographic longitude of C_cell centers</dd><dt><span>units :</span></dt><dd>degrees_E</dd></dl></div><div class='xr-var-data'><pre>array([[-279.9       , -279.8       , -279.7       , ...,   79.8       ,\n",
       "          79.9       ,   80.        ],\n",
       "       [-279.9       , -279.8       , -279.7       , ...,   79.8       ,\n",
       "          79.9       ,   80.        ],\n",
       "       [-279.9       , -279.8       , -279.7       , ...,   79.8       ,\n",
       "          79.9       ,   80.        ],\n",
       "       ...,\n",
       "       [-279.99933521, -279.99867042, -279.99800563, ...,   79.99867042,\n",
       "          79.99933521,   80.        ],\n",
       "       [-279.99966767, -279.99933533, -279.99900299, ...,   79.99933533,\n",
       "          79.99966767,   80.        ],\n",
       "       [-280.        , -280.        , -280.        , ...,   80.        ,\n",
       "          80.        ,   80.        ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(yu_ocean, xu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-81.09 -81.09 ... 65.04 64.99</div><input id='attrs-70360a0c-b898-46f9-a727-0e71411178d6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-70360a0c-b898-46f9-a727-0e71411178d6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cd38e3c-b484-49f7-9301-e5d4e5e67c9f' class='xr-var-data-in' type='checkbox'><label for='data-3cd38e3c-b484-49f7-9301-e5d4e5e67c9f' 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>Geographic latitude of C_cell centers</dd><dt><span>units :</span></dt><dd>degrees_N</dd></dl></div><div class='xr-var-data'><pre>array([[-81.087512  , -81.087512  , -81.087512  , ..., -81.087512  ,\n",
       "        -81.087512  , -81.087512  ],\n",
       "       [-81.04527265, -81.04527265, -81.04527265, ..., -81.04527265,\n",
       "        -81.04527265, -81.04527265],\n",
       "       [-81.00303329, -81.00303329, -81.00303329, ..., -81.00303329,\n",
       "        -81.00303329, -81.00303329],\n",
       "       ...,\n",
       "       [ 65.03653872,  65.07870858,  65.12081201, ...,  65.07870858,\n",
       "         65.03653872,  64.99430221],\n",
       "       [ 65.03653942,  65.07870998,  65.1208141 , ...,  65.07870998,\n",
       "         65.03653942,  64.99430221],\n",
       "       [ 65.03653965,  65.07871044,  65.1208148 , ...,  65.07871044,\n",
       "         65.03653965,  64.99430221]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>xu_ocean</span></div><div class='xr-var-dims'>(xu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-279.9 -279.8 -279.7 ... 79.9 80.0</div><input id='attrs-5157b3ea-dfbd-4dd8-93d7-9351760c8e78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5157b3ea-dfbd-4dd8-93d7-9351760c8e78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e10efc5-9a2c-431b-a878-00f8c45410a9' class='xr-var-data-in' type='checkbox'><label for='data-8e10efc5-9a2c-431b-a878-00f8c45410a9' 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>ucell longitude</dd><dt><span>units :</span></dt><dd>degrees_E</dd><dt><span>cartesian_axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-279.9, -279.8, -279.7, ...,   79.8,   79.9,   80. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>yu_ocean</span></div><div class='xr-var-dims'>(yu_ocean)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-81.09 -81.05 -81.0 ... 89.96 90.0</div><input id='attrs-7fb95c3e-f058-4d51-bd36-cebb7b390c2c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7fb95c3e-f058-4d51-bd36-cebb7b390c2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f215b7e3-6250-4375-bfa3-137e7f7fc356' class='xr-var-data-in' type='checkbox'><label for='data-f215b7e3-6250-4375-bfa3-137e7f7fc356' 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>ucell latitude</dd><dt><span>units :</span></dt><dd>degrees_N</dd><dt><span>cartesian_axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-81.087512, -81.045273, -81.003033, ...,  89.915537,  89.957776,\n",
       "        90.      ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-679d8e6f-f05b-4f9c-b07c-3d72d34cedfd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-679d8e6f-f05b-4f9c-b07c-3d72d34cedfd' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>regrid_method :</span></dt><dd>patch</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'uas' (yu_ocean: 2700, xu_ocean: 3600)>\n",
       "dask.array<transpose, shape=(2700, 3600), dtype=float64, chunksize=(2700, 3600), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    time       datetime64[ns] 1958-01-01\n",
       "    height     float64 ...\n",
       "    longitude  (yu_ocean, xu_ocean) float64 -279.9 -279.8 -279.7 ... 80.0 80.0\n",
       "    latitude   (yu_ocean, xu_ocean) float64 -81.09 -81.09 -81.09 ... 65.04 64.99\n",
       "  * xu_ocean   (xu_ocean) float64 -279.9 -279.8 -279.7 -279.6 ... 79.8 79.9 80.0\n",
       "  * yu_ocean   (yu_ocean) float64 -81.09 -81.05 -81.0 ... 89.92 89.96 90.0\n",
       "Attributes:\n",
       "    regrid_method:  patch"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u01deg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "185cc06c-38cc-4b4f-b26b-fdf328fa55c9",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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