{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Intro"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import matplotlib as mpl\n",
    "import xarray as xr\n",
    "import datetime\n",
    "import scipy.io as sio\n",
    "import cmocean\n",
    "import jmkfigure \n",
    "import pooch\n",
    "import cartopy as ccrs\n",
    "\n",
    "def plot_studybox(ax):\n",
    "    xlims=[-127, -124.]\n",
    "    ylims = [47.5, 49.2]\n",
    "    ylims=[47.8,48.8]\n",
    "    xlims=[-126.-25./60.,-124.-40./60.]\n",
    "    xx = np.zeros(5)\n",
    "    yy = np.zeros(5)\n",
    "    for n,ii in enumerate([0,0,1,1,0]):\n",
    "        xx[n] = xlims[ii]\n",
    "    for n,ii in enumerate([0,1,1,0,0]):\n",
    "        yy[n] = ylims[ii]\n",
    "    ax.plot(xx,yy,'0.4',linewidth=2, linestyle='--')\n",
    "\n",
    "datad='/Users/jklymak/Dropbox/PW13/data/mvp/'\n",
    "def plotTopo(ax, clab=False, xlims=[-127, -124.], ylims = [47.5, 49.2], doCoords=False, contourf=True):\n",
    "    topo=sio.loadmat(datad+'../topo/ViTopo.mat')\n",
    "    indx = np.where((np.squeeze(topo['topolon'])>xlims[0]) & (np.squeeze(topo['topolon'])<xlims[1]))[0]\n",
    "    indy = np.where(np.squeeze(topo['topolat']>ylims[0]) & np.squeeze(topo['topolat']<ylims[1]))[0]\n",
    "    \n",
    "    mpl.rcParams['contour.negative_linestyle'] = 'solid'\n",
    "    x = np.squeeze(topo['topolon'])[indx]\n",
    "    y = np.squeeze(topo['topolat'])[indy]\n",
    "    Z = topo['topodepth'][indy,:][:,indx]\n",
    "    if contourf:\n",
    "        pcm = ax.contourf(x, y, Z, np.arange(-3000.,00.,200.),cmap='ocean')\n",
    "        pcm.set_clim([-4000,900./(900-300)*4300.-4000.])\n",
    "        pcm = ax.contourf(x, y, Z, np.arange(-300.,0,25), cmap='ocean')\n",
    "        pcm.set_clim([-900,0.])\n",
    "    \n",
    "#    clim([-3500,0.])\n",
    "    c = ax.contour(x,y,-Z,\n",
    "            [100.,200.,1000.],colors='0.5',linestyles='-',linewidths=0.6)\n",
    "    ax.set_aspect(1./np.cos(48.5*np.pi/180.))\n",
    "\n",
    "    if clab:\n",
    "        ax.set_xlim(xlims)\n",
    "        ax.set_ylim(ylims)\n",
    "        manual_locations = [(-126., 49.), (-126.1, 48.45),(-125.7,47.9)]\n",
    "        ax.clabel(c,fontsize=7,fmt='%d',manual=manual_locations)\n",
    "    ax.contourf(x,y,Z,\n",
    "            [0.,1000000.],colors='darkgreen')\n",
    "    \n",
    "    if doCoords:\n",
    "        # plot the co-ordinate system.\n",
    "        x = np.arange(-300, 300, 10)\n",
    "        lon0=-125.6\n",
    "        lat0=48.4\n",
    "        \n",
    "        for  xy in [x*0 + 1j*(x), x + 1j*0]:\n",
    "            ang = np.arctan2( 80+9./8., 100.,)\n",
    "            xy = xy * np.exp(1j * ang)\n",
    "            lon = np.real(xy) / np.cos(lat0*np.pi/180) / 111.32 + lon0\n",
    "            lat = np.imag(xy) / 111.32 + lat0\n",
    "            ax.plot(lon, lat, 'w', linewidth=5, alpha=0.5)\n",
    "            # alternate 10 km:\n",
    "            for i in range(0, len(x), 2):\n",
    "                ax.plot(lon[i:i+2], lat[i:i+2], 'k', linewidth=5, alpha=0.5, solid_capstyle='butt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [],
   "source": [
    "if False:\n",
    "   for i in range(210, 280):\n",
    "      date = datetime.datetime(year=2013, month=7, day=29, hour=9) + datetime.timedelta(days=i-210)\n",
    "      print(date)\n",
    "      datestr = date.strftime('%Y%m%d%H%M%S')\n",
    "      print(datestr)\n",
    "      ds = xr.open_dataset(\n",
    "         f'https://podaac-opendap.jpl.nasa.gov/opendap/allData/ghrsst/data/GDS2/L4/GLOB/JPL/MUR/v4.1/2013/{i}/{datestr}-JPL-L4_GHRSST-SSTfnd-MUR-GLOB-v02.0-fv04.1.nc',\n",
    "         decode_times=False)\n",
    "\n",
    "      ds = ds.sel(lat=slice(47, 51), lon=slice(-130, -122))\n",
    "      ds.to_netcdf(f'Day{i}.nc')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Movie of SST:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# make movie (slow, particularly the first time):\n",
    "!mkdir SSTDaily\n",
    "for  nn, d in enumerate(np.arange(210,280)):\n",
    "    date = datetime.datetime(year=2013, month=7, day=29, hour=9) + datetime.timedelta(days=int(d)-210)\n",
    "    datestr = date.strftime('%Y%m%d%H%M%S')\n",
    "    url=f'https://podaac-opendap.jpl.nasa.gov/opendap/allData/ghrsst/data/GDS2/L4/GLOB/JPL/MUR/v4.1/2013/{d}/{datestr}-JPL-L4_GHRSST-SSTfnd-MUR-GLOB-v02.0-fv04.1.nc'\n",
    "    \n",
    "    with xr.open_dataset(url) as ds:\n",
    "        ds = ds.sel(lon=slice(-130, -122), lat=slice(45, 55)).isel(time=0)\n",
    "        display(ds)\n",
    "        fig, axs = plt.subplots(figsize=(7, 4))\n",
    "        ax = axs\n",
    "        ds['analysed_sst'] = xr.where(ds.analysis_error<0.382, ds.analysed_sst, np.NaN)\n",
    "        pc = ax.pcolormesh(ds.lon, ds.lat, ds.analysed_sst-273, vmin=12, vmax=20, cmap='YlGnBu_r')\n",
    "        xl = [-127, -123]\n",
    "        yl = [47.5, 49.5]\n",
    "        ax.set_xlim(xl)\n",
    "        ax.set_ylim(yl)\n",
    "        datestr = f'{ds.time.values}'[:10]\n",
    "        ax.set_title(datestr)\n",
    "        xlims=[-127, -124.]\n",
    "        ylims = [47.5, 49.2]\n",
    "        ylims=[47.8,48.8]\n",
    "        xlims=[-126.-25./60.,-124.-40./60.]\n",
    "        xx = np.zeros(5)\n",
    "        yy = np.zeros(5)\n",
    "        for n,ii in enumerate([0,0,1,1,0]):\n",
    "            xx[n] = xlims[ii]\n",
    "        for n,ii in enumerate([0,1,1,0,0]):\n",
    "            yy[n] = ylims[ii]\n",
    "        ax.plot(xx,yy,'0.4',linewidth=2, linestyle='--')\n",
    "        ax.set_aspect(1/np.cos(48.5*np.pi/180))\n",
    "        fig.colorbar(pc, ax=axs, shrink=0.6, extend='both')  \n",
    "        plotTopo(ax=ax, contourf=False, xlims=xl, ylims=yl) \n",
    "        fig.savefig(f'SSTDaily/snap{d:03d}.png', dpi=200)\n",
    "        plt.close(fig)\n",
    "        #booger"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "d=210\n",
    "date = datetime.datetime(year=2013, month=7, day=29, hour=9) + datetime.timedelta(days=int(d)-210)\n",
    "datestr = date.strftime('%Y%m%d%H%M%S')\n",
    "\n",
    "url=f'https://podaac-opendap.jpl.nasa.gov/opendap/allData/ghrsst/data/GDS2/L4/GLOB/JPL/MUR/v4.1/2013/{d}/{datestr}-JPL-L4_GHRSST-SSTfnd-MUR-GLOB-v02.0-fv04.1.nc'\n",
    "with xr.open_dataset(url) as ds:\n",
    "    ds = ds.sel(lon=slice(-130, -122), lat=slice(45, 55)).isel(time=0)\n",
    "    fig, ax = plt.subplots()\n",
    "    ax.imshow(ds.analysed_sst)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x150d475e0>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "pc = ax.imshow(ds.analysis_error-0.36)\n",
    "fig.colorbar(pc)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot just cool days..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/vy/zxjl84j90ws6d1k09_rhst0w0000gp/T/ipykernel_53122/2706836238.py:35: UserWarning: FixedFormatter should only be used together with FixedLocator\n",
      "  ax.set_xticklabels(-ax.get_xticks())\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Figure(360x576)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 360x576 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dates = [232, 238, 251]\n",
    "\n",
    "fig, axs = plt.subplots(3, 1, figsize=(5, 8), constrained_layout=True)\n",
    "for n, d in enumerate(dates):\n",
    "    ax = axs[n]\n",
    "    date = datetime.datetime(year=2013, month=7, day=29, hour=9) + datetime.timedelta(days=d-210)\n",
    "    datestr = date.strftime('%Y%m%d%H%M%S')\n",
    "    file_path = pooch.retrieve(\n",
    "        url=f'https://podaac-opendap.jpl.nasa.gov/opendap/allData/ghrsst/data/GDS2/L4/GLOB/JPL/MUR/v4.1/2013/{d}/{datestr}-JPL-L4_GHRSST-SSTfnd-MUR-GLOB-v02.0-fv04.1.nc',\n",
    "        known_hash=None,\n",
    "    )\n",
    "    with xr.open_dataset(f'Day{d}.nc') as ds:\n",
    "        ind = 0\n",
    "        pc = ax.pcolormesh(ds.lon, ds.lat, ds.analysed_sst.isel(time=0)-273, vmin=13, vmax=19.5, cmap='YlGnBu_r', rasterized=True)\n",
    "        xl = [-127, -124]\n",
    "        yl = [47.5, 49.]\n",
    "        ax.set_xlim(xl)\n",
    "        ax.set_ylim(yl)\n",
    "        datestr = f'{ds.time[ind].values}'[:10]\n",
    "        ax.set_title(datestr)\n",
    "        xlims=[-127, -124.]\n",
    "        ylims = [47.5, 49.2]\n",
    "        ylims=[47.8,48.8]\n",
    "        xlims=[-126.-25./60.,-124.-40./60.]\n",
    "        xx = np.zeros(5)\n",
    "        yy = np.zeros(5)\n",
    "        for nn,ii in enumerate([0,0,1,1,0]):\n",
    "            xx[nn] = xlims[ii]\n",
    "        for nn,ii in enumerate([0,1,1,0,0]):\n",
    "            yy[nn] = ylims[ii]\n",
    "        ax.plot(xx,yy,'0.4',linewidth=2, linestyle='--')\n",
    "        ax.set_aspect(1/np.cos(48.5*np.pi/180))\n",
    "        plotTopo(ax=ax, contourf=False, xlims=xl, ylims=yl) \n",
    "        if n==2:\n",
    "            ax.set_xticklabels(-ax.get_xticks())\n",
    "            ax.set_xlabel('Lon $[^oW]$')\n",
    "        else:\n",
    "            ax.set_xticklabels('')\n",
    "        if n==0:\n",
    "            ax.set_ylabel('Lat $[^oN]$')\n",
    "fig.colorbar(pc, ax=axs, shrink=0.4, extend='both', label='T $[^oC]$', location='bottom', pad=0.01)  \n",
    "jmkfigure.jmkprint('SST', 'GetData.ipynb', dpi=300)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset>\n",
      "Dimensions:           (time: 70, lat: 401, lon: 801)\n",
      "Coordinates:\n",
      "  * time              (time) datetime64[ns] 2013-07-29T09:00:00 ... 2013-10-0...\n",
      "  * lat               (lat) float32 47.0 47.01 47.02 47.03 ... 50.98 50.99 51.0\n",
      "  * lon               (lon) float32 -130.0 -130.0 -130.0 ... -122.0 -122.0\n",
      "Data variables:\n",
      "    analysed_sst      (time, lat, lon) float32 dask.array<chunksize=(1, 401, 801), meta=np.ndarray>\n",
      "    analysis_error    (time, lat, lon) float32 dask.array<chunksize=(1, 401, 801), meta=np.ndarray>\n",
      "    mask              (time, lat, lon) float32 dask.array<chunksize=(1, 401, 801), meta=np.ndarray>\n",
      "    sea_ice_fraction  (time, lat, lon) float32 dask.array<chunksize=(1, 401, 801), meta=np.ndarray>\n",
      "Attributes: (12/47)\n",
      "    Conventions:                CF-1.5\n",
      "    title:                      Daily MUR SST, Final product\n",
      "    summary:                    A merged, multi-sensor L4 Foundation SST anal...\n",
      "    references:                 http://podaac.jpl.nasa.gov/Multi-scale_Ultra-...\n",
      "    institution:                Jet Propulsion Laboratory\n",
      "    history:                    created at nominal 4-day latency; replaced nr...\n",
      "    ...                         ...\n",
      "    project:                    NASA Making Earth Science Data Records for Us...\n",
      "    publisher_name:             GHRSST Project Office\n",
      "    publisher_url:              http://www.ghrsst.org\n",
      "    publisher_email:            ghrsst-po@nceo.ac.uk\n",
      "    processing_level:           L4\n",
      "    cdm_data_type:              grid\n"
     ]
    },
    {
     "ename": "IndexError",
     "evalue": "index 12 is out of bounds for axis 0 with size 12",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m/var/folders/vy/zxjl84j90ws6d1k09_rhst0w0000gp/T/ipykernel_45896/2284679660.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      3\u001b[0m     \u001b[0mfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m12\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfigsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m20\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m     \u001b[0;32mfor\u001b[0m \u001b[0mnn\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mind\u001b[0m \u001b[0;32min\u001b[0m \u001b[0menumerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m12\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m50\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m         \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0maxs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnn\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      6\u001b[0m         \u001b[0mpc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpcolormesh\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlon\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0manalysed_sst\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0misel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mind\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvmin\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m283\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvmax\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m291\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m         \u001b[0mpc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0maxs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnn\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpcolormesh\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlon\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0manalysis_error\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0misel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mind\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mIndexError\u001b[0m: index 12 is out of bounds for axis 0 with size 12"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x1440 with 24 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# add some topo...\n",
    "with xr.open_mfdataset('Day*.nc', ) as ds:\n",
    "    print(ds)\n",
    "    fig, axs = plt.subplots(12, 2, figsize=(10, 20))\n",
    "    for nn, ind in enumerate(range(12, 50, 3)):\n",
    "        ax = axs[nn, 0]\n",
    "        pc = ax.pcolormesh(ds.lon, ds.lat, ds.analysed_sst.isel(time=ind), vmin=283, vmax=291)\n",
    "        pc = axs[nn, 1].pcolormesh(ds.lon, ds.lat, ds.analysis_error.isel(time=ind))\n",
    "        ax.set_xlim([-127, -123])\n",
    "        ax.set_ylim([47.5, 49.5])\n",
    "        ax.set_title(f'{ds.time[ind].values}')\n",
    "        xlims=[-127, -124.]\n",
    "        ylims = [47.5, 49.2]\n",
    "        ylims=[47.8,48.8]\n",
    "        xlims=[-126.-25./60.,-124.-40./60.]\n",
    "        xx = np.zeros(5)\n",
    "        yy = np.zeros(5)\n",
    "        for n,ii in enumerate([0,0,1,1,0]):\n",
    "            xx[n] = xlims[ii]\n",
    "        for n,ii in enumerate([0,1,1,0,0]):\n",
    "            yy[n] = ylims[ii]\n",
    "        ax.plot(xx,yy,'0.4',linewidth=2, linestyle='--')\n",
    "    fig.colorbar(pc, ax=axs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset>\n",
      "Dimensions:   (lat: 96, lon: 192, rgb: 3, eightbitcolor: 256)\n",
      "Coordinates:\n",
      "  * lat       (lat) float32 47.02 47.06 47.1 47.15 ... 50.85 50.9 50.94 50.98\n",
      "  * lon       (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Dimensions without coordinates: rgb, eightbitcolor\n",
      "Data variables:\n",
      "    sst       (lat, lon) float32 ...\n",
      "    qual_sst  (lat, lon) float32 ...\n",
      "    palette   (rgb, eightbitcolor) uint8 ...\n",
      "Attributes: (12/61)\n",
      "    product_name:                     AQUA_MODIS.20130826.L3m.DAY.SST.sst.4km.nc\n",
      "    instrument:                       MODIS\n",
      "    title:                            MODISA Level-3 Standard Mapped Image\n",
      "    project:                          Ocean Biology Processing Group (NASA/GS...\n",
      "    platform:                         Aqua\n",
      "    temporal_range:                   day\n",
      "    ...                               ...\n",
      "    cdm_data_type:                    grid\n",
      "    keywords:                         Earth Science > Oceans > Ocean Optics >...\n",
      "    keywords_vocabulary:              NASA Global Change Master Directory (GC...\n",
      "    data_bins:                        6717090\n",
      "    data_minimum:                     -1.8\n",
      "    data_maximum:                     39.875\n",
      "<xarray.DataArray 'sst' (lat: 96, lon: 192)>\n",
      "array([[  nan,   nan,   nan, ..., 6.35 , 5.91 , 5.91 ],\n",
      "       [  nan,   nan,   nan, ...,   nan,   nan, 7.005],\n",
      "       [5.205,   nan,   nan, ..., 6.555, 6.555, 6.555],\n",
      "       ...,\n",
      "       [  nan,   nan,   nan, ...,   nan,   nan, 5.805],\n",
      "       [  nan,   nan,   nan, ..., 5.575, 5.575, 5.63 ],\n",
      "       [  nan,   nan,   nan, ..., 5.505, 5.505, 5.49 ]], dtype=float32)\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 47.02 47.06 47.1 47.15 ... 50.85 50.9 50.94 50.98\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "with xr.open_dataset('/USers/jklymak/downloads/AQUA_MODIS.20130826.L3m.DAY.SST.sst.4km.nc', ) as ds:\n",
    "    ds['lat'] = ds.lat[::-1]\n",
    "    ds['sst'] = ds.sst[::-1, :]\n",
    "    ds = ds.sel(lat=slice(47, 51), lon=slice(-130, -122))\n",
    "    print(ds)\n",
    "\n",
    "    fig, axs = plt.subplots(1, 2)\n",
    "    print(ds.sst)\n",
    "    axs[0].pcolormesh(ds.lon, ds.lat, ds.sst, rasterized=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Many year SST\n",
    "\n",
    "8-d MODIS composites during August"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# read MODIS A SST 8-day composites:\n",
    "# https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.20130821_20130828.L3m.8D.NSST.sst.4km.nc\n",
    "%matplotlib qt\n",
    "for year in range(2008, 2022):\n",
    "    files = []\n",
    "    dates = [232, 240, 248, 256]\n",
    "    for date in dates:\n",
    "        dt0 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date)).strftime('%Y%m%d') \n",
    "        dt00 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date)).strftime('%m%d') \n",
    "        dt1 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date+7)).strftime('%Y%m%d') \n",
    "        file = f'https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.{dt0}_{dt1}.L3m.8D.NSST.sst.4km.nc'\n",
    "        files += [pooch.retrieve(url=file, known_hash=None)]\n",
    "    fig, axs = plt.subplots(nrows=2, ncols=2, constrained_layout=True)\n",
    "    try:\n",
    "        with xr.open_mfdataset(files, combine='nested', concat_dim='time') as ds:\n",
    "            ds = ds.sel(lon=slice(-130, -122), lat=slice(52, 46))\n",
    "            for i in range(4):\n",
    "                dt0 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=dates[i])).strftime('%Y%m%d') \n",
    "                ax = axs.flat[i]\n",
    "                print(ds.isel(time=i).sst)\n",
    "                pc = ax.pcolormesh(ds.lon, ds.lat, ds.isel(time=i).sst, rasterized=True)\n",
    "                ax.set_aspect(1/np.sin(48.5 * np.pi / 180))\n",
    "                ax.set_title(dt0)\n",
    "                plot_studybox(ax)\n",
    "            fig.suptitle(f'{year}')\n",
    "        fig.savefig(f'sstyear/SST{year}.png', dpi=200)\n",
    "    except:\n",
    "        pass\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst' (lat: 144, lon: 192)>\n",
      "dask.array<getitem, shape=(144, 192), dtype=float32, chunksize=(144, 192), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
      "  * lon      (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "Figure(576x360)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x360 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# read MODIS A SST 8-day composites:\n",
    "# https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.20130821_20130828.L3m.8D.NSST.sst.4km.nc\n",
    "%matplotlib inline\n",
    "fig, axs = plt.subplots(nrows=2, ncols=3, figsize=(8, 5), layout='constrained', sharex=True, sharey=True)\n",
    "for nn, year in enumerate([2011, 2014, 2015, 2016, 2018, 2021]):\n",
    "    files = []\n",
    "    dates = [240]\n",
    "    for date in dates:\n",
    "        dt0 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date)).strftime('%Y%m%d') \n",
    "        dt00 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date)).strftime('%m%d') \n",
    "        dt1 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date+7)).strftime('%Y%m%d') \n",
    "        file = f'https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.{dt0}_{dt1}.L3m.8D.NSST.sst.4km.nc'\n",
    "        files += [pooch.retrieve(url=file, known_hash=None)]\n",
    "    with xr.open_mfdataset(files, combine='nested', concat_dim='time') as ds:\n",
    "        ds = ds.sel(lon=slice(-130, -122), lat=slice(52, 46))\n",
    "        dt0 = (datetime.datetime(year=year, month=1, day=1) + datetime.timedelta(days=date)).strftime('%Y%m%d') \n",
    "        ax = axs.flat[nn]\n",
    "        print(ds.isel(time=0).sst)\n",
    "        pc = ax.pcolormesh(ds.lon, ds.lat, ds.isel(time=0).sst, \n",
    "                           cmap='inferno', rasterized=True, vmin=8, vmax=20)\n",
    "\n",
    "        ax.set_aspect(1/np.sin(48.5 * np.pi / 180))\n",
    "        ax.set_title(ds.time_coverage_start[:10]+ ' to ' + \n",
    "                     ds.time_coverage_end[5:10], fontsize='medium', loc='left')\n",
    "        ax.set_facecolor('0.8')\n",
    "        plot_studybox(ax)\n",
    "        if nn == 0:\n",
    "            ax.set_ylabel('Lat $\\mathrm{[^o N]}$')\n",
    "        if nn == 5:\n",
    "            ax.set_xlabel('Lon $\\mathrm{[^o W]}$')\n",
    "        if nn > 2:\n",
    "            ax.set_xticks(np.arange(-130, -120, 2), labels=[''] + [f'{x}' for x in np.arange(128, 122, -2)] + [''])\n",
    "        \n",
    "cb = fig.colorbar(pc, ax=axs, shrink=0.6, extend='both')\n",
    "cb.ax.set_title('SST $\\mathrm{[^oC]}$', y=1.1)\n",
    "jmkfigure.jmkprint('SSTLateAug', 'PlotSST.ipynb', dpi=200)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading data from 'https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.20130801_20130831.L3m.MO.NSST.sst.4km.nc' to file '/Users/jklymak/Library/Caches/pooch/e946691a329a06ba3259d2a66d5aa4b5-AQUA_MODIS.20130801_20130831.L3m.MO.NSST.sst.4km.nc'.\n",
      "SHA256 hash of downloaded file: 3643f6f9fc47c7faff445834d4c91a276f975ef78b4500401e6e42cf95429a45\n",
      "Use this value as the 'known_hash' argument of 'pooch.retrieve' to ensure that the file hasn't changed if it is downloaded again in the future.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray 'sst' (lat: 240, lon: 360)>\n",
      "dask.array<getitem, shape=(240, 360), dtype=float32, chunksize=(240, 360), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 54.98 54.94 54.9 54.85 ... 45.15 45.1 45.06 45.02\n",
      "  * lon      (lon) float32 -135.0 -134.9 -134.9 -134.9 ... -120.1 -120.1 -120.0\n",
      "Attributes:\n",
      "    long_name:      Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n"
     ]
    },
    {
     "ename": "IndexError",
     "evalue": "Index 1 is out of bounds for axis 0 with size 1",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
      "Input \u001b[0;32mIn [17]\u001b[0m, in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     14\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;241m3\u001b[39m):\n\u001b[1;32m     15\u001b[0m     ax \u001b[38;5;241m=\u001b[39m axs[i]\n\u001b[0;32m---> 16\u001b[0m     \u001b[38;5;28mprint\u001b[39m(\u001b[43mds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43misel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mi\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241m.\u001b[39msst)\n\u001b[1;32m     17\u001b[0m     ax\u001b[38;5;241m.\u001b[39mimshow(ds\u001b[38;5;241m.\u001b[39misel(time\u001b[38;5;241m=\u001b[39mi)\u001b[38;5;241m.\u001b[39msst)\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/xarray/core/dataset.py:2369\u001b[0m, in \u001b[0;36mDataset.isel\u001b[0;34m(self, indexers, drop, missing_dims, **indexers_kwargs)\u001b[0m\n\u001b[1;32m   2367\u001b[0m var_indexers \u001b[38;5;241m=\u001b[39m {k: v \u001b[38;5;28;01mfor\u001b[39;00m k, v \u001b[38;5;129;01min\u001b[39;00m indexers\u001b[38;5;241m.\u001b[39mitems() \u001b[38;5;28;01mif\u001b[39;00m k \u001b[38;5;129;01min\u001b[39;00m var_value\u001b[38;5;241m.\u001b[39mdims}\n\u001b[1;32m   2368\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m var_indexers:\n\u001b[0;32m-> 2369\u001b[0m     var_value \u001b[38;5;241m=\u001b[39m \u001b[43mvar_value\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43misel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mvar_indexers\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   2370\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m drop \u001b[38;5;129;01mand\u001b[39;00m var_value\u001b[38;5;241m.\u001b[39mndim \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m0\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m var_name \u001b[38;5;129;01min\u001b[39;00m coord_names:\n\u001b[1;32m   2371\u001b[0m         coord_names\u001b[38;5;241m.\u001b[39mremove(var_name)\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/xarray/core/variable.py:1193\u001b[0m, in \u001b[0;36mVariable.isel\u001b[0;34m(self, indexers, missing_dims, **indexers_kwargs)\u001b[0m\n\u001b[1;32m   1190\u001b[0m indexers \u001b[38;5;241m=\u001b[39m drop_dims_from_indexers(indexers, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdims, missing_dims)\n\u001b[1;32m   1192\u001b[0m key \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(indexers\u001b[38;5;241m.\u001b[39mget(dim, \u001b[38;5;28mslice\u001b[39m(\u001b[38;5;28;01mNone\u001b[39;00m)) \u001b[38;5;28;01mfor\u001b[39;00m dim \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdims)\n\u001b[0;32m-> 1193\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m[\u001b[49m\u001b[43mkey\u001b[49m\u001b[43m]\u001b[49m\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/xarray/core/variable.py:786\u001b[0m, in \u001b[0;36mVariable.__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m    773\u001b[0m \u001b[38;5;124;03m\"\"\"Return a new Variable object whose contents are consistent with\u001b[39;00m\n\u001b[1;32m    774\u001b[0m \u001b[38;5;124;03mgetting the provided key from the underlying data.\u001b[39;00m\n\u001b[1;32m    775\u001b[0m \n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    783\u001b[0m \u001b[38;5;124;03marray `x.values` directly.\u001b[39;00m\n\u001b[1;32m    784\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    785\u001b[0m dims, indexer, new_order \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_broadcast_indexes(key)\n\u001b[0;32m--> 786\u001b[0m data \u001b[38;5;241m=\u001b[39m \u001b[43mas_indexable\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_data\u001b[49m\u001b[43m)\u001b[49m\u001b[43m[\u001b[49m\u001b[43mindexer\u001b[49m\u001b[43m]\u001b[49m\n\u001b[1;32m    787\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m new_order:\n\u001b[1;32m    788\u001b[0m     data \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mmoveaxis(data, \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;28mlen\u001b[39m(new_order)), new_order)\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/xarray/core/indexing.py:1220\u001b[0m, in \u001b[0;36mDaskIndexingAdapter.__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m   1217\u001b[0m         key \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtype\u001b[39m(key)(\u001b[38;5;28mtuple\u001b[39m(new_indexer))\n\u001b[1;32m   1219\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(key, BasicIndexer):\n\u001b[0;32m-> 1220\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43marray\u001b[49m\u001b[43m[\u001b[49m\u001b[43mkey\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtuple\u001b[49m\u001b[43m]\u001b[49m\n\u001b[1;32m   1221\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(key, VectorizedIndexer):\n\u001b[1;32m   1222\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39marray\u001b[38;5;241m.\u001b[39mvindex[key\u001b[38;5;241m.\u001b[39mtuple]\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/dask/array/core.py:1792\u001b[0m, in \u001b[0;36mArray.__getitem__\u001b[0;34m(self, index)\u001b[0m\n\u001b[1;32m   1784\u001b[0m     index \u001b[38;5;241m=\u001b[39m (index,)\n\u001b[1;32m   1786\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mslicing\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m   1787\u001b[0m     normalize_index,\n\u001b[1;32m   1788\u001b[0m     slice_with_bool_dask_array,\n\u001b[1;32m   1789\u001b[0m     slice_with_int_dask_array,\n\u001b[1;32m   1790\u001b[0m )\n\u001b[0;32m-> 1792\u001b[0m index2 \u001b[38;5;241m=\u001b[39m \u001b[43mnormalize_index\u001b[49m\u001b[43m(\u001b[49m\u001b[43mindex\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mshape\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1793\u001b[0m dependencies \u001b[38;5;241m=\u001b[39m {\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mname}\n\u001b[1;32m   1794\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m index2:\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/dask/array/slicing.py:917\u001b[0m, in \u001b[0;36mnormalize_index\u001b[0;34m(idx, shape)\u001b[0m\n\u001b[1;32m    915\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m axis, (i, d) \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(\u001b[38;5;28mzip\u001b[39m(idx, none_shape)):\n\u001b[1;32m    916\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m d \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m--> 917\u001b[0m         \u001b[43mcheck_index\u001b[49m\u001b[43m(\u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mi\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43md\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    918\u001b[0m idx \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(\u001b[38;5;28mmap\u001b[39m(sanitize_index, idx))\n\u001b[1;32m    919\u001b[0m idx \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(\u001b[38;5;28mmap\u001b[39m(normalize_slice, idx, none_shape))\n",
      "File \u001b[0;32m~/anaconda3/envs/pw13/lib/python3.9/site-packages/dask/array/slicing.py:989\u001b[0m, in \u001b[0;36mcheck_index\u001b[0;34m(axis, ind, dimension)\u001b[0m\n\u001b[1;32m    986\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m\n\u001b[1;32m    988\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m ind \u001b[38;5;241m>\u001b[39m\u001b[38;5;241m=\u001b[39m dimension \u001b[38;5;129;01mor\u001b[39;00m ind \u001b[38;5;241m<\u001b[39m \u001b[38;5;241m-\u001b[39mdimension:\n\u001b[0;32m--> 989\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mIndexError\u001b[39;00m(\n\u001b[1;32m    990\u001b[0m         \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mIndex \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mind\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m is out of bounds for axis \u001b[39m\u001b[38;5;132;01m{\u001b[39;00maxis\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m with size \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdimension\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    991\u001b[0m     )\n",
      "\u001b[0;31mIndexError\u001b[0m: Index 1 is out of bounds for axis 0 with size 1"
     ]
    }
   ],
   "source": [
    "# read MODIS A SST 8-day composites:\n",
    "# https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.20130821_20130828.L3m.8D.NSST.sst.4km.nc\n",
    "%matplotlib qt\n",
    "files = []\n",
    "for date in [232]:\n",
    "    dt0 = (datetime.datetime(year=2021, month=1, day=1) + datetime.timedelta(days=date)).strftime('%Y%m%d') \n",
    "    dt00 = (datetime.datetime(year=2021, month=1, day=1) + datetime.timedelta(days=date)).strftime('%m%d') \n",
    "    dt1 = (datetime.datetime(year=2021, month=1, day=1) + datetime.timedelta(days=date+7)).strftime('%Y%m%d') \n",
    "    file = f'https://oceandata.sci.gsfc.nasa.gov/ob/getfile/AQUA_MODIS.20130801_20130831.L3m.MO.NSST.sst.4km.nc'\n",
    "    files += [pooch.retrieve(url=file, known_hash=None)]\n",
    "fig, axs = plt.subplots(nrows=3)\n",
    "with xr.open_mfdataset(files, combine='nested', concat_dim='time') as ds:\n",
    "    ds = ds.sel(lon=slice(-135, -120), lat=slice(55, 45))\n",
    "    for i in range(3):\n",
    "        ax = axs[i]\n",
    "        print(ds.isel(time=i).sst)\n",
    "        ax.imshow(ds.isel(time=i).sst)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray 'sst4' (lat: 320, lon: 424)>\n",
      "dask.array<getitem, shape=(320, 424), dtype=float32, chunksize=(320, 424), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float64 45.02 45.06 45.1 45.1 ... 54.9 54.94 54.98 54.98\n",
      "  * lon      (lon) float64 -135.0 -134.9 -134.9 -134.9 ... -120.1 -120.1 -120.0\n",
      "Attributes:\n",
      "    long_name:      4um Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst4' (lat: 320, lon: 424)>\n",
      "dask.array<getitem, shape=(320, 424), dtype=float32, chunksize=(320, 424), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float64 45.02 45.06 45.1 45.1 ... 54.9 54.94 54.98 54.98\n",
      "  * lon      (lon) float64 -135.0 -134.9 -134.9 -134.9 ... -120.1 -120.1 -120.0\n",
      "Attributes:\n",
      "    long_name:      4um Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n",
      "<xarray.DataArray 'sst4' (lat: 320, lon: 424)>\n",
      "dask.array<getitem, shape=(320, 424), dtype=float32, chunksize=(320, 424), chunktype=numpy.ndarray>\n",
      "Coordinates:\n",
      "  * lat      (lat) float64 45.02 45.06 45.1 45.1 ... 54.9 54.94 54.98 54.98\n",
      "  * lon      (lon) float64 -135.0 -134.9 -134.9 -134.9 ... -120.1 -120.1 -120.0\n",
      "Attributes:\n",
      "    long_name:      4um Sea Surface Temperature\n",
      "    units:          degree_C\n",
      "    standard_name:  sea_surface_temperature\n",
      "    valid_min:      -1000\n",
      "    valid_max:      10000\n",
      "    display_scale:  linear\n",
      "    display_min:    -2.0\n",
      "    display_max:    45.0\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 432x288 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# read MODIS A SST 8-day composites:\n",
    "files = []\n",
    "for date in [232, 240, 248]:\n",
    "    dt0 = (datetime.datetime(year=2013, month=1, day=1) + datetime.timedelta(days=date)).strftime('%Y%m%d') \n",
    "    dt00 = (datetime.datetime(year=2013, month=1, day=1) + datetime.timedelta(days=date)).strftime('%m%d') \n",
    "    dt1 = (datetime.datetime(year=2013, month=1, day=1) + datetime.timedelta(days=date+7)).strftime('%Y%m%d') \n",
    "    files += [f'https://oceandata.sci.gsfc.nasa.gov/opendap/MODISA/L3SMI/2013/{dt00}/AQUA_MODIS.{dt0}_{dt1}.L3m.8D.SST4.sst4.4km.nc']\n",
    "\n",
    "fig, axs = plt.subplots(nrows=3)\n",
    "with xr.open_mfdataset(files, combine='nested', concat_dim='time') as ds:\n",
    "    ds = ds.sel(lon=slice(-135, -120), lat=slice(45, 55))\n",
    "    for i in range(3):\n",
    "        ax = axs[i]\n",
    "        print(ds.isel(time=i).sst4)\n",
    "        ax.imshow(ds.isel(time=i).sst4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
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       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (lat: 320, lon: 424, time: 3, rgb: 3, eightbitcolor: 256)\n",
       "Coordinates:\n",
       "  * lat       (lat) float64 45.02 45.06 45.1 45.1 ... 54.9 54.94 54.98 54.98\n",
       "  * lon       (lon) float64 -135.0 -134.9 -134.9 -134.9 ... -120.1 -120.1 -120.0\n",
       "Dimensions without coordinates: time, rgb, eightbitcolor\n",
       "Data variables:\n",
       "    palette   (time, rgb, eightbitcolor) int8 dask.array&lt;chunksize=(1, 3, 256), meta=np.ndarray&gt;\n",
       "    sst       (time, lat, lon) float32 dask.array&lt;chunksize=(1, 320, 424), meta=np.ndarray&gt;\n",
       "    qual_sst  (time, lat, lon) float32 dask.array&lt;chunksize=(1, 320, 424), meta=np.ndarray&gt;\n",
       "Attributes: (12/61)\n",
       "    product_name:                     AQUA_MODIS.20130821_20130828.L3m.8D.SST...\n",
       "    instrument:                       MODIS\n",
       "    title:                            MODISA Level-3 Standard Mapped Image\n",
       "    project:                          Ocean Biology Processing Group (NASA/GS...\n",
       "    platform:                         Aqua\n",
       "    temporal_range:                   8-day\n",
       "    ...                               ...\n",
       "    cdm_data_type:                    grid\n",
       "    keywords:                         Earth Science &gt; Oceans &gt; Ocean Optics &gt;...\n",
       "    keywords_vocabulary:              NASA Global Change Master Directory (GC...\n",
       "    data_bins:                        Attribute edlided: Unsupported attribut...\n",
       "    data_minimum:                     -1.8000002\n",
       "    data_maximum:                     40.000004</pre><div class='xr-wrap' hidden><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-c17d29df-6958-4380-ba7d-274c0309b205' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c17d29df-6958-4380-ba7d-274c0309b205' 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'>lat</span>: 320</li><li><span class='xr-has-index'>lon</span>: 424</li><li><span>time</span>: 3</li><li><span>rgb</span>: 3</li><li><span>eightbitcolor</span>: 256</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ff18a591-de6d-4416-9e52-4a3f0019eb49' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ff18a591-de6d-4416-9e52-4a3f0019eb49' class='xr-section-summary' >Coordinates: <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 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'>45.02 45.06 45.1 ... 54.98 54.98</div><input id='attrs-99a4a26e-a303-468f-ad8c-2d292c1ba386' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99a4a26e-a303-468f-ad8c-2d292c1ba386' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-753aebb5-223e-4e76-aa5c-17c043dc96e4' class='xr-var-data-in' type='checkbox'><label for='data-753aebb5-223e-4e76-aa5c-17c043dc96e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd></dl></div><div class='xr-var-data'><pre>array([45.020832, 45.0625  , 45.104164, ..., 54.9375  , 54.979164, 54.979168])</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'>-135.0 -134.9 ... -120.1 -120.0</div><input id='attrs-46afab67-2ab1-450e-968d-16992d776bb1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46afab67-2ab1-450e-968d-16992d776bb1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7f41e27-e3b6-47f6-bcdb-3c194163121d' class='xr-var-data-in' type='checkbox'><label for='data-f7f41e27-e3b6-47f6-bcdb-3c194163121d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd></dl></div><div class='xr-var-data'><pre>array([-134.979172, -134.9375  , -134.895828, ..., -120.0625  , -120.062492,\n",
       "       -120.020828])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-266f4e73-38b3-427d-8b24-93339f77c120' class='xr-section-summary-in' type='checkbox'  checked><label for='section-266f4e73-38b3-427d-8b24-93339f77c120' class='xr-section-summary' >Data variables: <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>palette</span></div><div class='xr-var-dims'>(time, rgb, eightbitcolor)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 3, 256), meta=np.ndarray&gt;</div><input id='attrs-703c1739-80de-41c3-b4e2-7342afc0fafe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-703c1739-80de-41c3-b4e2-7342afc0fafe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9efeacfa-587b-4369-9218-5ea8308deea8' class='xr-var-data-in' type='checkbox'><label for='data-9efeacfa-587b-4369-9218-5ea8308deea8' 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>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 2.25 kiB </td>\n",
       "                        <td> 768 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (3, 3, 256) </td>\n",
       "                        <td> (1, 3, 256) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 12 Tasks </td>\n",
       "                        <td> 3 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> int8 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 320, 424), meta=np.ndarray&gt;</div><input id='attrs-b2ded3af-020d-4a34-b752-26a817f8690d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2ded3af-020d-4a34-b752-26a817f8690d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a16a5763-207f-4659-8c01-a8ad5ce3793f' class='xr-var-data-in' type='checkbox'><label for='data-a16a5763-207f-4659-8c01-a8ad5ce3793f' 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>Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degree_C</dd><dt><span>standard_name :</span></dt><dd>sea_surface_temperature</dd><dt><span>valid_min :</span></dt><dd>-1000</dd><dt><span>valid_max :</span></dt><dd>10000</dd><dt><span>display_scale :</span></dt><dd>linear</dd><dt><span>display_min :</span></dt><dd>-2.0</dd><dt><span>display_max :</span></dt><dd>45.0</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 3 Chunks </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>qual_sst</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 320, 424), meta=np.ndarray&gt;</div><input id='attrs-08144f71-38c4-4d4f-872f-4934c2ab5637' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08144f71-38c4-4d4f-872f-4934c2ab5637' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d3140cb-a311-4ec1-8d48-0f95b90f08ed' class='xr-var-data-in' type='checkbox'><label for='data-3d3140cb-a311-4ec1-8d48-0f95b90f08ed' 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>Quality Levels, Sea Surface Temperature</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>5</dd></dl></div><div class='xr-var-data'><table>\n",
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       "Coordinates:\n",
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       "Data variables:\n",
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       "    sst       (time, lat, lon) float32 dask.array<chunksize=(1, 320, 424), meta=np.ndarray>\n",
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       "Attributes: (12/61)\n",
       "    product_name:                     AQUA_MODIS.20130821_20130828.L3m.8D.SST...\n",
       "    instrument:                       MODIS\n",
       "    title:                            MODISA Level-3 Standard Mapped Image\n",
       "    project:                          Ocean Biology Processing Group (NASA/GS...\n",
       "    platform:                         Aqua\n",
       "    temporal_range:                   8-day\n",
       "    ...                               ...\n",
       "    cdm_data_type:                    grid\n",
       "    keywords:                         Earth Science > Oceans > Ocean Optics >...\n",
       "    keywords_vocabulary:              NASA Global Change Master Directory (GC...\n",
       "    data_bins:                        Attribute edlided: Unsupported attribut...\n",
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       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (time: 1, lat: 144, lon: 192, rgb: 3, eightbitcolor: 256)\n",
       "Coordinates:\n",
       "  * lat       (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
       "  * lon       (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
       "Dimensions without coordinates: time, rgb, eightbitcolor\n",
       "Data variables:\n",
       "    sst       (time, lat, lon) float32 dask.array&lt;chunksize=(1, 144, 192), meta=np.ndarray&gt;\n",
       "    qual_sst  (time, lat, lon) float32 dask.array&lt;chunksize=(1, 144, 192), meta=np.ndarray&gt;\n",
       "    palette   (time, rgb, eightbitcolor) uint8 dask.array&lt;chunksize=(1, 3, 256), meta=np.ndarray&gt;\n",
       "Attributes: (12/59)\n",
       "    product_name:                     AQUA_MODIS.20210829_20210905.L3m.8D.NSS...\n",
       "    instrument:                       MODIS\n",
       "    title:                            MODISA Level-3 Standard Mapped Image\n",
       "    project:                          Ocean Biology Processing Group (NASA/GS...\n",
       "    platform:                         Aqua\n",
       "    temporal_range:                   8-day\n",
       "    ...                               ...\n",
       "    publisher_url:                    https://oceandata.sci.gsfc.nasa.gov\n",
       "    processing_level:                 L3 Mapped\n",
       "    cdm_data_type:                    grid\n",
       "    data_bins:                        15548901\n",
       "    data_minimum:                     -1.7199999\n",
       "    data_maximum:                     36.829998</pre><div class='xr-wrap' hidden><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-67e1ef87-9242-4ae9-9df8-3d21693bde65' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-67e1ef87-9242-4ae9-9df8-3d21693bde65' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>time</span>: 1</li><li><span class='xr-has-index'>lat</span>: 144</li><li><span class='xr-has-index'>lon</span>: 192</li><li><span>rgb</span>: 3</li><li><span>eightbitcolor</span>: 256</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e2aaf1d4-8779-4de9-a890-fc6894fc2b15' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e2aaf1d4-8779-4de9-a890-fc6894fc2b15' class='xr-section-summary' >Coordinates: <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 class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>51.98 51.94 51.9 ... 46.06 46.02</div><input id='attrs-2013f1c5-36ae-492f-a9e2-9a6f3aad3661' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2013f1c5-36ae-492f-a9e2-9a6f3aad3661' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-716e2302-4a62-49ac-b06a-c183f0635517' class='xr-var-data-in' type='checkbox'><label for='data-716e2302-4a62-49ac-b06a-c183f0635517' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd></dl></div><div class='xr-var-data'><pre>array([51.979164, 51.9375  , 51.895832, 51.854164, 51.8125  , 51.770832,\n",
       "       51.729164, 51.6875  , 51.645832, 51.604164, 51.5625  , 51.520832,\n",
       "       51.479164, 51.4375  , 51.395832, 51.354164, 51.3125  , 51.270832,\n",
       "       51.229164, 51.1875  , 51.145832, 51.104164, 51.0625  , 51.020832,\n",
       "       50.979164, 50.9375  , 50.895832, 50.854164, 50.8125  , 50.770832,\n",
       "       50.729164, 50.6875  , 50.645832, 50.604164, 50.5625  , 50.520832,\n",
       "       50.479164, 50.4375  , 50.395832, 50.354164, 50.3125  , 50.270832,\n",
       "       50.229164, 50.1875  , 50.145832, 50.104164, 50.0625  , 50.020832,\n",
       "       49.979164, 49.9375  , 49.895832, 49.854164, 49.8125  , 49.770832,\n",
       "       49.729164, 49.6875  , 49.645832, 49.604164, 49.5625  , 49.520832,\n",
       "       49.479164, 49.4375  , 49.395832, 49.354164, 49.3125  , 49.270832,\n",
       "       49.229164, 49.1875  , 49.145832, 49.104164, 49.0625  , 49.020832,\n",
       "       48.979164, 48.9375  , 48.895832, 48.854164, 48.8125  , 48.770832,\n",
       "       48.729164, 48.6875  , 48.645832, 48.604164, 48.5625  , 48.520832,\n",
       "       48.479164, 48.4375  , 48.395832, 48.354164, 48.3125  , 48.270832,\n",
       "       48.229164, 48.1875  , 48.145832, 48.104164, 48.0625  , 48.020832,\n",
       "       47.979164, 47.9375  , 47.895832, 47.854164, 47.8125  , 47.770832,\n",
       "       47.729164, 47.6875  , 47.645832, 47.604164, 47.5625  , 47.520832,\n",
       "       47.479164, 47.4375  , 47.395832, 47.354164, 47.3125  , 47.270832,\n",
       "       47.229164, 47.1875  , 47.145832, 47.104164, 47.0625  , 47.020832,\n",
       "       46.979164, 46.9375  , 46.895832, 46.854164, 46.8125  , 46.770832,\n",
       "       46.729164, 46.6875  , 46.645832, 46.604164, 46.5625  , 46.520832,\n",
       "       46.479164, 46.4375  , 46.395832, 46.354164, 46.3125  , 46.270832,\n",
       "       46.229164, 46.1875  , 46.145832, 46.104164, 46.0625  , 46.020832],\n",
       "      dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>-130.0 -129.9 ... -122.1 -122.0</div><input id='attrs-816e7541-dae8-4152-9f6d-d2f93b911a91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-816e7541-dae8-4152-9f6d-d2f93b911a91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2dfb6146-9bab-454e-be92-db1537a315a0' class='xr-var-data-in' type='checkbox'><label for='data-2dfb6146-9bab-454e-be92-db1537a315a0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd></dl></div><div class='xr-var-data'><pre>array([-129.97917 , -129.9375  , -129.89583 , -129.85417 , -129.8125  ,\n",
       "       -129.77083 , -129.72917 , -129.6875  , -129.64583 , -129.60417 ,\n",
       "       -129.5625  , -129.52083 , -129.47917 , -129.4375  , -129.39583 ,\n",
       "       -129.35417 , -129.3125  , -129.27083 , -129.22917 , -129.1875  ,\n",
       "       -129.14583 , -129.10417 , -129.0625  , -129.02083 , -128.97917 ,\n",
       "       -128.9375  , -128.89583 , -128.85417 , -128.8125  , -128.77083 ,\n",
       "       -128.72917 , -128.6875  , -128.64583 , -128.60417 , -128.5625  ,\n",
       "       -128.52083 , -128.47917 , -128.4375  , -128.39583 , -128.35417 ,\n",
       "       -128.3125  , -128.27083 , -128.22917 , -128.1875  , -128.14583 ,\n",
       "       -128.10417 , -128.0625  , -128.02083 , -127.979164, -127.9375  ,\n",
       "       -127.89583 , -127.854164, -127.8125  , -127.77083 , -127.729164,\n",
       "       -127.6875  , -127.64583 , -127.604164, -127.5625  , -127.52083 ,\n",
       "       -127.479164, -127.4375  , -127.39583 , -127.354164, -127.3125  ,\n",
       "       -127.27083 , -127.229164, -127.1875  , -127.14583 , -127.104164,\n",
       "       -127.0625  , -127.02083 , -126.979164, -126.9375  , -126.89583 ,\n",
       "       -126.854164, -126.8125  , -126.77083 , -126.729164, -126.6875  ,\n",
       "       -126.64583 , -126.604164, -126.5625  , -126.52083 , -126.479164,\n",
       "       -126.4375  , -126.39583 , -126.354164, -126.3125  , -126.27083 ,\n",
       "       -126.229164, -126.1875  , -126.14583 , -126.104164, -126.0625  ,\n",
       "       -126.02083 , -125.979164, -125.9375  , -125.89583 , -125.854164,\n",
       "       -125.8125  , -125.77083 , -125.729164, -125.6875  , -125.64583 ,\n",
       "       -125.604164, -125.5625  , -125.52083 , -125.479164, -125.4375  ,\n",
       "       -125.39583 , -125.354164, -125.3125  , -125.27083 , -125.229164,\n",
       "       -125.1875  , -125.14583 , -125.104164, -125.0625  , -125.02083 ,\n",
       "       -124.979164, -124.9375  , -124.89583 , -124.854164, -124.8125  ,\n",
       "       -124.77083 , -124.729164, -124.6875  , -124.64583 , -124.604164,\n",
       "       -124.5625  , -124.52083 , -124.479164, -124.4375  , -124.39583 ,\n",
       "       -124.354164, -124.3125  , -124.27083 , -124.229164, -124.1875  ,\n",
       "       -124.14583 , -124.104164, -124.0625  , -124.02083 , -123.979164,\n",
       "       -123.9375  , -123.89583 , -123.854164, -123.8125  , -123.77083 ,\n",
       "       -123.729164, -123.6875  , -123.64583 , -123.604164, -123.5625  ,\n",
       "       -123.52083 , -123.479164, -123.4375  , -123.39583 , -123.354164,\n",
       "       -123.3125  , -123.27083 , -123.229164, -123.1875  , -123.14583 ,\n",
       "       -123.104164, -123.0625  , -123.02083 , -122.979164, -122.9375  ,\n",
       "       -122.89583 , -122.854164, -122.8125  , -122.77083 , -122.729164,\n",
       "       -122.6875  , -122.64583 , -122.604164, -122.5625  , -122.52083 ,\n",
       "       -122.479164, -122.4375  , -122.39583 , -122.354164, -122.3125  ,\n",
       "       -122.27083 , -122.229164, -122.1875  , -122.14583 , -122.104164,\n",
       "       -122.0625  , -122.02083 ], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-27e44021-0c41-40c0-b3ba-c348c44a0618' class='xr-section-summary-in' type='checkbox'  checked><label for='section-27e44021-0c41-40c0-b3ba-c348c44a0618' class='xr-section-summary' >Data variables: <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>sst</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 144, 192), meta=np.ndarray&gt;</div><input id='attrs-108d25a1-44db-49fa-9777-3e3e6e803a73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-108d25a1-44db-49fa-9777-3e3e6e803a73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d2aecfc-3cda-4095-a8a4-4a2f1b4c9037' class='xr-var-data-in' type='checkbox'><label for='data-9d2aecfc-3cda-4095-a8a4-4a2f1b4c9037' 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>Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degree_C</dd><dt><span>standard_name :</span></dt><dd>sea_surface_temperature</dd><dt><span>valid_min :</span></dt><dd>-1000</dd><dt><span>valid_max :</span></dt><dd>10000</dd><dt><span>display_scale :</span></dt><dd>linear</dd><dt><span>display_min :</span></dt><dd>-2.0</dd><dt><span>display_max :</span></dt><dd>45.0</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 108.00 kiB </td>\n",
       "                        <td> 108.00 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1, 144, 192) </td>\n",
       "                        <td> (1, 144, 192) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 4 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"194\" height=\"154\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
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       "\n",
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       "\n",
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       "  <polygon points=\"10.0,0.0 24.9485979497544,14.948597949754403 24.9485979497544,104.9485979497544 10.0,90.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"130\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
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       "\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"104\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"144\" y1=\"14\" x2=\"144\" y2=\"104\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"24.9485979497544,14.948597949754403 144.9485979497544,14.948597949754403 144.9485979497544,104.9485979497544 24.9485979497544,104.9485979497544\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"84.948598\" y=\"124.948598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >192</text>\n",
       "  <text x=\"164.948598\" y=\"59.948598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,164.948598,59.948598)\">144</text>\n",
       "  <text x=\"7.474299\" y=\"117.474299\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,7.474299,117.474299)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>qual_sst</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 144, 192), meta=np.ndarray&gt;</div><input id='attrs-a1d0712d-6f43-4f9d-af1b-907bb92be256' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a1d0712d-6f43-4f9d-af1b-907bb92be256' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0b4130a-cea7-47d5-b54b-c32fd2e581ee' class='xr-var-data-in' type='checkbox'><label for='data-e0b4130a-cea7-47d5-b54b-c32fd2e581ee' 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>Quality Levels, Sea Surface Temperature</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>5</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                </thead>\n",
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      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (time: 1, lat: 144, lon: 192, rgb: 3, eightbitcolor: 256)\n",
       "Coordinates:\n",
       "  * lat       (lat) float32 51.98 51.94 51.9 51.85 ... 46.15 46.1 46.06 46.02\n",
       "  * lon       (lon) float32 -130.0 -129.9 -129.9 -129.9 ... -122.1 -122.1 -122.0\n",
       "Dimensions without coordinates: time, rgb, eightbitcolor\n",
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       "    qual_sst  (time, lat, lon) float32 dask.array<chunksize=(1, 144, 192), meta=np.ndarray>\n",
       "    palette   (time, rgb, eightbitcolor) uint8 dask.array<chunksize=(1, 3, 256), meta=np.ndarray>\n",
       "Attributes: (12/59)\n",
       "    product_name:                     AQUA_MODIS.20210829_20210905.L3m.8D.NSS...\n",
       "    instrument:                       MODIS\n",
       "    title:                            MODISA Level-3 Standard Mapped Image\n",
       "    project:                          Ocean Biology Processing Group (NASA/GS...\n",
       "    platform:                         Aqua\n",
       "    temporal_range:                   8-day\n",
       "    ...                               ...\n",
       "    publisher_url:                    https://oceandata.sci.gsfc.nasa.gov\n",
       "    processing_level:                 L3 Mapped\n",
       "    cdm_data_type:                    grid\n",
       "    data_bins:                        15548901\n",
       "    data_minimum:                     -1.7199999\n",
       "    data_maximum:                     36.829998"
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(ds)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1831e3a00>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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a0O9RFVCBFKhE+Yvu9m/7MDYBKaXOFzIIPZxy7QLSvoj1/7t+AqHMyBOVUiZM6MuNDP2NBzuKfW90L/9dmGE1dyVAX58zbGTGFhjoL5m1uzyVEMe1fpVStcXkRpz+xpvMOJMkUU3fan+XPzP0h0zSiEoS1fhSRj7ssLWUsGtrL5EoWyulmpIT/UMNQ2NKUfhg+/JFbDjK/X2F/oxd15/HE0fUGtlCg09ohBkqhLFo3n1vnMdjHz97wHHoX5kx7XvnFxrrOq5cyPrP9DPSfHMJG45zv69Tl5R58tRa38bOi7tZd7zzgwxLMhSFGhpjjxlpDMMY15iRxjAMYwQ0hcRe9X+fdvI5k3NpoBsV6I1y3zFw/mWUUjYcfXrNOFNWzEdTGZDmvoiu653fXCY/M9mbpi4j0FBjhLKrPx1XLqRlgvOtzGTi9Bvm5Rl94jgMS5SB8jrwYXTt3mcx93d0fTXLGhSURcikdXZN/7FDyawqubTM7inyPpuq0NZaobWUkKRCJY1qqjgCtJSSvCRDNl//MglhSF9RGF/oGxnK6iJ/xHrlDor8IEOpXBQqGp4PJXjRGkNZHa6ryDc2fGUwpaebtSf2q2oY+Du2X7aYDcc6n8kwBNFoHkxiG4YxrjGJbRiGMQJsgzQMw6iDbZCGYRh1aA4jzR+e3qb+7Ze5VPrZC+5G0HmNS24wHINPyH43nVuTTCMzgnRdf15uoMlQFSqVKDfegEuUEb4WLjLgqEpNco6pK5wPYJYgI6svnhl1smsUn4yiX9IKN0+t7yRAW0uFUpyS+pIRqkLJ19HOyOpox1FKJYkHJKsIDShFeRvr5YAsSlYxZcX83Od1KMNKPT/HonmHMviEa+n47qLcz7Zo3NAPMvRzzJh+fpnHz/J1sYNkFfue28Njc09kZ+CgE3tY1bNzrHV7MSONYRjjGjPSGIZhjICmkdjtVzhfuf6+jYPR/u0L2PC54fcfLh3fXUSprULqpW+lz+WGRBkQWlbEFC95s5IEUZh30UvZNAz7SwRNxUnfyH9OJPenm3bdeXk+yLxiItRUbJyyYj6okCZSk6NwyrULamSzRGkuuZ3Po6+8mAoTJvbSVkp4eUtrXo0xDGUslRIiH4aYhRwCVJIol9r9Q/rqVS3MCNtCyVoksev5IBaFB4bjFvkrhuOHoYpFawz9KDuvXsC6f3avXYp+/0JZHVYtzJjSXWbtyQMlttGcmMQ2DGNcYxLbMAxjBDSFxB5L2pcvcqF9/b9IJ15blpzVN88wlAgbjqlazzsuWeqkdx2p1PFdF3qnChL7sVJBKxGRrz6YW71TL7VjJS6lLoNPIrmsrxlLXBVHBNLe2K0/W6NozauKruvPq8n+UyollOKUV7e05G0T2vpQYMurrXmJh4ywXEOaRrmcPfjWsyj5sMnUl5LobwEOrcJFWXVCeTxUOYPOaxbkXgVhqGeRLA7nHarUQ3i+SK6H1QnD4yKJHUro/eb28Oi5tdbeItm9szGeMg+ZxDYMY1xjEtswDGME2AZpGIZRB9sgDcMw6jCkkUZErgA+Ajyjqgf6tjcA3wM6gPXAJ1T1eX9uNnAMkADHq+qPRrq49mVLIFZXeoHi0MKOq3ztZiWvdZ3nU0xxDoNQ8zK9fdkSpCJIRfL09+DCxHJjTeb/p9Tkohywxm8t9nMJkggqiqSC+tIIkjjDTv9cfx1XLUREc5+6wrEvW+z+CQtqhbcv9/kWK1GNsWhbmfa98/NQxMy3MhKlbUIfr7zUlpelyAw0Ga7GtjpDT5SSaNU3Exh2uYKi86Fhpv07F7Dhs7UGkDDML/RHLAr5qzGsBCGKGfX8GcM58nnDdYU5HC9Zyvov1BrnQsPMW07o4TcXjo+QvNcqQxppROQ9wEvAd4MNcjHwnKouEpEzgNer6ukiMgO4FjgUeDPwH8B0VU0Gm8OMNIZhjBXbZaRR1buB5/o1Hw4s98fLgY8G7StUdauqrgPW4DZLwzCMnY6R+kG+SVU3AajqJhF5o2/fC7g36LfRt+0QwkwpedsyL4sFV7JBcNI6y1KTeB/HxPkHFvkrdly6FI11wNhD0XHJUjd+NbkNkgjivy9rSev6vLUvX4R4Gd7f3y/v840lSOrGz9bd/q3FTnJvQyaj/iUHpt8wDxHn35iVV6hUXDhllGUVqsTVe8r6+VIYWZhia2uF1lKFSFy4YSWNBvgbhmUUQtmbEVYGDCVrkcQOpXBY2mAoOV4km9uvuCD3Fa0Zd4h5O76+lPX/6tbYtbDME7Nr/QEPOrmHVd1OVh94ag+rlzS3xP6Lo8rcv3x8+DSOhGH5QYpIB3BrILH/qKqvC84/r6qvF5FLgHtU9Srffjlwm6reWDDmLGAWwOTJk9++YcOGHXA7hmEY20Yj/CA3i8iefvA9gWd8+0Zgn6Df3sBTRQOo6jJVnamqMydNmjTCZRiGYTSOkUrsW4CjgEX+581B+zUiUsYZabqA+4YabNUzm0ec2aT98sXOGptKbundpuuXLalWUwwt2EJuEa8JLQyq0tVj2uIykjBAfg1Gx6VL0ZKyYZaT+aG1dNDrhrCGd1y1kChWJ6f9fWoqeaaiks/Ik6aRy1rU7/osy1CplOTVGLMku0mSJdt11RKjKB1gpZ66Yn6edahIYocW5hordRBWGN5L9joivC60SGeE14cyPh8rqCLYNb/ME2e6v6tpi8usOa32723q4jJP+rYw4e20RWXWnFHb961f6uHXX3WyeubRZVZesWPk618dsZSfX1//9+7dH1vCz77vfnfe9fGl/PeNtX1nfq7Mym+7tbz/Awv58V3uebznI4u5+9bGJZ7e2RmOFfta4L3AHsBmYC7wA+A6YDLwW+AIVX3O9z8TOBqoACeo6u1DLcKs2IZhjBWDSewhv0Gq6ifrnPpAnf7zgflF5wzDMHYmLJLGMAyjDrZBGoZh1GHc5YNs/+aSmlDA3IdStGqcCUL7MqYtKjubTQTqXQTF+z/2f6nfLEy/weVITFMh6csW7U/6/JRRlJJUYuJS4nM+kpdhSNNqdUagmhNTlFIpzctAhPQvkxD6QRYZXkLDTWhsGapveByGK2bU+DYW5G0MfRjD8MCi6oJh/sOw7wFn9PDQotq+h8wq8+Ay1/cdn+rm3mt27tyP4x3LB2kYxrjG8kEahmGMgPEnsbPsO5HP+pNl/PHyMfNDHIypS8tOoqY0PPV858XdNRmHtoVp151XzWzkM/dkoYVh6GFIx5UL8+qKUZTSNqEPgK1bSyR9MRK5seK4NssPOCmfyemM0F8x9InMCCV4eL6obyilQwlelK0nlNVFvo2hP2Moq4tk88FfKPOrS1zfg07sYVWPO/+2z5f55TdqxzVZ/drCJLZhGOMak9iGYRgjwDZIwzCMOtgGaRiGUYemM9JMXVwmbXU+ieu+XP9l99QlZZ48dRuSQVzicj7m/ySkLndjmDI/TJgxbXEZGNzHsWu+65MlOgiTHjQbndcsQCIdYMwAlwNRIq36ggJk/o2REpXS3NgTvrIW7z8aieZGoP7Gn9Cw0j8vJdT3ZyzM4RjkgKwpg1BUnzqoPx0aZDLCXI3h8b7zenjs7Po5HMPEFe3fWDJoOY5mJawjPtykKOMVM9IYhjGuMSONYRjGCGgKib1q8+b8uPPCbohAo4HlEaaUu12YoLhyBghIhbplDcClyAecn2MKxLjKgypEW4S1J7prOy/u9r6Qzr9RS+44lPldC8u1boU+TFHFXfPEnOaU1+D8G1FB+yKkNyJ6JWLtyQPX23HlwjwHJCqoeikdKQOSRfqwRAQkclK7f8jfUNUFi9rqEY4VlkYoet0y/bweHv9KfX/FGXN6eHiBO7//mT08Mr+5SyNsC5+691iuecdlNW2fuOc4rnvnN8doRTsvJrENwxjXmMQ2DMMYAc0hsZ/ZPHQnnJRCya2IQ9F5UXcukTsvchJaEkFSckk2pacb6ROEWov11CVlJ+NT118Sl8knmagQV6298csRUW9zy+v+tC9flB9nVuG6fa+4AGLNLdYSO6mdZd3puHIh4EozRC3pgAw8YchgUemDGtkcWKmLCKsehhl2iizPoWX6gNN6eGjxa0dCF3HkPbNY8c5lAHzuvs/x7UO/PcYrem1gEtswjHGNSWzDMIwRYBukYRhGHWyDNAzDqENTGGkaxb7zekgm+BC4/rWOl5ZJS7XvXyUFVAb4B04pd6MRRBVBKgyohfxap+OqhdUPqVRrV1+9wNXJTiT3lczC/zJCw0v7txYPKGURtoU1xzu+vpT1/1rrBxuWSdj/rB4eOd+HCp7Sw+qlO7cR5gM/OYm73leuafv8A5/hG2+/EoDjf/lJLn7btWOxtHGNGWkMwxjXmJHGMAxjBDS1xC5Klb+tTOkuuyw+vqxCVpmwprpfRVwimxSkLwsjlDxUbdqicl7JENy1T54yfmR2+/JFrlRDRSCRbcr+EmblKcrQE8rqzgu7WXeC81ud0l0e8Koj9HcMwwObOYvSYLz7ztP42QcXD6vvqb8+giVvvb7BKzL6M6TEFpErgI8Az6jqgb7tHOBY4FnfbY6q3ubPzQaOARLgeFX90VCLMIltGMZYsb0S+zvAYQXtPap6sP+TbY4zgCOBA/w1l4pIXHCtYRhG0zOkxFbVu0WkY5jjHQ6sUNWtwDoRWQMcCtwz2EWrnt7M1CVlJIWoV5AEHjtn+FbJqUvLLlMPoC1KWqKa/NWHF4aSGoV4qxBvrWYG0hiXRNf/SUtOikeJax8tCReGR/an4+tLUfFJfxU2HDc6yVrbv7W4WvkxFf+eQpA+cW0+QxIwaALZIit2yH5ze3j0XPf3HmbbeS3xxQc/xdcOuWasl2EMk2FZsf0GeWs/if1Z4AVgJXCyqj4vIl8D7lXVq3y/y4HbVfWGwcY3iW0YxljRCCv214GpwMHAJqA7m6ugb+EOLCKzRGSliKx89tlni7oYhmGMKSPaIFV1s6omqpoCl+FkNMBGYJ+g697AU3XGWKaqM1V15qRJk0ayDMMwjIYyog1SRPYMPn4MWO2PbwGOFJE2EekEuoD7tm+JhmEYY8OQRhoRuRZ4L7CHiGwE5gLvFZGDcfJ5PXAcgKo+JCLXAQ8DFeALqppszwI7L+wessJhxrTFviRC1T7jb4JqeYTI5XYEIBpf/oxG4wlzMVpexp0fCzU0DGNcY6GGhmEYI6ApQg0HK7mQVRuUlLwCYcaUsjeeq/PN03C7D+3pPsRQEiHqcxK7fyH5qUvL415ud17snue644d+nVHEIceVefCb4/sZhlh44M6PSWzDMMY1JrENwzBGgG2QhmEYdbAN0jAMow5NY6TpuGQpCHluwP5kySwkcQYbFUhbXKKJqCKkMa5uc6VqnRFwZRUCP8jM0LPvvB6SNndue3NOjjbty5Z4w5W4BBuJ+zlcf9HB2PfcHh6b+9pLEmEYI8GMNIZhjGvMSGMYhjECmkNiP1vfDzJj6uIyRE5e95fEXQuc/NbYy+7I5SsEn88RQF2uybCMws5enTDPD8ngeRgbxY4oiWEYzYxJbMMwxjUmsQ3DMEZAc0jsglDDjq+6sLfMai2poJGzWGeyrvOibqI+Fz6YtOKs2KmT1iruuqjPjffEnMZLwbGQ7VkoZn/r9X5n9+SvGxpRLuK1WhLBMEJMYhuGMa4xiW0YhjECbIM0DMOog22QhmEYdWgOI83mzXRe2I2k5P6LGgd1rf1rUqmIa8f5NCYT3bEkzgcSAanA2pO2L9xuuIR+gFO6y6w9udgYEtZ73hamn9dD2qYj8jV8x6e6ufea0XkOhvFaxYw0hmGMa8xIYxiGMQKaQmKv3rSZqUvKuaxWoaYsofpMPahkP5yPY29VcrvUPVLN9hND2qKsO2HnlJnTFpdR4MntCOX7i8+Wuf87FgpoGCPFJLZhGOMak9iGYRgjwDZIwzCMOtgGaRiGUYchN0gR2UdEfiIij4jIQyLyZd/+BhG5U0Se8D9fH1wzW0TWiMhjIvK3jbwBwzCMRjGcb5AV4GRV3R94B/AFEZkBnAHcpapdwF3+M/7ckcABwGHApSISN2LxhmEYjWTIDVJVN6nqg/74ReARYC/gcGC577Yc+Kg/PhxYoapbVXUdsAY4dAev2zAMo+Fskx+kiHQAbwN+AbxJVTeB20RF5I2+217AvcFlG33bsJi2uIxGzocRqnkOp/R0Q+r8HrWl6pokfULUK4X+glN6upE+AYG0VdEI1n9p7PwitzVf5JRrF5AmwvpPz27gqgzDqMew/SBFZDfgP4H5qnqTiPxRVV8XnH9eVV8vIpcA96jqVb79cuA2Vb2x33izgFkAkydPfvuGDRt2yA0ZhmFsC9vtBykiLcCNwNWqepNv3iwie/rzewLP+PaNwD7B5XsDT/UfU1WXqepMVZ05adKk4d2JYRjGKDKkxBYRAS4HHlHVcnDqFuAoYJH/eXPQfo2IlIE3A13Afdu6sKlLy6Qln9FH8iQ/eahh+GEksnnqEncrT546NqF40y4os+Z0N3c96d1+2WI2HHvaNo/dfvliNhyz7dcZhlHLkBJbRN4N/BewCkh98xzce8jrgMnAb4EjVPU5f82ZwNE4C/gJqnr7YHNYqKFhGGPFYBJ7yG+Qqvoz3Pe4Ij5Q55r5wPxhr9AwDKMJsUgawzCMOtgGaRiGUYemyAe5anNtXeypS8poSavGmMjVdw7J6l8DrDveGWk6L+qu8Ztce+LY5oKcuriMqMtPSQpRn/DYOa70wtSlZTRSpCJEiSsbAe6+4i2udISkkLZCMgGXG1MBgcouSmX3hNILMa0vSH6tRtC3u5Ls4p5d6VXJUmrS8qJABPFWeGiR1bM2jOFg+SANwxjXWD5IwzCMEdAUEnv105uZuti7WErVN3FKTzdQLcHQP1Sw8+LuXF5PXVrmyVPq+zR2fNVVTcwkeDPQNb9MVBFfzdHLbH+fQF7RURInjaM+16Yl10cjSNpc17QN+nZPkYpQelmIe51ET1og2cVXgtzq2uMtsKpsMtswhsIktmEY4xqT2IZhGCOgKST2qqdrrdhTustObgbWa42HL487L+5GI2X9F0+pjlnudlUR09ELL5wxp4eHFzgpu/9ZPai4+8gs2TPm9FB6hVw2T3zGBSq9tHdEMgE0ViQVpM9XcayQW7I1rpXiaRuksZK2OFleerlq3a7HI/NNZhvGYJjENgxjXGMS2zAMYwTYBmkYhlEH2yANwzDq0DRGmtwPMjPMCD68Tlh7ctWoMqU785fUPE/kuhN8qOHF3dXwRKo+k50XdSOV2nG2ha75LmQQFR7/yrYZNvY7u4dH5w3/mkNmlUnaxBlhBIggjZ0RJ/X+j6Lk50Xd80pb3eMiwuXRjLyRpyJM3BwRv4q/B/jNRWacMYzhYEYawzDGNWakMQzDGAFNIbFXP73ZVTPE+ftJ4sPpvFwOKxZO6ekGhbUnVX0ic9kNEOmA8+CqJaYtLsuNpOQpgENJnkn1IoYKZdxeDv1MN5WJQlqCyq7Z4vzz8HncNXLSOpPaOZlfZOx9IdsgmZg6md2aIq0J6z9jlRENY1sxiW0YxrjGJLZhGMYIsA3SMAyjDrZBGoZh1KEpjDQP/X4zXfPLaEzV/xF3HPW5UgWVieqMFCWXwIG0tmu+1afVa/N8ij7fIsHrVtcuPHa28wnsWlh2hg/x3byPYc14wbnMHzFbR7zFGVZU2CZfybcfU6ayq7jxfD7ItAWSVvdTY7d+janJGQnVsgwau7yQlV2UZLeE+E/6iEsJfa+2oL0RKESvxrS8IEx8WogqSmWi0Pv6bV+vYYwG56/+CGcdeOtYL8OMNIZhjG/MSGMYhjECmkJir9602UlcKTjpt3CV2jyOXQud72Pa4hsCCZ1J73y4NPOvFCeLyco4VD9opDU5FvsvJY2rxxqrG8vL3R2RX/KQY8u5f2bmq5lMgKRVSFud72PtOwWq/o9ZyKG48gpJm6KxEvWJq5pYcdK89LLQ9kdFKvDgZaOTE9MwdmaGlNgisg/wXeDPcW/klqnqRSJyDnAs8KzvOkdVb/PXzAaOARLgeFX90WBzmMQ2DGOsGExiD+cbZAU4WVUfFJHdgQdE5E5/rkdVl/abbAZwJHAA8GbgP0RkuqoOkd/aMAyjuRhyg1TVTcAmf/yiiDwC7DXIJYcDK1R1K7BORNYAhwL31Ltg9dObc8mskZeMOCttLnsDq3QmKdecVisTp11QzsPzcktzBaKK5Nc+eq6z2O43t8ePXSut65Jp7tSN88TskUvU9/3NIiq7xGx9XcR933XhjYccW67OkZVVyDL3RJCW3Mmo4sIlk4lC366QTNDqNTjLfPaQNFJE4fGz3FrfckIPUoHWF5X7l5vENoyh2CYrtoh0AHcDBwInAZ8FXgBW4r5lPi8iXwPuVdWr/DWXA7er6g31xjWJbRjGWLFDrNgishtwI3CCqr4AfB2YChyM+4bZnXUtuHzALiwis0RkpYisfPbZZwsuMQzDGFuGtUGKSAtuc7xaVW8CUNXNqpqoagpchpPRABuBfYLL9wae6j+mqi5T1ZmqOnPSpEnbcw+GYRgNYcgNUkQEuBx4RFXLQfueQbePAav98S3AkSLSJiKdQBdw345bsmEYxugwHCv2u4DPAKtE5Fe+bQ7wSRE5GCef1wPHAajqQyJyHfAwzgL+haEs2KufdqGGUeJCCLO60QDTFpXrGkWmn+/CE7Nz+83tyX0pNfbhhAm54SY7lxs+WjX3IwzDHLP8i+D9L0/bPoPG2/+lnBuJdv9dL9HWhMpuLbzyxpLzrxS3zmQCpHFmoQJSZ5SRxBll0iznY0s1DDFcr0audvYj51vooGHsCCzU0DCMcY2FGhqGYYyApgg1zMjCDdec4SRtJqHVS05Ja6X2fnN7QKmpGrjvvJ48Q8/+Z/YATo6Gsh1cCYYM6f8CwH+pfmLO9vsKHnBGD0krTPiD5lJYEoi89M+zAvnjyq5C0kbuC5ll9ol7XWaj/FWB1L4aeHiByWrD2NGYxDYMY1xjEtswDGMENIXEXv30ZroWlJFECpO3di0ou8w0QeJb6f/FN2gLs9s8Mr9YenYtKNdYf2vG1OJ1DEX75YtdKOKWmNIrQukloeVliHqr1ugaJKtEKBD5pLcTXUXHLKQxt8L7+4l73c/Mkh31Fd/jIbPKPLjMwgkNY3swiW0YxrjGJLZhGMYIsA3SMAyjDrZBGoZh1KEpjDTDZfp5PUhSNVgAA6oZhv6O+5/l/CCzcDxXdsGHGbY4Y0iWH3JH0TW/7Aw0r0LpVef76HJSgqiiUk12pLHzccxyP6oIUaL5OiWBld82Q4thjBVmpDEMY1xjRhrDMIwR0FQSe8acnkF9F/f7Sk81645U/R1ReGzuwGtmzO5x57PsPL6cg0ZOXquvVJiFJm4vU5e4zENSgfhVJ7PjrRD1ab7OvDSC/5m0gcbS71zVZzKqwAPfMpltGGOBSWzDMMY1JrENwzBGgG2QhmEYdbAN0jAMow5NYaRZ/dTmwvbc7zGpLYMQ5k/UUm1yCi1p1XiDqxPt8ie69igRJNnx/o9FTFtcRire/7IiRN4fMuojN8hEvc4ok5bEJc2Iqj6eq5dajkfDGEvMSGMYxrjGjDSGYRgjoDkk9qZiiQ2w77k91TyQBD8DX8jss0bUJopUCXI8uj47yudxuEzp6UZjKL0olF4RosSXTqgE/pFk5RNcuYWkzeV9XL3EJLZhjCUmsQ3DGNeYxDYMwxgBTSOxu+aXc5ksClGvDCg3ECKaSWrybD0q1Gz52efMih2eyEIQ+1c7HA7vPewCJFEkcdZnUYhfqRD1JWzdYyIawd23npb3P+CMHqJet1ZJnLzO7yN1MjuNBS3Bby4cuJ63fd49m6jP3cuDl1nooWGMBiaxDcMY12yXxBaRCSJyn4j8WkQeEpFzffsbROROEXnC/3x9cM1sEVkjIo+JyN/uuFsxDMMYPYbzDnIr8H5VfStwMHCYiLwDOAO4S1W7gLv8Z0RkBnAkcABwGHCpiMQNWLthGEZDGXKDVMdL/mOL/6PA4cBy374c+Kg/PhxYoapbVXUdsAY4dEcu2jAMYzQYlpHGfwN8AJgGXKKqvxCRN6nqJgBV3SQib/Td9wLuDS7f6NvqsvqpzUw/rye3xtT4LmYhg0G4ofptXbLa0d5PMqo4A0hefzry5RVK1bDE7DiquFyN2fnMp3LXp5Tdf9+HJKFRB6IkiHVMnXGFVL0/pgtnlFSRSkraGqMtUX6txuJCCWOhb7eYpBV6dxO05CxPUlFXomGLcu+1J9c8m5lHl4m3Kr+4urbdMIzGM6wNUlUT4GAReR3wfRE5cJDuUtA2wBIkIrOAWQCTJ0/m8a+YU3QRK68wi7VhjBXb5Aepqn8Efop7t7hZRPYE8D+f8d02AvsEl+0NPFUw1jJVnamqMydNmrTtKzcMw2gwQ7r5iMgkoE9V/ygiE4E7gAuAvwb+r6ouEpEzgDeo6mkicgBwDe6945txBpwu/y20kAlv3kc7jjmp+t3ThwWGZRVyid1PcocVACVVooqX0zFoJANKM0harSwY9yrxVpj4XAUVycs5pCVXAiHeqsS9qZPSZHJe8/WFFQr9w3RzJOr9L6Xm+3TaEtG3W0waAyJIovz8+lPqPvuZR5f9PSoaCfd/x75NvpbovGYB6z41Z6yXMe4ZzM1nOBvkW3BGmBj3jfM6VZ0nIn8GXAdMBn4LHKGqz/lrzgSOBirACap6+2BzmB+kYRhjxXZtkKOBbZCGYYwVg22QzRFq+NRm9j23p5qNJ7BkS4K3GgdyOjiOKlqV3l5ORz6cr+VV9VlynGxOW9z5uBdKr/oQvxK0vpASb0kovVJx40RCZdfaR+OqIXqrc8G/KRqRS3hJFI3FS21BI8nPA1R2jZxVWyBtEZLWaqhk2ur6lF51a8zGjhK4Z4VZsncm2i9bzIZjTxu6o9G02DdIwzDGNZbNxzAMYwTYBmkYhlEH2yANwzDq0BRGmod+v5n9z+zJ/R2jCrlBQ6Nao0zYFlWUeAtEieZ9UIj71OeArLalJWcQibJSB6nys++fOuTa3vXxpfz3jfV9FUNmHl3O81emsQttlIozsBT5MB50co+7H7EKhobRjJiRxjCMcY0ZaQzDMEZAU3yDFJFngZeBP4z1WoA9sHWE2DpqsXU01xpg+9fRrqqFCSGaYoMEEJGV9b7m2jpsHbaO5ltHM6yh0eswiW0YhlEH2yANwzDq0Ewb5LKxXoDH1lGLraMWW0eVZlgDNHAdTfMO0jAMo9lopm+QhmEYTcWYb5Aicpivn73GZyYfzbnXi8gqEfmViKz0bXXrfe/Aea8QkWdEZHXQNup1xuus4xwR+b1/Jr8SkQ+Pwjr2EZGfiMgjvvb6l337qD6TQdYxqs+kWWrRD7KOsfgdiUXklyJyq/88Os9CVcfsDy5L+ZPAFKAV+DUwYxTnXw/s0a9tMXCGPz4DuKAB874HOARYPdS8wAz/XNqATv+84gau4xzglIK+jVzHnsAh/nh34HE/36g+k0HWMarPBFeoYzd/3AL8AnjHGDyPeusYi9+Rk3ClXG4dzf9fxvob5KHAGlVdq6q9wApcXe2xpF697x2Gqt4NPDfMeRtWZ7zOOurRyHVsUtUH/fGLwCO4UsGj+kwGWUc9GrUO1SaoRT/IOurRkHWIyN7A3wPf6jdXw5/FWG+QewG/Cz4PWUN7B6PAHSLygLgytAA19b6BN9a9esdSb96xeEZfFJHfeAmeSZdRWYeIdABvw31bGbNn0m8dMMrPxEvKX+Gqhd6pqmPyPOqsA0b3eVwInAYExelH51mM9QY5rBraDeRdqnoI8HfAF0TkPaM493AZ7Wf0dWAqcDCwCegerXWIyG7AjbhCby8M1rWRaylYx6g/E1VNVPVgXNnkQ2UH1KLfgesYtechIh8BnlHVB4Z7yY5cw1hvkMOqod0oVPUp//MZ4Pu4r+L16n03mu2qM76jUNXN/n+KFLiMqjxp6DpEpAW3KV2tqjf55lF/JkXrGKtn4uf+IzuoFv2OWscoP493Af8gIutxr+DeLyJXMUrPYqw3yPuBLhHpFJFW4EjgltGYWER2FZHds2PgQ8BqP/9RvttRwM2jsZ5B5r0FOFJE2kSkE+gC7mvUIrJfOs/HcM+koesQEQEuBx5R1XJwalSfSb11jPYzEZFJIvI6fzwR+BvgUUb/eRSuYzSfh6rOVtW9VbUDtz/8WFU/zWg9ix1hYdpO69SHcdbCJ4EzR3HeKThr16+Bh7K5gT8D7gKe8D/f0IC5r8VJkz7cv3jHDDYvcKZ/Po8Bf9fgdVwJrAJ+43/Z9hyFdbwbJ4N+A/zK//nwaD+TQdYxqs8EeAvwSz/fauDsoX43R3kdo/474sd+L1Ur9qg8C4ukMQzDqMNYS2zDMIymxTZIwzCMOtgGaRiGUQfbIA3DMOpgG6RhGEYdbIM0DMOog22QhmEYdbAN0jAMow7/H+B/sZqRx+/XAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax =plt.subplots()\n",
    "ax.imshow(dd.sst.values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Raw SST images \n",
    "\n",
    "See `./GetRawSattelitePasses_OSI.ipynb` for how these were found.  Took a couple of days, but basically used harmony.earthdata.nasa.gov to search for all L2P granules in a certain time period with a given extent.  This gave many images, but most were empty in ROI, so made a list by hand of all the \"interesting\" ones (`./PossibleImages_METOP_A_OSI.txt`) and plotted those into `docMETOP_A_OSI_VI`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/kx/4c3bx_w92t31pqyvg6ws03200000gn/T/ipykernel_14298/2124062608.py:19: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  pc = ax.pcolormesh(ds.lon, ds.lat, ds.sea_surface_temperature-273, vmax=18.5, vmin=12.5, cmap='inferno', rasterized=True)\n",
      "/var/folders/kx/4c3bx_w92t31pqyvg6ws03200000gn/T/ipykernel_14298/2124062608.py:19: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  pc = ax.pcolormesh(ds.lon, ds.lat, ds.sea_surface_temperature-273, vmax=18.5, vmin=12.5, cmap='inferno', rasterized=True)\n",
      "/var/folders/kx/4c3bx_w92t31pqyvg6ws03200000gn/T/ipykernel_14298/2124062608.py:19: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  pc = ax.pcolormesh(ds.lon, ds.lat, ds.sea_surface_temperature-273, vmax=18.5, vmin=12.5, cmap='inferno', rasterized=True)\n",
      "/var/folders/kx/4c3bx_w92t31pqyvg6ws03200000gn/T/ipykernel_14298/2124062608.py:19: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n",
      "  pc = ax.pcolormesh(ds.lon, ds.lat, ds.sea_surface_temperature-273, vmax=18.5, vmin=12.5, cmap='inferno', rasterized=True)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Figure(720x482.4)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x482.4 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from pw13python import setup_earthdata_login_auth, edl\n",
    "\n",
    "setup_earthdata_login_auth(edl)\n",
    "\n",
    "fig, axs = plt.subplots(2, 2, figsize=(10, 6.7), constrained_layout=True, sharex=True, sharey=True)\n",
    "    \n",
    "\n",
    "todo = ['233/20130821185203-OSISAF-L2P_GHRSST-SSTsubskin-AVHRR_SST_METOP_A-sstmgr_metop02_20130821_185203-v02.0-fv01.0.nc',\n",
    "        '237/20130825051603-OSISAF-L2P_GHRSST-SSTsubskin-AVHRR_SST_METOP_A-sstmgr_metop02_20130825_051603-v02.0-fv01.0.nc', \n",
    "        '243/20130831184603-OSISAF-L2P_GHRSST-SSTsubskin-AVHRR_SST_METOP_A-sstmgr_metop02_20130831_184603-v02.0-fv01.0.nc',\n",
    "        '248/20130905044903-OSISAF-L2P_GHRSST-SSTsubskin-AVHRR_SST_METOP_A-sstmgr_metop02_20130905_044903-v02.0-fv01.0.nc']\n",
    "prefix = 'https://podaac-opendap.jpl.nasa.gov/opendap/allData/ghrsst/data/GDS2/L2P/AVHRR_SST_METOP_A/OSISAF/v1/2013/'\n",
    "for nn, fn in enumerate(todo):\n",
    "    fname = pooch.retrieve(prefix + fn, known_hash=None, path='./pooch/')\n",
    "    with xr.open_dataset(fname) as ds:\n",
    "        \n",
    "        ds = ds.isel(time=0)\n",
    "        ax = axs.flat[nn]\n",
    "        pc = ax.pcolormesh(ds.lon, ds.lat, ds.sea_surface_temperature-273, vmax=18.5, vmin=12.5, cmap='inferno', rasterized=True)\n",
    "        ax.set_xlim([-127, -124-0.1])\n",
    "        ax.set_ylim([47.5, 49])\n",
    "        ax.set_aspect(1/np.cos(np.pi*48/180))\n",
    "        plotTopo(ax=ax, contourf=False)\n",
    "        plot_studybox(ax)\n",
    "        ax.set_facecolor('0.7')\n",
    "        ax.set_title(ds.time.values.astype('datetime64[s]').item().strftime('%h-%d %H:%M'), fontsize='medium', loc='left')\n",
    "        if nn > 2:\n",
    "            ax.set_xticks(np.arange(-127, -124, 1), labels=[f'{x}' for x in np.arange(127, 124, -1)])\n",
    "        \n",
    "axs[0,0].set_ylabel('Lat $\\mathrm{[^oN]}$')\n",
    "axs[1, 0].set_xlabel('Lon $\\mathrm{[^oW]}$')\n",
    "\n",
    "fig.colorbar(pc, shrink=0.5, ax=axs, extend='both', label='SST $\\mathrm{[^oC]}$')\n",
    "jmkfigure.jmkprint('SSTSnaps', 'PlotSST.ipynb')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                    (nj: 1080, ni: 2048)\n",
       "Coordinates:\n",
       "    time                       datetime64[ns] 2013-09-05T04:49:03\n",
       "    lat                        (nj, ni) float32 47.07 47.07 ... 49.98 49.96\n",
       "    lon                        (nj, ni) float32 -100.2 -100.3 ... -142.5 -142.6\n",
       "Dimensions without coordinates: nj, ni\n",
       "Data variables: (12/14)\n",
       "    sea_surface_temperature    (nj, ni) float32 nan nan nan nan ... nan nan nan\n",
       "    sst_dtime                  (nj, ni) timedelta64[ns] ...\n",
       "    sses_bias                  (nj, ni) float32 ...\n",
       "    sses_standard_deviation    (nj, ni) float32 ...\n",
       "    dt_analysis                (nj, ni) float32 ...\n",
       "    wind_speed                 (nj, ni) float32 ...\n",
       "    ...                         ...\n",
       "    adi_dtime_from_sst         (nj, ni) float32 ...\n",
       "    sources_of_adi             (nj, ni) float32 ...\n",
       "    l2p_flags                  (nj, ni) int16 ...\n",
       "    quality_level              (nj, ni) float32 ...\n",
       "    satellite_zenith_angle     (nj, ni) float32 ...\n",
       "    solar_zenith_angle         (nj, ni) float32 ...\n",
       "Attributes: (12/47)\n",
       "    Conventions:                CF-1.4\n",
       "    title:                      Sea Surface Temperature\n",
       "    summary:                    The L2P product derived from METOP A AVHRR br...\n",
       "    references:                 Low Earth Orbiter Sea Surface Temperature Pro...\n",
       "    institution:                OSISAF\n",
       "    history:                    METEO-FRANCE/CMS SAFOA processor\n",
       "    ...                         ...\n",
       "    project:                    Group for High Resolution Sea Surface Tempera...\n",
       "    publisher_name:             The GHRSST Project Office\n",
       "    publisher_url:              http://www.ghrsst.org\n",
       "    publisher_email:            ghrsst-po@nceo.ac.uk\n",
       "    processing_level:           L2P\n",
       "    cdm_data_type:              swath</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-2ebf5fbd-b21c-4a0a-b4f2-b1c6d2efbd3e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2ebf5fbd-b21c-4a0a-b4f2-b1c6d2efbd3e' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>nj</span>: 1080</li><li><span>ni</span>: 2048</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a9ab2881-3333-4c14-9bb1-87f33954efa0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a9ab2881-3333-4c14-9bb1-87f33954efa0' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-09-05T04:49:03</div><input id='attrs-ee82109e-521e-42a9-a209-b305c1f22d23' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee82109e-521e-42a9-a209-b305c1f22d23' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f13d11d-1ab9-46b6-94e4-f46ffbe1e073' class='xr-var-data-in' type='checkbox'><label for='data-4f13d11d-1ab9-46b6-94e4-f46ffbe1e073' 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>reference time of sst file</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>comment :</span></dt><dd>includes leap seconds since 1981</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2013-09-05T04:49:03.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>47.07 47.07 47.07 ... 49.98 49.96</div><input id='attrs-cd98b653-6664-4d50-bade-a4a8b354245e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd98b653-6664-4d50-bade-a4a8b354245e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a6b3ac5-4ed3-4278-a5cf-db2978c9fa15' class='xr-var-data-in' type='checkbox'><label for='data-4a6b3ac5-4ed3-4278-a5cf-db2978c9fa15' 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>units :</span></dt><dd>degrees_north</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>comment :</span></dt><dd>geographical coordinates, WGS84 projection</dd></dl></div><div class='xr-var-data'><pre>array([[47.069336, 47.06836 , 47.067383, ..., 40.63379 , 40.617188, 40.59961 ],\n",
       "       [47.0791  , 47.078125, 47.07617 , ..., 40.64258 , 40.625977, 40.609375],\n",
       "       [47.08789 , 47.086914, 47.085938, ..., 40.652344, 40.634766, 40.618164],\n",
       "       ...,\n",
       "       [57.285156, 57.286133, 57.288086, ..., 49.98535 , 49.963867, 49.944336],\n",
       "       [57.293945, 57.2959  , 57.296875, ..., 49.99414 , 49.972656, 49.95215 ],\n",
       "       [57.30371 , 57.304688, 57.305664, ..., 50.001953, 49.981445, 49.95996 ]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-100.2 -100.3 ... -142.5 -142.6</div><input id='attrs-537f1190-1db8-4310-a038-e5ffeea7d9eb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-537f1190-1db8-4310-a038-e5ffeea7d9eb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6f47986-1aec-4097-adf5-89d4ec279806' class='xr-var-data-in' type='checkbox'><label for='data-c6f47986-1aec-4097-adf5-89d4ec279806' 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>units :</span></dt><dd>degrees_east</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd><dt><span>comment :</span></dt><dd>geographical coordinates, WGS84 projection</dd></dl></div><div class='xr-var-data'><pre>array([[-100.19629 , -100.25391 , -100.31152 , ..., -134.9209  , -134.96582 ,\n",
       "        -135.01172 ],\n",
       "       [-100.19629 , -100.25391 , -100.31152 , ..., -134.92676 , -134.97168 ,\n",
       "        -135.01758 ],\n",
       "       [-100.197266, -100.25488 , -100.31152 , ..., -134.93262 , -134.97754 ,\n",
       "        -135.02441 ],\n",
       "       ...,\n",
       "       [-100.109375, -100.18164 , -100.25488 , ..., -142.48242 , -142.53223 ,\n",
       "        -142.58203 ],\n",
       "       [-100.1084  , -100.18164 , -100.25488 , ..., -142.49023 , -142.54004 ,\n",
       "        -142.59082 ],\n",
       "       [-100.1084  , -100.180664, -100.25391 , ..., -142.49902 , -142.54883 ,\n",
       "        -142.59863 ]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-42f3a540-9186-43f7-b47d-07f09802f131' class='xr-section-summary-in' type='checkbox'  checked><label for='section-42f3a540-9186-43f7-b47d-07f09802f131' class='xr-section-summary' >Data variables: <span>(14)</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>sea_surface_temperature</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-81dfcdb0-4d58-498b-9c73-2af69655850e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81dfcdb0-4d58-498b-9c73-2af69655850e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8d5b577-07f4-48b9-a7f4-bb1ce91fcc2f' class='xr-var-data-in' type='checkbox'><label for='data-d8d5b577-07f4-48b9-a7f4-bb1ce91fcc2f' 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>sea surface subskin temperature</dd><dt><span>standard_name :</span></dt><dd>sea_surface_subskin_temperature</dd><dt><span>units :</span></dt><dd>kelvin</dd><dt><span>valid_min :</span></dt><dd>-300</dd><dt><span>valid_max :</span></dt><dd>4500</dd><dt><span>depth :</span></dt><dd>1 millimeter</dd><dt><span>source :</span></dt><dd>AVHRR_METOP_A</dd><dt><span>comment :</span></dt><dd>Temperature of the subskin of the ocean</dd></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst_dtime</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5435da1b-774a-4d78-985b-409c7fc9735d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5435da1b-774a-4d78-985b-409c7fc9735d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a7c5b89-f412-49a5-a88b-e01b87f0508f' class='xr-var-data-in' type='checkbox'><label for='data-4a7c5b89-f412-49a5-a88b-e01b87f0508f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time difference from reference time</dd><dt><span>valid_min :</span></dt><dd>-32767</dd><dt><span>valid_max :</span></dt><dd>32767</dd><dt><span>comment :</span></dt><dd>time plus sst_dtime gives seconds after 00:00:00 UTC January 1, 1981</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=timedelta64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sses_bias</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-88aff1c0-c93d-4368-9fae-69920040a200' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88aff1c0-c93d-4368-9fae-69920040a200' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eebd1bd4-d1b8-4d18-bc71-529419b31484' class='xr-var-data-in' type='checkbox'><label for='data-eebd1bd4-d1b8-4d18-bc71-529419b31484' 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>SSES bias estimate</dd><dt><span>units :</span></dt><dd>kelvin</dd><dt><span>valid_min :</span></dt><dd>-127</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>comment :</span></dt><dd>Bias estimate derived using the techniques described at http://www.ghrsst.org/SSES-Description-of-schemes.html</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sses_standard_deviation</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2d6c08ab-ca25-4d75-adfe-9540fb977fb0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2d6c08ab-ca25-4d75-adfe-9540fb977fb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f83c4b7d-956e-49d9-83df-44661385afe5' class='xr-var-data-in' type='checkbox'><label for='data-f83c4b7d-956e-49d9-83df-44661385afe5' 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>SSES standard deviation</dd><dt><span>units :</span></dt><dd>kelvin</dd><dt><span>valid_min :</span></dt><dd>-127</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>comment :</span></dt><dd>Standard deviation estimate derived using the techniques described at http://www.ghrsst.org/SSES-Description-of-schemes.html</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dt_analysis</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fd480e92-89a6-4bcd-aabd-96be8e7bae3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd480e92-89a6-4bcd-aabd-96be8e7bae3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b79c01bb-116a-452d-af5d-7545182b31c5' class='xr-var-data-in' type='checkbox'><label for='data-b79c01bb-116a-452d-af5d-7545182b31c5' 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>deviation from SST analysis or reference climatology</dd><dt><span>units :</span></dt><dd>kelvin</dd><dt><span>valid_min :</span></dt><dd>-127</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>reference :</span></dt><dd>NOAA_Pathfinder_fine_scale_climatology</dd><dt><span>comment :</span></dt><dd>The difference between this SST and the climatology</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_speed</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-52a59bd1-7207-4464-83f8-ac1f85cf1ca3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-52a59bd1-7207-4464-83f8-ac1f85cf1ca3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02313593-4c9c-4fb0-9288-bf63fff3f60b' class='xr-var-data-in' type='checkbox'><label for='data-02313593-4c9c-4fb0-9288-bf63fff3f60b' 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>10m wind speed</dd><dt><span>standard_name :</span></dt><dd>wind_speed</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>height :</span></dt><dd>10 m</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>time_offset :</span></dt><dd>1.1825</dd><dt><span>source :</span></dt><dd>WSP-ECMWF-Forecast</dd><dt><span>comment :</span></dt><dd>These wind speeds were created by the ECMWF and represent winds at 10 metres above the sea surface</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sea_ice_fraction</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1d404cb2-8523-4dc8-a51a-a146b08c875b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d404cb2-8523-4dc8-a51a-a146b08c875b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c42395c-923d-433d-9657-58517b0ee780' class='xr-var-data-in' type='checkbox'><label for='data-8c42395c-923d-433d-9657-58517b0ee780' 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>sea ice fraction</dd><dt><span>standard_name :</span></dt><dd>sea_ice_area_fraction</dd><dt><span>units :</span></dt><dd> </dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>100</dd><dt><span>time_offset :</span></dt><dd>-40.8175</dd><dt><span>source :</span></dt><dd>ICE-OSISAF</dd><dt><span>comment :</span></dt><dd>Fractional sea ice cover from OSISAF ice concentration product</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>aerosol_dynamic_indicator</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-91e2dadf-16e8-4e23-9d6a-abd264d620bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91e2dadf-16e8-4e23-9d6a-abd264d620bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66e60772-9468-4d97-8f30-b87a66dbbba4' class='xr-var-data-in' type='checkbox'><label for='data-66e60772-9468-4d97-8f30-b87a66dbbba4' 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>aerosol dynamic indicator</dd><dt><span>units :</span></dt><dd> </dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>source :</span></dt><dd>sources_of_adi</dd><dt><span>comment :</span></dt><dd></dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>adi_dtime_from_sst</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bb77182b-8fed-4743-93f8-1bd9105a62bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb77182b-8fed-4743-93f8-1bd9105a62bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6eae5ebd-633a-4ce4-96ac-e762ce317426' class='xr-var-data-in' type='checkbox'><label for='data-6eae5ebd-633a-4ce4-96ac-e762ce317426' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time difference of ADI data from sst measurement</dd><dt><span>units :</span></dt><dd>hour</dd><dt><span>valid_min :</span></dt><dd>-127</dd><dt><span>valid_max :</span></dt><dd>127</dd><dt><span>comment :</span></dt><dd>Difference in hours between the ADI and SST data</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sources_of_adi</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3ffab12d-8439-4b66-9334-a789ad6cbc5c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ffab12d-8439-4b66-9334-a789ad6cbc5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80424071-3a6a-49e7-bde8-85c17653d4a6' class='xr-var-data-in' type='checkbox'><label for='data-80424071-3a6a-49e7-bde8-85c17653d4a6' 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>sources of aerosol dynamic indicator</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>2</dd><dt><span>flag_meanings :</span></dt><dd>no_data AOD-NAAPS-ADI SDI-OSISAF-ADI</dd><dt><span>flag_values :</span></dt><dd>[0 1 2]</dd><dt><span>comment :</span></dt><dd>This variable provides a pixel by pixel description of where aerosol optical depth were derived from.</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>l2p_flags</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-93c4affe-f97f-4e23-b599-c057754c32a0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-93c4affe-f97f-4e23-b599-c057754c32a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75ba068e-cd13-46d7-beb0-bda0c230da39' class='xr-var-data-in' type='checkbox'><label for='data-75ba068e-cd13-46d7-beb0-bda0c230da39' 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>L2P flags</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>15</dd><dt><span>flag_meanings :</span></dt><dd>microwave land ice lake</dd><dt><span>flag_masks :</span></dt><dd>[1 2 4 8]</dd><dt><span>comment :</span></dt><dd>These flags are important to properly use the data.</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>quality_level</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-12b5d65e-7883-4358-a979-06963c0376d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-12b5d65e-7883-4358-a979-06963c0376d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-131382c8-3fad-4943-ab65-207de1af8ca3' class='xr-var-data-in' type='checkbox'><label for='data-131382c8-3fad-4943-ab65-207de1af8ca3' 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>quality level of SST pixel</dd><dt><span>valid_min :</span></dt><dd>0</dd><dt><span>valid_max :</span></dt><dd>5</dd><dt><span>flag_meanings :</span></dt><dd>no_data bad_data worst_quality low_quality acceptable_quality best_quality</dd><dt><span>flag_values :</span></dt><dd>[0 1 2 3 4 5]</dd><dt><span>comment :</span></dt><dd>These are the overall quality indicators and are used for all GHRSST SSTs</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>satellite_zenith_angle</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a2e02b5e-3d32-4b1c-8a93-f61b2ec8615e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2e02b5e-3d32-4b1c-8a93-f61b2ec8615e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b6855b8-45cb-4803-9692-53ca94338164' class='xr-var-data-in' type='checkbox'><label for='data-0b6855b8-45cb-4803-9692-53ca94338164' 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>satellite zenith angle</dd><dt><span>units :</span></dt><dd>angular_degree</dd><dt><span>valid_min :</span></dt><dd>-90</dd><dt><span>valid_max :</span></dt><dd>90</dd><dt><span>comment :</span></dt><dd>The satellite zenith angle at the time of the SST observations.</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>solar_zenith_angle</span></div><div class='xr-var-dims'>(nj, ni)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-496a179e-7278-4b29-8b62-df862297d20b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-496a179e-7278-4b29-8b62-df862297d20b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb3cc02e-6490-4ae1-98f3-201c5451a047' class='xr-var-data-in' type='checkbox'><label for='data-cb3cc02e-6490-4ae1-98f3-201c5451a047' 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>solar zenith angle</dd><dt><span>units :</span></dt><dd>angular_degree</dd><dt><span>valid_min :</span></dt><dd>-90</dd><dt><span>valid_max :</span></dt><dd>90</dd><dt><span>comment :</span></dt><dd>The solar zenith angle at the time of the SST observations.</dd></dl></div><div class='xr-var-data'><pre>[2211840 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a81a6612-5a7f-4ec6-85c6-7a450def6a06' class='xr-section-summary-in' type='checkbox'  ><label for='section-a81a6612-5a7f-4ec6-85c6-7a450def6a06' class='xr-section-summary' >Attributes: <span>(47)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.4</dd><dt><span>title :</span></dt><dd>Sea Surface Temperature</dd><dt><span>summary :</span></dt><dd>The L2P product derived from METOP A AVHRR brightness temperatures.</dd><dt><span>references :</span></dt><dd>Low Earth Orbiter Sea Surface Temperature Product User Manual, http://www.osi-saf.org</dd><dt><span>institution :</span></dt><dd>OSISAF</dd><dt><span>history :</span></dt><dd>METEO-FRANCE/CMS SAFOA processor</dd><dt><span>comment :</span></dt><dd></dd><dt><span>license :</span></dt><dd>All intellectual property rights of the Ocean &amp; Sea Ice SAF products belong to EUMETSAT. The use of these products is granted to every user, free of charge. If users wish to use these products, EUMETSAT&#x27;s copyright credit must be shown by displaying the words &#x27;Copyright EUMETSAT&#x27; under each of the products shown. EUMETSAT offers no warranty and accepts no liability in respect of the Ocean &amp; Sea Ice SAF products. EUMETSAT neither commits to nor guarantees the continuity, availability, or quality or suitability for any purpose of, the Ocean &amp; Sea Ice SAF products.</dd><dt><span>id :</span></dt><dd>AVHRR_SST_METOP_A-OSISAF-L2P-v1.0</dd><dt><span>naming_authority :</span></dt><dd>org.ghrsst</dd><dt><span>product_version :</span></dt><dd>1.0</dd><dt><span>uuid :</span></dt><dd>A508B576-15F4-11E3-B714-00093D13724A</dd><dt><span>gds_version_id :</span></dt><dd>2.0</dd><dt><span>netcdf_version_id :</span></dt><dd>4.2.1.1</dd><dt><span>date_created :</span></dt><dd>20130905T063023Z</dd><dt><span>file_quality_level :</span></dt><dd>3</dd><dt><span>spatial_resolution :</span></dt><dd>1 km</dd><dt><span>start_time :</span></dt><dd>20130905T044903Z</dd><dt><span>time_coverage_start :</span></dt><dd>20130905T044903Z</dd><dt><span>stop_time :</span></dt><dd>20130905T045203Z</dd><dt><span>time_coverage_end :</span></dt><dd>20130905T045203Z</dd><dt><span>northernmost_latitude :</span></dt><dd>57.324</dd><dt><span>southernmost_latitude :</span></dt><dd>40.6</dd><dt><span>easternmost_longitude :</span></dt><dd>-100.108</dd><dt><span>westernmost_longitude :</span></dt><dd>-142.599</dd><dt><span>source :</span></dt><dd>AVHRR</dd><dt><span>platform :</span></dt><dd>METOP_A</dd><dt><span>sensor :</span></dt><dd>AVHRR</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>metadata_link :</span></dt><dd>N/A</dd><dt><span>keywords :</span></dt><dd>Oceans &gt; Ocean Temperature &gt; Sea Surface Temperature </dd><dt><span>keywords_vocabulary :</span></dt><dd>NASA Global Change Master Directory (GCMD) Science Keywords</dd><dt><span>standard_name_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lat_resolution :</span></dt><dd>0.01</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>geospatial_lon_resolution :</span></dt><dd>0.01</dd><dt><span>acknowledgment :</span></dt><dd>In case SAF data (pre-operational or operational) has been used for the study described in a paper the following sentence would be an appropriate reference to the funding coming from EUMETSAT: The data from the EUMETSAT Satellite Application Facility on Ocean &amp; Sea Ice  used in this study are accessible through the SAF&#x27;s homepage http://www.osi-saf.org</dd><dt><span>creator_name :</span></dt><dd>O&amp;SI SAF</dd><dt><span>creator_email :</span></dt><dd>helpdesk@osi-saf.org</dd><dt><span>creator_url :</span></dt><dd>http://www.osi-saf.org</dd><dt><span>project :</span></dt><dd>Group for High Resolution Sea Surface Temperature</dd><dt><span>publisher_name :</span></dt><dd>The GHRSST Project Office</dd><dt><span>publisher_url :</span></dt><dd>http://www.ghrsst.org</dd><dt><span>publisher_email :</span></dt><dd>ghrsst-po@nceo.ac.uk</dd><dt><span>processing_level :</span></dt><dd>L2P</dd><dt><span>cdm_data_type :</span></dt><dd>swath</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                    (nj: 1080, ni: 2048)\n",
       "Coordinates:\n",
       "    time                       datetime64[ns] 2013-09-05T04:49:03\n",
       "    lat                        (nj, ni) float32 47.07 47.07 ... 49.98 49.96\n",
       "    lon                        (nj, ni) float32 -100.2 -100.3 ... -142.5 -142.6\n",
       "Dimensions without coordinates: nj, ni\n",
       "Data variables: (12/14)\n",
       "    sea_surface_temperature    (nj, ni) float32 nan nan nan nan ... nan nan nan\n",
       "    sst_dtime                  (nj, ni) timedelta64[ns] ...\n",
       "    sses_bias                  (nj, ni) float32 ...\n",
       "    sses_standard_deviation    (nj, ni) float32 ...\n",
       "    dt_analysis                (nj, ni) float32 ...\n",
       "    wind_speed                 (nj, ni) float32 ...\n",
       "    ...                         ...\n",
       "    adi_dtime_from_sst         (nj, ni) float32 ...\n",
       "    sources_of_adi             (nj, ni) float32 ...\n",
       "    l2p_flags                  (nj, ni) int16 ...\n",
       "    quality_level              (nj, ni) float32 ...\n",
       "    satellite_zenith_angle     (nj, ni) float32 ...\n",
       "    solar_zenith_angle         (nj, ni) float32 ...\n",
       "Attributes: (12/47)\n",
       "    Conventions:                CF-1.4\n",
       "    title:                      Sea Surface Temperature\n",
       "    summary:                    The L2P product derived from METOP A AVHRR br...\n",
       "    references:                 Low Earth Orbiter Sea Surface Temperature Pro...\n",
       "    institution:                OSISAF\n",
       "    history:                    METEO-FRANCE/CMS SAFOA processor\n",
       "    ...                         ...\n",
       "    project:                    Group for High Resolution Sea Surface Tempera...\n",
       "    publisher_name:             The GHRSST Project Office\n",
       "    publisher_url:              http://www.ghrsst.org\n",
       "    publisher_email:            ghrsst-po@nceo.ac.uk\n",
       "    processing_level:           L2P\n",
       "    cdm_data_type:              swath"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Try SSH"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading data from 'https://archive.podaac.earthdata.nasa.gov/podaac-ops-cumulus-protected/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/ssh_grids_v1812_2013082812.nc' to file '/Users/jklymak/Library/Caches/pooch/0a3300d44ae0ef26b89e892d9a04a691-ssh_grids_v1812_2013082812.nc'.\n",
      "SHA256 hash of downloaded file: 2db1371e5a1c7eb20158f6c7a8cf360f08f645d62dfeb4b5a3ffef2157224fa6\n",
      "Use this value as the 'known_hash' argument of 'pooch.retrieve' to ensure that the file hasn't changed if it is downloaded again in the future.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset>\n",
      "Dimensions:      (Longitude: 54, nv: 2, Latitude: 24)\n",
      "Coordinates:\n",
      "  * Longitude    (Longitude) float32 230.1 230.2 230.4 ... 238.6 238.8 238.9\n",
      "  * Latitude     (Latitude) float32 46.08 46.25 46.42 ... 49.58 49.75 49.92\n",
      "    Time         datetime64[ns] 2013-08-28T12:00:00\n",
      "Dimensions without coordinates: nv\n",
      "Data variables:\n",
      "    Lon_bounds   (Longitude, nv) float32 ...\n",
      "    Lat_bounds   (Latitude, nv) float32 ...\n",
      "    Time_bounds  (nv) datetime64[ns] ...\n",
      "    SLA          (Longitude, Latitude) float32 ...\n",
      "    SLA_ERR      (Longitude, Latitude) float32 ...\n",
      "Attributes: (12/13)\n",
      "    Conventions:            CF-1.6\n",
      "    ncei_template_version:  NCEI_NetCDF_Grid_Template_v2.0\n",
      "    Institution:            Jet Propulsion Laboratory\n",
      "    geospatial_lat_min:     -79.916664\n",
      "    geospatial_lat_max:     79.916664\n",
      "    geospatial_lon_min:     0.083333336\n",
      "    ...                     ...\n",
      "    time_coverage_start:    2013-08-28\n",
      "    time_coverage_end:      2013-08-28\n",
      "    date_created:           2019-02-11T20:45:58.826918\n",
      "    version_number:         1812\n",
      "    summary:                Sea level anomaly grids from altimeter data using...\n",
      "    title:                  Sea Level Anormaly Estimate based on Altimeter Data\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "url = 'https://archive.podaac.earthdata.nasa.gov/podaac-ops-cumulus-protected/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/ssh_grids_v1812_2013082812.nc'\n",
    "old = 'a5438454395eb51ef76e04b3d92cc11770bcab77f2e3ed76196fc020747fb7e0'\n",
    "fname = pooch.retrieve(url=url, known_hash=None)\n",
    "\n",
    "with xr.open_dataset(fname) as ds:\n",
    "    ds = ds.sel(Latitude=slice(46, 50), Longitude=slice(360-130, 360-121)).isel(Time=0)\n",
    "    print(ds)\n",
    "    fig, ax = plt.subplots()\n",
    "    ax.contourf(ds.Longitude-360, ds.Latitude, ds.SLA.T)\n",
    "    ax.set_aspect(1/np.cos(48.5*np.pi/180))\n",
    "    plot_studybox(ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": []
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "a22c6a21cf8049bc1143f75d2b2eea08954f990d7bcd9c8c915fb92eb006f7ed"
  },
  "kernelspec": {
   "display_name": "Python 3.10.0 64-bit ('pw13': conda)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
