{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Code for Fig. 2 and fig. S2 of\n",
    "#### Yeager et al., 2021: An Outsized Role for the Labrador Sea in the Multidecadal Variability of the Atlantic Overturning Circulation, *Science Advances*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr               #netcdf multidim reading/writing/manipulation\n",
    "import cftime\n",
    "import numpy as np                #numerics\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "import scipy.stats\n",
    "from scipy import signal\n",
    "import os                         #operating system commands\n",
    "import subprocess\n",
    "import sys\n",
    "import cartopy\n",
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def open_POPdataset(x):\n",
    "    ds = xr.open_dataset(x,decode_times=False)\n",
    "    attrs=ds.time.attrs.copy()\n",
    "    ds = ds.assign_coords(time=ds.time.values - 15)\n",
    "    ds.time.attrs = attrs\n",
    "    ds = xr.decode_cf(ds)\n",
    "    return ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "datadir = '/glade/scratch/yeager/YeagerEA_ScienceAdvances_2021/'\n",
    "f1_hr = f'{datadir}/B.E.13.B1850C5.ne120_t12.sehires38.003.sunway_02.pop.h.015001_050012.MOCsig.osnap.nc'\n",
    "f1_lr = f'{datadir}/B.E.13.B1850C5.ne30g16.sehires38.003.sunway.pop.h.000101_050012.MOCsig.osnap.nc'\n",
    "\n",
    "ds1_hr = open_POPdataset(f1_hr) \n",
    "ds1_lr = open_POPdataset(f1_lr)\n",
    "ds1_hr_ann_mean = ds1_hr.groupby('time.year').mean('time')\n",
    "ds1_hr_ann_mean=ds1_hr_ann_mean.rename({'year':'time'})\n",
    "ds1_lr_ann_mean = ds1_lr.groupby('time.year').mean('time')\n",
    "ds1_lr_ann_mean=ds1_lr_ann_mean.rename({'year':'time'})\n",
    "ds1_hr_21mon_mean = ds1_hr.rolling(time=21,center=True).mean().dropna(\"time\")\n",
    "ds1_lr_21mon_mean = ds1_lr.rolling(time=21,center=True).mean().dropna(\"time\")\n",
    "ds1_hr_21mon_std = ds1_hr.rolling(time=21,center=True).std().dropna(\"time\")\n",
    "ds1_lr_21mon_std = ds1_lr.rolling(time=21,center=True).std().dropna(\"time\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# OSNAP Data\n",
    "# Downloaded from:  https://www.o-snap.org/\n",
    "ds_os3 = xr.open_dataset(f'{datadir}/OSNAP_Streamfunction_201408_201604_2018.nc',use_cftime=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  Fig. 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# MOC profile plots w/ OSNAP\n",
    "# Get OSNAP profiles\n",
    "# NOTE:  Need OSNAP time axis in cftime.DateTimeNoLeap in order to plot with POP output!\n",
    "dir_osnap = '/glade/p/cgd/oce/people/yeager/obs/OSNAP/data/files'\n",
    "ds_os3 = xr.open_dataset(f'{dir_osnap}/OSNAP_Streamfunction_201408_201604_2018.nc',use_cftime=True)\n",
    "osntot_mean = ds_os3.T_ALL.mean('TIME')\n",
    "osntot_std = ds_os3.T_ALL.std('TIME')\n",
    "osnw_mean = ds_os3.T_WEST.mean('TIME')\n",
    "osnw_std = ds_os3.T_WEST.std('TIME')\n",
    "osne_mean = ds_os3.T_EAST.mean('TIME')\n",
    "osne_std = ds_os3.T_EAST.std('TIME')\n",
    "\n",
    "#work1 = ds1_lr_21mon_mean.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "#work2 = ds1_lr_21mon_std.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "#simstr = 'LR'\n",
    "work1 = ds1_hr_21mon_mean.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "work2 = ds1_hr_21mon_std.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "work1a = ds1_hr_21mon_mean.MOCsig0.sel(time=slice(\"0415-01-01\",\"0420-01-01\"))\n",
    "work2a = ds1_hr_21mon_std.MOCsig0.sel(time=slice(\"0415-01-01\",\"0420-01-01\"))\n",
    "simstr = 'HR'\n",
    "\n",
    "simstr = 'MODEL'\n",
    "\n",
    "ystr = r'${\\sigma}_0 \\;\\; (kg \\;m^{-3})$'\n",
    "xstr = 'Sv'\n",
    "\n",
    "# renormalize\n",
    "osntot_mean = osntot_mean - osntot_mean[-1]\n",
    "osnw_mean = osnw_mean - osnw_mean[-1]\n",
    "osne_mean = osne_mean - osne_mean[-1]\n",
    "\n",
    "fig, ((ax1,ax2,ax3),(ax4,ax5,ax6)) = plt.subplots(nrows=2, ncols=3, figsize=(15, 10))\n",
    "\n",
    "ylim1 = [37.5,35.5]\n",
    "ylim2 = [28.1, 27.0]\n",
    "xlim = [-10,25]\n",
    "xlim2 = [0,7]\n",
    "\n",
    "# Left Panel\n",
    "ax1.set_title('A) OSNAP West Mean')\n",
    "mn = work1.isel(moc_comp=1).mean('time')\n",
    "sd1 = work1.isel(moc_comp=1).min('time')\n",
    "sd2 = work1.isel(moc_comp=1).max('time')\n",
    "ax1.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax1.plot(work1a.isel(moc_comp=1).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax1.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax1.plot(osnw_mean,osnw_mean.LEVEL, color='red', label=\"OBS\")\n",
    "ax1.set_ylabel(ystr)\n",
    "#ax1.set_xlabel(xstr)\n",
    "ax1.grid(True)\n",
    "ax1.legend(loc='lower right')\n",
    "ax1.set_ylim(ylim2)\n",
    "ax1.set_xlim(xlim)\n",
    "\n",
    "ax2.set_title('B) OSNAP East Mean')\n",
    "mn = work1.isel(moc_comp=2).mean('time')\n",
    "sd1 = work1.isel(moc_comp=2).min('time')\n",
    "sd2 = work1.isel(moc_comp=2).max('time')\n",
    "ax2.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax2.plot(work1a.isel(moc_comp=2).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax2.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax2.plot(osne_mean,osne_mean.LEVEL, color='red', label=\"OBS\")\n",
    "#ax2.set_xlabel(xstr)\n",
    "ax2.grid(True)\n",
    "ax2.legend(loc='lower right')\n",
    "ax2.set_ylim(ylim2)\n",
    "ax2.set_xlim(xlim)\n",
    "\n",
    "ax3.set_title('C) OSNAP Total Mean')\n",
    "mn = work1.isel(moc_comp=0).mean('time')\n",
    "sd1 = work1.isel(moc_comp=0).min('time')\n",
    "sd2 = work1.isel(moc_comp=0).max('time')\n",
    "ax3.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax3.plot(work1a.isel(moc_comp=0).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax3.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax3.plot(osntot_mean,osntot_mean.LEVEL, color='red', label=\"OBS\")\n",
    "#ax3.set_xlabel(xstr)\n",
    "ax3.grid(True)\n",
    "ax3.legend(loc='lower right')\n",
    "ax3.set_ylim(ylim2)\n",
    "ax3.set_xlim(xlim)\n",
    "\n",
    "# Left Panel\n",
    "ax4.set_title('D) OSNAP West Std Dev')\n",
    "mn = work2.isel(moc_comp=1).mean('time')\n",
    "sd1 = work2.isel(moc_comp=1).min('time')\n",
    "sd2 = work2.isel(moc_comp=1).max('time')\n",
    "ax4.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax4.plot(work2a.isel(moc_comp=1).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax4.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax4.plot(osnw_std,osnw_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax4.set_ylabel(ystr)\n",
    "ax4.set_xlabel(xstr)\n",
    "ax4.grid(True)\n",
    "ax4.legend(loc='lower right')\n",
    "ax4.set_ylim(ylim2)\n",
    "ax4.set_xlim(xlim2)\n",
    "\n",
    "ax5.set_title('E) OSNAP East Std Dev')\n",
    "mn = work2.isel(moc_comp=2).mean('time')\n",
    "sd1 = work2.isel(moc_comp=2).min('time')\n",
    "sd2 = work2.isel(moc_comp=2).max('time')\n",
    "ax5.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax5.plot(work2a.isel(moc_comp=2).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax5.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax5.plot(osne_std,osne_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax5.set_xlabel(xstr)\n",
    "ax5.grid(True)\n",
    "ax5.legend(loc='lower right')\n",
    "ax5.set_ylim(ylim2)\n",
    "ax5.set_xlim(xlim2)\n",
    "\n",
    "ax6.set_title('F) OSNAP Total Std Dev')\n",
    "mn = work2.isel(moc_comp=0).mean('time')\n",
    "sd1 = work2.isel(moc_comp=0).min('time')\n",
    "sd2 = work2.isel(moc_comp=0).max('time')\n",
    "ax6.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "#ax6.plot(work2a.isel(moc_comp=0).mean('time'),mn.moc_sig0, color='black', linestyle='dashed',label=simstr)\n",
    "ax6.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax6.plot(osntot_std,osntot_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax6.set_xlabel(xstr)\n",
    "ax6.grid(True)\n",
    "ax6.legend(loc='lower right')\n",
    "ax6.set_ylim(ylim2)\n",
    "ax6.set_xlim(xlim2)\n",
    "\n",
    "plt.savefig('Fig_2.pdf')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  Compare East/West Mean & Variance Ratios to Observations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array(3.7431242, dtype=float32), array(2.23953891), array(7.37281942))"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "work1 = ds1_hr_21mon_mean.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "ewratio = work1.isel(moc_comp=2).max('moc_sig0')/work1.isel(moc_comp=1).max('moc_sig0')\n",
    "ewratio.mean('time').values, ewratio.min('time').values, ewratio.max('time').values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array(12.19255161), array(2.52979898), array(4.81957329))"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "obsratio = osne_mean.max('LEVEL')/osnw_mean.max('LEVEL')\n",
    "osne_mean.max('LEVEL').values,osnw_mean.max('LEVEL').values,obsratio.values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array(1.106437, dtype=float32), array(0.38671762), array(2.50928855))"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check LSW 21-month variability ratio (Reviewer 1)\n",
    "ds1_hr_lsw = ds1_hr.MOCsig0.sel(moc_sig0=slice(27.74,27.8)).mean('moc_sig0')\n",
    "ds1_hr_lsw_21mon_std = ds1_hr_lsw.rolling(time=21,center=True).std().dropna(\"time\")\n",
    "work1 = ds1_hr_lsw_21mon_std.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "ewratio = work1.isel(moc_comp=2)/work1.isel(moc_comp=1)\n",
    "ewratio.mean('time').values, ewratio.min('time').values, ewratio.max('time').values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
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       "array(1.99948806)</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-e40673f4-d917-4a19-b97d-bc2734efd578' class='xr-array-in' type='checkbox' checked><label for='section-e40673f4-d917-4a19-b97d-bc2734efd578' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>1.999</span></div><div class='xr-array-data'><pre>array(1.99948806)</pre></div></div></li><li class='xr-section-item'><input id='section-badf2b26-a48f-433a-af34-b4841f379952' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-badf2b26-a48f-433a-af34-b4841f379952' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-f7e47ef9-602e-452e-86a4-5da36f3f94b5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f7e47ef9-602e-452e-86a4-5da36f3f94b5' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray ()>\n",
       "array(1.99948806)"
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     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osnw_lsw = ds_os3.T_WEST.sel(LEVEL=slice(27.74,27.8)).mean('LEVEL')\n",
    "osne_lsw = ds_os3.T_EAST.sel(LEVEL=slice(27.74,27.8)).mean('LEVEL')\n",
    "obsratio = osne_lsw.std('TIME')/osnw_lsw.std('TIME')\n",
    "obsratio"
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  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array(1.253983, dtype=float32), array(0.4111138), array(3.05194306))"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check LSW 21-month variability ratio (Reviewer 1)\n",
    "ds1_hr_lsw = ds1_hr.MOCsig0.sel(moc_sig0=slice(27.7,27.75)).mean('moc_sig0')\n",
    "ds1_hr_lsw_21mon_std = ds1_hr_lsw.rolling(time=21,center=True).std().dropna(\"time\")\n",
    "work1 = ds1_hr_lsw_21mon_std.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "ewratio = work1.isel(moc_comp=2)/work1.isel(moc_comp=1)\n",
    "ewratio.mean('time').values, ewratio.min('time').values, ewratio.max('time').values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
       "array(2.27431394)</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-1f490605-9b92-4823-9544-eda1bc46ef57' class='xr-array-in' type='checkbox' checked><label for='section-1f490605-9b92-4823-9544-eda1bc46ef57' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2.274</span></div><div class='xr-array-data'><pre>array(2.27431394)</pre></div></div></li><li class='xr-section-item'><input id='section-92146a0e-3590-4cf3-a1ca-ce1f520cfd3e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-92146a0e-3590-4cf3-a1ca-ce1f520cfd3e' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-9696a3b7-1471-493f-ae7b-cde7bdd181bf' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9696a3b7-1471-493f-ae7b-cde7bdd181bf' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray ()>\n",
       "array(2.27431394)"
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     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "osnw_lsw = ds_os3.T_WEST.sel(LEVEL=slice(27.7,27.75)).mean('LEVEL')\n",
    "osne_lsw = ds_os3.T_EAST.sel(LEVEL=slice(27.7,27.75)).mean('LEVEL')\n",
    "obsratio = osne_lsw.std('TIME')/osnw_lsw.std('TIME')\n",
    "obsratio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
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    {
     "data": {
      "text/plain": [
       "(array(0.9051305, dtype=float32), array(0.3484962), array(2.69710898))"
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     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check LSW 21-month variability ratio (Reviewer 1)\n",
    "ds1_hr_lsw = ds1_hr.MOCsig0.sel(moc_sig0=27.8,method='nearest')\n",
    "ds1_hr_lsw_21mon_std = ds1_hr_lsw.rolling(time=21,center=True).std().dropna(\"time\")\n",
    "work1 = ds1_hr_lsw_21mon_std.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "ewratio = work1.isel(moc_comp=2)/work1.isel(moc_comp=1)\n",
    "ewratio.mean('time').values, ewratio.min('time').values, ewratio.max('time').values"
   ]
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  {
   "cell_type": "code",
   "execution_count": 26,
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   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
       "array(2.28607727)\n",
       "Coordinates:\n",
       "    LEVEL    float32 27.75</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-580f0e9b-9ce8-4bd4-ac2e-98a9b7a3ce51' class='xr-array-in' type='checkbox' checked><label for='section-580f0e9b-9ce8-4bd4-ac2e-98a9b7a3ce51' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2.286</span></div><div class='xr-array-data'><pre>array(2.28607727)</pre></div></div></li><li class='xr-section-item'><input id='section-2e7c750c-6fdb-4cdf-b497-c24979ad4fc4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e7c750c-6fdb-4cdf-b497-c24979ad4fc4' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>LEVEL</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>27.75</div><input id='attrs-1bc42340-347c-411d-a89d-cdedc2700593' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1bc42340-347c-411d-a89d-cdedc2700593' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-631c0603-ef27-4338-b210-df768095b925' class='xr-var-data-in' type='checkbox'><label for='data-631c0603-ef27-4338-b210-df768095b925' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>level</dd><dt><span>long_name :</span></dt><dd>sigma_theta surfaces</dd><dt><span>units :</span></dt><dd>kg/m^3</dd></dl></div><div class='xr-var-data'><pre>array(27.75, dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d6b4be09-3e77-49be-8535-8b9d79dd1fe8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d6b4be09-3e77-49be-8535-8b9d79dd1fe8' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray ()>\n",
       "array(2.28607727)\n",
       "Coordinates:\n",
       "    LEVEL    float32 27.75"
      ]
     },
     "execution_count": 26,
     "metadata": {},
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    }
   ],
   "source": [
    "osnw_lsw = ds_os3.T_WEST.sel(LEVEL=27.75,method='nearest')\n",
    "osne_lsw = ds_os3.T_EAST.sel(LEVEL=27.75,method='nearest')\n",
    "obsratio = osne_lsw.std('TIME')/osnw_lsw.std('TIME')\n",
    "obsratio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "osnw_std = ds_os3.T_WEST.std('TIME')\n",
    "osne_std = ds_os3.T_EAST.std('TIME')\n",
    "obsratio = osne_std.where(osne_std>0.1)/osnw_std.where(osnw_std>0.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
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XTM3krkXjeGbD0YBqT1+7v4qY8BAeuGIS49M8n/wsKzGKstpm7eli04SuVBct7U7+vv4ol0xKJ9eDtlxfumJKJlFhIby5s6zPsjtLarng4ZX85I09tLQ7WbHrOFdMySAiNOS0cg9cPpEvzMnhkfcP8NzGY74KvV8+PFDFvPzkfjcDZSdG0u40VDW0+iiy4UUTulJdvL6tlOrGNm5bkOfvUIgKD+HiSWm8tbO8z2aX17aV4jLw5IeH+P7LO6hv7eCzM7LOKCci/OyaacwdO4qfLd/DycY2X4XvkWMnmjhc3cSC8f3v6ZydFAVAsa7DCmhCV+o0xhieWneYgrRYzvPRuqH9tXhaBlUNrXxyuOcFHYwx/HN7GQsLUjh7TBIvbS4hOSa8x9cQGuLgx1dPob6lg1/5uenlwwPWhdCFBf1P6FmJVkLXhbUtmtCVcrOrtI5dpXXcel6eT+c974+LJqYREergzR09N7tsPlpDSU0z18zK5vEvziYzIZIbzxlNaC9NGJMy4rll3hj+tv4Iu/3YU2TtgSrS4yMYnxbb7301oZ9OE7pSbt63l5lbPLX/3QR9JSYilEUTU3lz5/EeL/69vq2U8FAHl52VTkZCJKu/cxHfuXxin8f+1qUTSIwO5z//udvbYfeqsbXj1MXMdQeqWDA+ZUBfoPGRYcRFhFJa09Jjmd2ldewfIQuGaEJXys37eyuYkZNASmyEv0M5zZJpmVTUt7Lp6MkztjldhuU7ylg0IZW4SGuFn/BQh0cJMiE6jLsuHMe6g9VsPVbj7bB7dO8/tjL/5+9z1aMfcLKpfUDNLZ2yEqMo6aWGft9zW7n72a0DPv5wogldKVt1Qyvbimu4aFKav0M5wyWT04kJD+GZ9UdPe765zckf1hZRUd/KVd1cAPXEzefmEhcZyu9WH/RGqH3ae7yOd3aXc8GEVNqcLqLDQzh//MAn68tOiqLkZPcJvbnNSWF5PXvK6npN+sGiz5GiSo0UqwsrMQYuDsCEHhsRyhfOGc3THx3hu4snkR4fyctbivnha7upbW5nVm4il00e2HztsRGh3DJvDE+sPsihqkbGpvQ8ba03/G51EdHhIfzfjTNJjA6jtcNFZFhI3zv2ICsxks3d/HIB2HO8js5Wqvf3VnDLPP+NKxgKWkNXyvb+3gpSYiNOTfoUaG47byxOY/jLR4fZU1bHd1/Ywfi0WJ67Yz4v3XUeUeEDT4pfWZBHWIiDZWuKvBjxmYpPNvHatlJunptLUkw4IjKoZA5Wk0tNUzuNrWfOJNk5z0tidBjv7Skf1HmGA62hK4W17Nmawko+MyXDb0P9+5KbHM3lZ2Xw14+P8s7ucuKjwlh2y9kke6G9Py0ukutm5/Di5mK+v2TSqbZ4b6hraefLf1hPTHgo7U4XDoHbF4712vGz7Z4uZbXNZ4wy3VlSR1J0GNfMyuGv64/Q1NZBdHjwpj2toSsFfHiwmrqWjoBsbnF3+8Kx1Da3U1jewC9vmO6VZN7p2tnZtHW4WLXPu6uJvbXjONuLaznZ1Ma24hpuPGc0mQlRXjt+Z0Iv6aany87SWqZmJ3Dp5DTaOlyDno440AXvV5VSHnpr53Hue24rWQmRXDAhsFfSOntMEtfOyiY/NYZFE7375TM7N4nkmHBW7C7vdoSpJ4wxLFtTxOHqJn52zVREhFe3lZCXHM2b9yzE6TKEePkXUGdf9K4XRls7rAuiXz0/nzl5o4iLCOW9PQObuXK40ISuRrQXNhVz//PbmDk6kWW3nE1sRGB/JESEX9040yfHDnEIl05OZ/mOMto6XP1eQ7W1w8mDL+7g5S0lACyamMrM0YmsO1jNNy8uQEQIDfF+c1ZaXAQhDjljcNH+8gbanYZp2QmEhzq4YGIq7+2poLXDecb8NsFCm1zUiPbcJ8eYmB7Hs0vnkRbf+5JnI8FnpqRT39rh8eyO7u5+ZgsvbynhvssmkJ8Sw/+s2MerW0swBq6eObAavydCQxxkxEeekdB32hdEp2bHA3DjnNFUN7bx/MZin8Xib5rQ1YjV4XSxo6SW+eOSB93TIlgsGJ9CdHgIK3Yf79d+FXUtrNhdzl2LxnH3JQXc95kJFJY38L/v7GdadgLjUvs/rL8/srsZXLSztJa4yFByR1kzZi4sSGFWbiJPrDpIW4fLp/H4iyZ0NWIVljfQ3O5kVm6iv0MJGJFhIVw4IZV3dpf3a47xt3cdxxi4ZlY2AEumZjIlK57mdqdPa+edshIjKa3tWkOvY0pW/KkRsyLCPZcUUFLTzAubgrOWrgldjVidQ91njk70axyB5jNT0imva2V1oee9Xd7ceZxxqTEU2BNsORzCQ1eexfi0WD43JAk9irKaFlo7nAC0dbjYU1bHlC5jCi6ckMqM0Yk8vvJAUNbSNaGrEWvbsRqSosNO/SRXlsVTMxmfFssDL26n2oOFI6obWvm4qJol0zJPmz9m/rhk3r3vQtLifH9tYk5eEh0uw4ZD1hTDGw6doLXDxbz806cPFhG+tnAsJTXN7CwNvsWlNaGrEWvrsRpmjE4MmGlyA0VkWAiP3jyL2uZ27n9+W59rj67YXY7LWF8E/nLeuBQiwxy8t8eaLfO9veVEhDo4v5tFM/KSrakNKuuDb5WjPhO6iIwWkZUiskdEdonIPd2UERF5REQOiMh2EZntm3CV8o6G1g4KK+q1uaUHkzPjeejKyazcV8k/Pul9mbrlO8rIS45mcqbna4F6W2RYCOeNS+H9vRUYY3hvTwXnjUvudjqE1DhrMNaITOhAB/BtY8xkYB7wdRE5q0uZxUCBfVsKPOHVKJXysh3FtRgDMzSh9+iWeWOYMTqR360pOuMCaUu7k58t38MVv17D2v1VZzS3+MPFk9I4eqKJt3eVc/REExf3MFnZqJhwREZoQjfGlBljNtv364E9QHaXYlcDfzGWj4FEEfHf7y+l+nDqgmhOol/jCGQiwlfPH8uhqkZWFVactu3ZDUdZtqaI5NhwHrhiIt+8uMBPUX6qc9rjn7xhLdbR0zQOYSEORkWHUxmEC0v3a1iciOQBs4D1XTZlA+6/y4rt5/peqlwpP9h67CR5ydEkxYT7O5SAtnhqBhnxkfzpw8NcPOnTGu/bu8oZnxbL326f58foTpedGMWkjDj2Hq9ncmb8qTleupMaF0HVSKyhdxKRWOBF4F5jTNcFCLv7rXXGlRQRWSoiG0VkY2WldycAUspTLpdh05EaZuUm+TuUgBcW4uCW+WNYu7+KQnsZt5ONbWw4fILLpwxs/nVf6qyVX9LHJGspsRFBWUP3KKGLSBhWMv+bMealbooUA6PdHucApV0LGWOWGWPmGGPmpKYG9iRIKnjtLqujqqG12x4Q6kxfnJtLROinc6W/u6ccp8sE5CRXn52RRXxkKFfN6L3FNzUuYmS2oYt1peOPwB5jzK96KPYacKvd22UeUGuM0eYWFZBW7bPagy+cqJUKTyTFhHPr/DG8sKmYdQeqeHtXOVkJkUzLDryFQCZnxrP9h5czKSO+13KdCb2vLpnDjSdt6AuAW4AdIrLVfu77QC6AMea3wHJgCXAAaAJu83qkSnnJyn2VTA/AhaAD2X2XTeTdPRV854XtVDW0cvPcXL/3ahmM1NgIWjtc1Ld2EO/FxTz8rc+Eboz5gO7byN3LGODr3gpKKV+paWpjy9GTfOOi8f4OZViJCg/hF9dP54bffYQxBGRzS3+490UPpoSuI0XViLJ2fxUuA4sCfGWiQDQnbxRfXzSevORozskb3heUO3+dBVtPl8CezV8pL1u5r4Kk6DBmaP/zAbn/8ol8+zMThnVzC7jV0IOsp4vW0NWI4XIZ1hRWsrAg1evLoI0kwz2ZQ/AO/9eErkaMXaV1VDW0cdEk7d0y0iVGhRHqEE3oSg1XK/dVIAIXFGhCH+kcDrEGF2lCV2p4WrWvgunZCSRrd0WFPfzfD23otz65gb+vP+qTY2tCVyPCycY2thyr4cKJ2rtFWVJih36CLqd9Hae8rsUnx9eErkaENfsrMQYu0tGhyuaP4f8NLR0AxEf5pu+7JnQ1IqzeV0lSdBjTtbuisllNLm39Wgx7sOpa2gGIj/RNj3FN6CrouVyG1YWVXDBBuyuqT6XGRuB0GU42tQ3ZOWub7YSuNXSlBmZ7SS3VjW1cpO3nyk2qvXj1ULaj19kJPUETulID849PjhIR6mCRtp8rNymx1uImVfVDV0P/tMlFE7pS/VbV0MqLm0u47uwcEqN1dSL1qU+H//umx0l36po7L4pqG7pS/fb0R0do63DxrwvG+jsUFWDS4yMRgUNVTUN2zs4auja5KNVPLe1O/vrxES6ZlMb4tFh/h6MCTExEKFOy4llfVD1k56xtbschEBOuNXSl+uXlLSVUN7Zx+8J8f4eiAtT8/GS2HK2hpd05JOera24nLjIMh496W2lCV0HJ5TL88YNDTMmKZ17+KH+HowLUvPxk2pwuNh89OSTnq2vp8Fn7OWhCV0FqdWElByoa+NrC/KCY7lX5xjljR+EQ+Pjg0DS71Da3+6z9HDShqyD1+7VFZMRHcuX03ld/VyNbfGQY07IT+GiI2tHrmtt9uuSdJnQVdHaV1rLuYDVfWZBHWIj+iavezRuXzNZjNTS3+b4dva5FE7pS/fKHtYeICQ/h5rm5/g5FDQPz8pNpdxo2HjnBx0XVrC6s9Nm56pp924be55FF5EngKqDCGDO1m+2LgFeBQ/ZTLxljfuzFGJXy2M6SWl7ZWsLXFub7tK1SBY9z8kYR4hDueHoTTW1OHALP3zmfs8d4/2J6ILShPwVc0UeZtcaYmfZNk7nyC2MMP35jN0nR4Xz9ovH+DkcNE7ERoXx2eiYT0uP4r2unkZUYxbef20ZTW4dXz9PW4aK53enTJpc+a+jGmDUikuezCJTykuU7jrPh0Al+es1UrZ2rfvn1TbNO3R+THMPNv/+Yh9/axw8/N8Vr56hv8e1Mi+C9NvT5IrJNRN4UEe+9A0p5qN3p4mfL9zApI46bztG2czVw88clc9uCPJ5ad5jvv7zjVCIerLoW387jAh7U0D2wGRhjjGkQkSXAK0BBdwVFZCmwFCA3Vz90yntW76ukpKaZZbecrXOeq0H73uLJhIU4+MPaIlbvq+SBKyZy1fSsQf1t1fp46lzwQg3dGFNnjGmw7y8HwkQkpYeyy4wxc4wxc1JTdSpT5T0vbSkmOSaciybpnOdq8MJDHXx/yWReuOs84iJDuefZrVz2q9WDGlHaORd6QHdbFJEMsYfiichc+5hDN9uNGvFqm9p5d3cFn5uZpf3OlVfNzk1i+d0LeeJLs6lraeeR9/YP+Fh1Q9CG7km3xWeARUCKiBQD/wGEARhjfgtcD9wlIh1AM3CTMWboFulTI94bO0ppc7q4bnaOv0NRQcjhEBZPy+S9vRWs2leBMWZA00nUDkEN3ZNeLjf3sf0x4DGvRaRUP720uYQJ6bFMyYr3dygqiE3LTuCFTcWU1baQlRjV7/07F7cI6DZ0pfypqLKBTUdOcu3sHJ2ES/nUtJwEAHaU1A5o/7qWdsJChMgw36VdTehqWHvs/QNEhDq4dla2v0NRQe6szHhCHMKO4gEmdHtiLl9WPDShq2FrT1kdL28t4bYFY0mLj/R3OCrIRYaFUJAWO+Aaem1zu08viIImdDWMPfzWXuIiQrnrwnH+DkWNENNzEthRUstA+n1Yi1toQlfqDB8eqGLlvkr+7aLxJETrMH81NKZlJ3CisY3S2pZ+72s1ufhulChoQlfD0EcHq7nj6U2MSY7mK+fl+TscNYJMy0kEYEdxTb/3rWvRJhelTvPu7nL+5U8byEyI5Nml84gMC/F3SGoEmZQRR6hDBtSO7uvVikATuhpGqhta+dZzW5mYHsdzd8wnM6H/fYGVGozIsBAmpMexurCSNYWVHKlupK6lvc82dWMMdc0dPp8F1LcNOkp50S9X7KO5zcn/3jiDpJhwf4ejRqgLJ6byxKqD3PrkhlPPRYQ6+PvXzu1xUYzWDhdtTpdPZ1oETegqAO0vr+e1baVcNCmNWaMTERG2F9fw7CfH+OqCsYxPi/N3iGoEe+Dyidx2Xh6Hqho5eqKJmqZ2fv7mHlbtq+wxoQ/FsH/QhK4CTEu7kzv/uomDlY08+v4B0uMjyB0VTWlNC8kxEdxzabczMys1ZESEtPhI0uIjOTc/GYAXNxez3W3A0ZMfHKKivpUHF08C3GZa1CYXNZL88u19HKxs5Ldfnk1jq5PVhZVU1LcQFxnKQ5cUEOfjGo5SAzE9J4F3dpefmrjrT+sOUdvUznevmIiIUF7XCkBKrG+bCjWhq4CxvqiaP354iFvnj+GKqZkAXHe2zqCoAt/0nESe21hM8clmAI6dsP4tr2slIyGSvcfrAJiY7tvmQk3oKiC0dbj43ks7yB0VfepnqlLDxQy7f/q24hqaWp2nnt9XXm8n9HpSYiNIjo3waRzabVEFhCc/PERRVSM/+twUosO1nqGGl4kZcYSHONheXMtHRdXERVh/w4XH6wHYd7yeSRm+v5ivCV35XXldC4++t59LJ6ezaKIuIaeGn/BQB5Oz4tl2rIZ1B6tYNCmN1LgI9pXX43QZCsvrmTgECV2rQsov1hdVc99z2xgVE47B0O4y/OCqs/wdllIDNiMngb+tP4rTZThvXDInG9soLK/nSHUjrR0uraGr4HSwsoGlT28ixCHERYZypLqJuy8eT25ytL9DU2rApuck4nRZI0bn5yczIT2OwvJ69pRZzS6TMny/opbW0NWQKq9r4bY/fUKoQ/jrV8/VJK6Cxgx7RaOshEjGJEczMSOWlnYX7+4pxyFQkB7r8xg0oash4XQZ/r7hKA+/tZd2p4tnvjZPk7kKKvmpsSREhXF+QQoiwgS7i+KKXcfJS44ZkonkNKGrIXH/89t4eUsJC8Yn85Orp5Kf6vvailJDKcQhvHjXfFLsrokFdkJvbHMyKXNopqvQhK587v295by8pYR/WzSO71w+URdzVkHLfZ6h2IhQcpKiKD7ZzMR037efgwcXRUXkSRGpEJGdPWwXEXlERA6IyHYRme39MNVw1djawf97ZRcFabHce+kETeZqROkcGToUXRbBs14uTwFX9LJ9MVBg35YCTww+LBUMjDH84u19lNQ087NrpxEeqp2q1MgywU7kQ9FlETxocjHGrBGRvF6KXA38xVgzvH8sIokikmmMKfNWkGr4OdnYxoMvbeftXeXcMm8M5+R1P62oUsHshrNzCAtxMGaIOgB4ow09Gzjm9rjYfu6MhC4iS7Fq8eTm5nrh1CoQldU2c83j66hubOXfl0zmq+eP9XdISvlFfmos9102YcjO542E3l2jaLfrMRljlgHLAObMmdP7mk1qWDLG8OCLO6htbueluxYwze6bq5TyPW80ahYDo90e5wClXjiuGoae31jM6sJKHlw8SZO5UkPMGzX014BviMizwLlArbafjywrdh3n1a2lJEaH8drWUs4dO4pb5o3xd1hKjTh9JnQReQZYBKSISDHwH0AYgDHmt8ByYAlwAGgCbvNVsCrw1LW0890Xt+N0GUJDHCTFhPPw9dNxOLR7olJDzZNeLjf3sd0AX/daRGpYeXzlAWqa23njm+czJUubWJTyJ+0YrAbs2Ikm/vThYa6dlaPJXKkAoAldDUhTWwc/fG0XAtx/+dB1y1JK9UznclH9tu5gFQ++uIOjJ5p46MrJZCZE+TskpRSa0FU/NLc5+e+39vLUusPkJUfz7NJ5zMtP9ndYSimbJnTlkW3HavjWc1spqmzktgV5PHD5JKLCfT+/s1LKc5rQVa/aOlw8vvIAj608QFpcBH+7/VwWjE/xd1hKqW5oQldnMMbw2rZSXt1ayvqiahrbnFw7K5v/+NwUEqLC/B2eUqoHmtDVaVranfzg1Z08t7GYMcnRXDM7m8unZLCwINXfoSml+qAJXZ1S09TGrU9uYHtxLXdfPJ57Lp1AiI74VGrY0ISuAKtf+W1PfcLesnqW3XI2n5mS4e+QlFL9pAOLFG0dLu54ehPbjtXwyM2zNJkrNUxpDV3x63cLWbu/ioevn84VUzWZKzVcaQ19hNt6rIbfrj7IF+bk8IU5o/veQSkVsDShj2At7U6+/dxW0uMjeeiqs/wdjlJqkLTJJUi4XIZ95fV8XFSNMTB/XDIT0+NOm5fcmukYRIRdpbX8+PXdHKxs5M//Opf4SO1frtRwpwk9CByuauS2pz7hUFXjac9nJkSy9IJ8Pj8zm2c+OcqyNUW0d7hIi4/kcHUjiVFh/Ne107hwgvYxVyoYSGetbajNmTPHbNy40S/nDia7S+u49ckNuIzhwcWTOG9cMg4RPjxQxfObitlw6MSpsosmpjI2JYbjtS3kp8aw9IJxOvJTqWFGRDYZY+Z0t01r6MNMc5uT/1mxj5e2lCBAfWsHyTHhPP3VeYxPiz1V7oY5o7lhzmjWF1Xz9q5yFk/L4Jy8Uf4LXCnlc5rQ/cwYw+ajNbyw6RjVDW0smZbJZWelExNh/ddU1Lfw1s7jVNW3IiK8vKWEoyeaWDItg6TocMJCHNy+cCw5SdHdHv/c/GTO1SlulRoRNKH70eGqRu79x1a2HqshKiyEhKgwVuwuJ9QhZCVGkRgdxs6SWlxurWL5KTE6D7lSqlua0P2gvqWdN3ce50ev7SIs1MFPr5nK1TOziQ4LYeORk6wprOToiSYq6lv4+kXjuXpmNuPTYnG5DCJWLxWllOrKo4QuIlcA/weEAH8wxvxXl+2LgFeBQ/ZTLxljfuy9MIe/2qZ2nv3kKC9vKWFfeT3GwDl5SfzfTbPISvx0Cbe5Y0cxd2z3bd0OnShLKdWLPhO6iIQAjwOXAcXAJyLymjFmd5eia40xV/kgxmGppd3Je3sq2Hz0JAcqGthw6ATN7U7mjEninksKOHtMEvPzkwkN0bFdSinv8KSGPhc4YIwpAhCRZ4Grga4JXQF7j9fx53VHeGNbKfWtHUSGORiXGss1s7P50rm5TMlK8HeISqkg5UlCzwaOuT0uBs7tptx8EdkGlAL3G2N2dS0gIkuBpQC5ubn9jzaAHaxs4Iev7WLt/ioiwxxcOS2L62Znc25+ss4prpQaEp4k9O6yUdfRSJuBMcaYBhFZArwCFJyxkzHLgGVgDSzqX6iB643tpXz3he2Ehzp44IqJfHFuLonR4f4OSyk1wniS0IsB92n4crBq4acYY+rc7i8Xkd+ISIoxpso7YQYmYwy/eHsfv1l1kNm5iTz+pdlkJkT1vaNSSvmAJwn9E6BARMYCJcBNwBfdC4hIBlBujDEiMhdrFsdqbwcbSDqcLh56ZSfPfnKMm+fm8qPPTSE8VC9wKqX8p8+EbozpEJFvAG9jdVt80hizS0TutLf/FrgeuEtEOoBm4Cbjr0lihoDLZbj3H1t5Y3sZd188nm9dNkH7hiul/E4n5+onYww/en03T607zIOLJ3HnheP8HZJSagTRybm8pN3p4olVB3lq3WFuP3+sJnOlVEDRhN6NDqeLoqpG9pTVUXyyGRGoaWrnlS0lVNS38tkZWXx/yWR/h6mUUqfRhA4Un2yirLaF6oZWVhdW8fau45xobDutjENg0cQ0bp6by8WT0nQYvlIq4IzohO5yGX79biGPvH/g1HPR4SFcMjmdRRNSOSsrnrzkGETAIaK9WJRSAW3EJvTG1g7uf34bb+48znWzc7h6ZhZJ0eEUpMcSGRbi7/CUUqrfRlxCN8bwxvYyfvrPPVTUt/DQlZP56vljtduhUmrYG1EJvbC8nv94dRcfFVUzNTuex780m7PHJPk7LKWU8oqgSuiNrR3sK6+nvcNFh8vQ7nTR2uHi2IkmdpfV8drWUmIiQvnPz0/l5rm5OmmWUiqoBEVCN8bw6tZSfrp8D5X1rd2WSYgK44Y5o/nO5RMZFaMTZymlgs+wTOgdThevby/lLx8dobapnZZ2J6W1LczISeAnV08lLjKUUIcQGuIgPMRBdlKUJnGlVNAbdgl93cEqvv/SDg5XNzEhPZYp2Qk4BObnJ3PDnNHajKKUGrGGXUJPiAojNjKU391yNpdNTtcBPkopZRt2CX1KVgKvf+N87WaolFJdDMuhj5rMlVLqTMMyoSullDqTJnSllAoSmtCVUipIaEJXSqkgoQldKaWChCZ0pZQKEprQlVIqSIgxxj8nFqkEjgzR6VKAqiE6lzcMt3hBYx4qwy3m4RYvBH7MY4wxqd1t8FtCH0oistEYM8ffcXhquMULGvNQGW4xD7d4YXjG3EmbXJRSKkhoQldKqSAxUhL6Mn8H0E/DLV7QmIfKcIt5uMULwzNmYIS0oSul1EgwUmroSikV9DShK6VUkBi2CV1ERovIShHZIyK7ROQet23fFJF99vMP97B/ooi8ICJ77WPMHwYxf8vevlNEnhGRSH/FLCL/EJGt9u2wiGztYf8r7Nd1QEQeDOR4e/v/CdSY3Y4RIiJbROSN4RBzIH3++hHzkH/++s0YMyxvQCYw274fBxQCZwEXAe8CEfa2tB72/zNwu30/HEgM5JiBbOAQEGU/fg74ir9i7lLmf4AfdLNvCHAQyLff421d9w2wePvcN9Bidtt+H/B34A1fx+uNmAPp8+fh34ZfPn/9vQ3bGroxpswYs9m+Xw/swXrT7wL+yxjTam+r6LqviMQDFwB/tMu0GWNqAjlmWygQJSKhQDRQ6seYARBr+agvAM90s/tc4IAxpsgY0wY8C1wdqPH2tW8gxmxvzwGuBP7g61g7DSbmAPz89Rmzbcg/f/01bBO6OxHJA2YB64EJwEIRWS8iq0XknG52yQcqgT/ZP1P/ICIxQxdx/2M2xpQAvwSOAmVArTFmxRCG3DXmTguBcmPM/m52yQaOuT0uZggSZKcBxNvXvj43wJh/DTwAuHwaXA8GEHOgff469RhzIHz+PDHsE7qIxAIvAvcaY+qwvkWTgHnAd4Dn7G9ed6HAbOAJY8wsoBHwefvuYGIWkSSs2u1YIAuIEZEv+zHmTjfTc42mu8Vfh6Sf7ADj7WtfnxpIzCJyFVBhjNk0BCF2d/6BvM+B9vnr1Nv77NfPn8f83eYzmBsQBrwN3Of23FvAIrfHB4HULvtlAIfdHi8E/hngMd8A/NHt8a3Ab/wVs/18KFAO5PSw33zgbbfH3wO+F6jx9rZvoMYM/Bzrl89h4DjQBPw1wGMOqM+fhzH77fPXn9uwraHbNdg/AnuMMb9y2/QKcLFdZgLWBZfTZk4zxhwHjonIRPupS4DdgRwz1k+9eSISbR/nEqw2QH/FDHApsNcYU9zD7p8ABSIyVkTCgZuA13wX7eDi7WNfnxlMzMaY7xljcowxeVjv7/vGGJ/XHAcZc6B9/qDvv2W/fP76zd/fKIP4pj0f6+f7dmCrfVuClQz/CuwENgMX2+WzgOVu+88ENtr7vwIkDYOYfwTstcs9jd0rxh8x29ueAu7sUr5rzEuwehMcBP49kOPtbd9AjbnL84sYul4ug/27CJjPXz9iHvLPX39vOvRfKaWCxLBtclFKKXU6TehKKRUkNKErpVSQ0ISulFJBQhO6UkoFCU3oSikVJDShj0D23Bln+eG894pItNvjhn7uv0hEzvN+ZL2eM9WeY2eLiCwcwvMeFpEdIjLH7XFKP48xX0R+P4Bzf1FE2kTkoS7Pz3WbZnabiFzjtm2liDR0xqv8QxP6CGSMud0Y4/ORed24F2uWuoFaBAxZQrdn1bsEawThLGPM2qE6t+0iY8zGQex/Bda0Eh4TkYuxJvo6C7hMRL7itnknMMcYM9M+9u/s9whjzEVYA4WUH2lCD2IiEiMi/7RrUztF5Eb7+VVuNb+vikih/dzvReQx+/mnROQJu+ZVJCIXisiTYi0O8JTbOZ4QkY1iTfz/o15iuRtr5N1KEVnp9vxP7fg+FpF0+7lUEXlRRD6xbwvs2fHuBL5l1xAXishn3WrP73bu3+W8U0Rkg73PdhEpEJE8EdnpVuZ+Efmh23vzMxFZDdwDPAwssfeP6un1isg5IrLOfi0bRCROrEUnfmG/hu0icoddNlNE1tjH3Nmfmr8dw1si8jX78f8Ta5GId8RadOF+t+KXAO+KyFdE5BUReV1EDonIN0TkPvt9+1hERtnHmgb8J3C5MeYA1ijfL4rI5QDGmCZjTId97EiGaKI11Q/+HqqqN9/dgOuA37s9TrD/XQXMwUqwh4FRWJMWrQUes8s8hTV/uWDNMlcHTMOqBGwCZtrlRtn/htjHnd5LPIeBFLfHBvisff9h4CH7/t+B8+37uVhzbwD8ELjfbf8kPl3o/Hbgf7o556PAl+z74UAUkAfsdCtzP/BDt/fmN27bvtL5nvT0eu3jFgHn2NvisSZ7Wur2miKwarBjgW9jT4NgHyfOg/fqsB33u8Ct9nNzsIavR2Et2LC/8/0BUoCVbq/hgF0mFajFHuYO/C/WrIOe/k2dC+wCGoBrumxbhVWD9/vf/ki9haKC2Q7glyLy31hzfHRtMpgLrDbGnAAQkeex5mbv9LoxxojIDqx5onfY5XZhJZetwBdEZClWAsvE+qm+3cP42oDOJdM2AZfZ9y8FzpJPZxCOF5G4bvbPAf4hIplYSfVQN2U+Av5drEUgXjLG7JczZlM+wz962dbd6zVAmTHmEwBjT8kqIp8BpovI9fa+CUAB1qRlT4pIGPCKMWZrXwHZXgUeNsb8zX58PvCqMabZPt/rbmU/A7jP173SWIs61ItILdBZdgfWl5JHjDHrgSkiMhn4s4i8aYxp8XR/5Vva5BLEjDGFwNlYH9qfi8gPuhTpK7O12v+63O53Pg4VkbFYtdtLjDHTgX9i/RT3VLuxq3aAE05VMBzAfGPMTPuWbSejrh7Fqj1PA+7o7tzGmL8DnwOagbftNuIOTv/b77pfY3fB9vJ6he6bHwT4ptvrGGuMWWGMWYO1Yk8J8LSI3Nrd+brxIbBYPv1G6u3/bzGnt593/f9z/7/td8XOGLMH632a2t99le9oQg9iIpIFNBlj/oq12srsLkU2ABeKSJJYF7eu6+cp4rE+1LV2+/XiPsrXY/3s78sK4BudD0RkZg/7J2AlRYB/6e5AIpIPFBljHsGaunc61rzXaSKSLCIRwFUexAQ9v969QJbYK03Z7eehWPNu32XXxBGRCWJd1xiDtSjF77Gmc+36/9KTHwDVwG/sxx8AnxWRSLEWbbjSPo/Yr3Orh8f1iFjTIIfa98cAE7GaglSA0CaX4DYN+IWIuIB2rLVLTzHGlIjIz7CW4SrFmpO61tODG2O2icgWrDbVIqwaZG+WAW+KSJmxekX05G7gcRHZjvU3ugbrgujrwAsicjXwTaw29edFpAT4GKt9uqsbgS+LSDvWAhA/Nsa0i8iPsV73IayEPODXa4xpE+uC86MiEoX1a+BSrDU+84DNdpKtBD6P1VvnO3ZMDViLJXjqXqzmmoeNMQ+IyGtYi28fwWqjr8X6VbbF7dePt5wPPGjH7QL+zRjTdd5+5Uc6fe4IJyKxxpgGu+b1MvCkMeZlf8c10onIYawLjL0mTLf/v2isL76lWL1TDhhjnvV9pKfFsgrroqx2X/QTraGrH4rIpVhtwSuwFhtQ/lcJvCciX+0jQS4Ta5BYJPBnY61qv3lIInQjVlfUfKxfgspPtIauvE5EXubM5o/vGmPe9kc8So0UmtCVUipIaC8XpZQKEprQlVIqSGhCV0qpIKEJXSmlgsT/B22ljaS1J809AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "obsratio.plot();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-5.0, 10.0)"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# MOC profile plots w/ OSNAP\n",
    "# Get OSNAP profiles\n",
    "# NOTE:  Need OSNAP time axis in cftime.DateTimeNoLeap in order to plot with POP output!\n",
    "dir_osnap = '/glade/p/cgd/oce/people/yeager/obs/OSNAP/data/files'\n",
    "ds_os3 = xr.open_dataset(f'{dir_osnap}/OSNAP_Streamfunction_201408_201604_2018.nc',use_cftime=True)\n",
    "\n",
    "osnw_std = ds_os3.T_WEST.std('TIME')\n",
    "osne_std = ds_os3.T_EAST.std('TIME')\n",
    "obsratio = osne_std.where(osne_std>0.1)/osnw_std.where(osnw_std>0.1)\n",
    "\n",
    "work2 = ds1_hr_21mon_std.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "work2e = work2.isel(moc_comp=2)\n",
    "work2w = work2.isel(moc_comp=1)\n",
    "modratio = work2e.where(work2e>0.1)/work2w.where(work2w>0.1)\n",
    "\n",
    "ystr = r'${\\sigma}_0 \\;\\; (kg \\;m^{-3})$'\n",
    "xstr = 'Sv'\n",
    "\n",
    "\n",
    "fig, ax1 = plt.subplots(nrows=1, ncols=1, figsize=(5, 5))\n",
    "\n",
    "ylim2 = [28.1, 27.0]\n",
    "xlim = [-5,10]\n",
    "xlim2 = [0,7]\n",
    "\n",
    "# Left Panel\n",
    "ax1.set_title('A) OSNAP East/West Ratio of 21-month Std. Dev.')\n",
    "min1 = modratio.min('time')\n",
    "max2 = modratio.max('time')\n",
    "ax1.plot(modratio.mean('time'),modratio.moc_sig0, color='black', label=simstr)\n",
    "ax1.fill_betweenx(modratio.moc_sig0, min1, max2, facecolor=\"grey\")\n",
    "ax1.plot(obsratio,obsratio.LEVEL, color='red', label=\"OBS\")\n",
    "ax1.plot([1,1],ylim2, color='black',linestyle='--')\n",
    "ax1.set_ylabel(ystr)\n",
    "#ax1.set_xlabel(xstr)\n",
    "ax1.grid(True)\n",
    "ax1.legend(loc='lower right')\n",
    "ax1.set_ylim(ylim2)\n",
    "ax1.set_xlim(xlim)\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  fig. S2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "osntot_mean = ds_os3.T_ALL.mean('TIME')\n",
    "osntot_std = ds_os3.T_ALL.std('TIME')\n",
    "osnw_mean = ds_os3.T_WEST.mean('TIME')\n",
    "osnw_std = ds_os3.T_WEST.std('TIME')\n",
    "osne_mean = ds_os3.T_EAST.mean('TIME')\n",
    "osne_std = ds_os3.T_EAST.std('TIME')\n",
    "\n",
    "work1 = ds1_lr_21mon_mean.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "work2 = ds1_lr_21mon_std.MOCsig0.sel(time=slice(\"0200-01-01\",\"0500-01-01\"))\n",
    "simstr = 'LR'\n",
    "simstr = 'MODEL'\n",
    "ystr = r'${\\sigma}_0 \\;\\; (kg \\;m^{-3})$'\n",
    "xstr = 'Sv'\n",
    "\n",
    "# renormalize\n",
    "osntot_mean = osntot_mean - osntot_mean[-1]\n",
    "osnw_mean = osnw_mean - osnw_mean[-1]\n",
    "osne_mean = osne_mean - osne_mean[-1]\n",
    "\n",
    "fig, ((ax1,ax2,ax3),(ax4,ax5,ax6)) = plt.subplots(nrows=2, ncols=3, figsize=(15, 10))\n",
    "\n",
    "ylim1 = [37.5,35.5]\n",
    "ylim2 = [28.1, 27.0]\n",
    "xlim = [-10,25]\n",
    "xlim2 = [0,7]\n",
    "\n",
    "# Left Panel\n",
    "ax1.set_title('A) OSNAP West Mean')\n",
    "mn = work1.isel(moc_comp=1).mean('time')\n",
    "sd1 = work1.isel(moc_comp=1).min('time')\n",
    "sd2 = work1.isel(moc_comp=1).max('time')\n",
    "ax1.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax1.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax1.plot(osnw_mean,osnw_mean.LEVEL, color='red', label=\"OBS\")\n",
    "ax1.set_ylabel(ystr)\n",
    "#ax1.set_xlabel(xstr)\n",
    "ax1.grid(True)\n",
    "ax1.legend(loc='lower right')\n",
    "ax1.set_ylim(ylim2)\n",
    "ax1.set_xlim(xlim)\n",
    "\n",
    "ax2.set_title('B) OSNAP East Mean')\n",
    "mn = work1.isel(moc_comp=2).mean('time')\n",
    "sd1 = work1.isel(moc_comp=2).min('time')\n",
    "sd2 = work1.isel(moc_comp=2).max('time')\n",
    "ax2.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax2.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax2.plot(osne_mean,osne_mean.LEVEL, color='red', label=\"OBS\")\n",
    "#ax2.set_xlabel(xstr)\n",
    "ax2.grid(True)\n",
    "ax2.legend(loc='lower right')\n",
    "ax2.set_ylim(ylim2)\n",
    "ax2.set_xlim(xlim)\n",
    "\n",
    "ax3.set_title('C) OSNAP Total Mean')\n",
    "mn = work1.isel(moc_comp=0).mean('time')\n",
    "sd1 = work1.isel(moc_comp=0).min('time')\n",
    "sd2 = work1.isel(moc_comp=0).max('time')\n",
    "ax3.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax3.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax3.plot(osntot_mean,osntot_mean.LEVEL, color='red', label=\"OBS\")\n",
    "#ax3.set_xlabel(xstr)\n",
    "ax3.grid(True)\n",
    "ax3.legend(loc='lower right')\n",
    "ax3.set_ylim(ylim2)\n",
    "ax3.set_xlim(xlim)\n",
    "\n",
    "# Left Panel\n",
    "ax4.set_title('D) OSNAP West Std Dev')\n",
    "mn = work2.isel(moc_comp=1).mean('time')\n",
    "sd1 = work2.isel(moc_comp=1).min('time')\n",
    "sd2 = work2.isel(moc_comp=1).max('time')\n",
    "ax4.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax4.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax4.plot(osnw_std,osnw_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax4.set_ylabel(ystr)\n",
    "ax4.set_xlabel(xstr)\n",
    "ax4.grid(True)\n",
    "ax4.legend(loc='lower right')\n",
    "ax4.set_ylim(ylim2)\n",
    "ax4.set_xlim(xlim2)\n",
    "\n",
    "ax5.set_title('E) OSNAP East Std Dev')\n",
    "mn = work2.isel(moc_comp=2).mean('time')\n",
    "sd1 = work2.isel(moc_comp=2).min('time')\n",
    "sd2 = work2.isel(moc_comp=2).max('time')\n",
    "ax5.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax5.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax5.plot(osne_std,osne_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax5.set_xlabel(xstr)\n",
    "ax5.grid(True)\n",
    "ax5.legend(loc='lower right')\n",
    "ax5.set_ylim(ylim2)\n",
    "ax5.set_xlim(xlim2)\n",
    "\n",
    "ax6.set_title('F) OSNAP Total Std Dev')\n",
    "mn = work2.isel(moc_comp=0).mean('time')\n",
    "sd1 = work2.isel(moc_comp=0).min('time')\n",
    "sd2 = work2.isel(moc_comp=0).max('time')\n",
    "ax6.plot(mn,mn.moc_sig0, color='black', label=simstr)\n",
    "ax6.fill_betweenx(mn.moc_sig0, sd1, sd2, facecolor=\"grey\")\n",
    "ax6.plot(osntot_std,osntot_std.LEVEL, color='red', label=\"OBS\")\n",
    "ax6.set_xlabel(xstr)\n",
    "ax6.grid(True)\n",
    "ax6.legend(loc='lower right')\n",
    "ax6.set_ylim(ylim2)\n",
    "ax6.set_xlim(xlim2)\n",
    "\n",
    "plt.savefig('fig_S2.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "CMIP6 2019.10",
   "language": "python",
   "name": "cmip6-201910"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}