{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# IOD's impact after removing the impact of ENSO\n",
    "\n",
    "IOD: Indian Ocean Dipole"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load Modules"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import sacpy as scp\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load SST Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;sst&#x27; (time: 372, lat: 13, lon: 57)&gt;\n",
       "[275652 values with dtype=float64]\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1991-01-16T12:00:00 ... 2021-12-16T12:00:00\n",
       "  * lon      (lon) int64 20 25 30 35 40 45 50 55 ... 270 275 280 285 290 295 300\n",
       "  * lat      (lat) int64 -30 -25 -20 -15 -10 -5 0 5 10 15 20 25 30</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'sst'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 372</li><li><span class='xr-has-index'>lat</span>: 13</li><li><span class='xr-has-index'>lon</span>: 57</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d946f1b0-98fe-4e86-95c4-7004473594de' class='xr-array-in' type='checkbox' checked><label for='section-d946f1b0-98fe-4e86-95c4-7004473594de' 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>...</span></div><div class='xr-array-data'><pre>[275652 values with dtype=float64]</pre></div></div></li><li class='xr-section-item'><input id='section-31e83176-e85d-411a-b362-064f7848ca66' class='xr-section-summary-in' type='checkbox'  checked><label for='section-31e83176-e85d-411a-b362-064f7848ca66' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1991-01-16T12:00:00 ... 2021-12-...</div><input id='attrs-6341e5aa-c69c-4fce-ad57-fee00876bf21' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6341e5aa-c69c-4fce-ad57-fee00876bf21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c53289a-2243-4b5a-8ade-d9e403d18160' class='xr-var-data-in' type='checkbox'><label for='data-4c53289a-2243-4b5a-8ade-d9e403d18160' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;1991-01-16T12:00:00.000000000&#x27;, &#x27;1991-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;1991-03-16T12:00:00.000000000&#x27;, ..., &#x27;2021-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2021-11-16T12:00:00.000000000&#x27;, &#x27;2021-12-16T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</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'>int64</div><div class='xr-var-preview xr-preview'>20 25 30 35 40 ... 285 290 295 300</div><input id='attrs-35381b27-51db-450f-96ca-2865589ac3e6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35381b27-51db-450f-96ca-2865589ac3e6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7370661d-fa9f-49ae-bcbe-e4e31478a395' class='xr-var-data-in' type='checkbox'><label for='data-7370661d-fa9f-49ae-bcbe-e4e31478a395' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 20,  25,  30,  35,  40,  45,  50,  55,  60,  65,  70,  75,  80,  85,\n",
       "        90,  95, 100, 105, 110, 115, 120, 125, 130, 135, 140, 145, 150, 155,\n",
       "       160, 165, 170, 175, 180, 185, 190, 195, 200, 205, 210, 215, 220, 225,\n",
       "       230, 235, 240, 245, 250, 255, 260, 265, 270, 275, 280, 285, 290, 295,\n",
       "       300])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>-30 -25 -20 -15 -10 ... 15 20 25 30</div><input id='attrs-52afdd61-b09b-4771-aa81-9677268aeda1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-52afdd61-b09b-4771-aa81-9677268aeda1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a742c5d-b6fa-4011-8850-52478f564221' class='xr-var-data-in' type='checkbox'><label for='data-8a742c5d-b6fa-4011-8850-52478f564221' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-30, -25, -20, -15, -10,  -5,   0,   5,  10,  15,  20,  25,  30])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7ee13187-a3b4-440e-b7a6-3938099cc54d' class='xr-section-summary-in' type='checkbox'  ><label for='section-7ee13187-a3b4-440e-b7a6-3938099cc54d' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2b5cbacb-a429-4ffb-a159-0f8432dd67bd' class='xr-index-data-in' type='checkbox'/><label for='index-2b5cbacb-a429-4ffb-a159-0f8432dd67bd' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;1991-01-16 12:00:00&#x27;, &#x27;1991-02-15 00:00:00&#x27;,\n",
       "               &#x27;1991-03-16 12:00:00&#x27;, &#x27;1991-04-16 00:00:00&#x27;,\n",
       "               &#x27;1991-05-16 12:00:00&#x27;, &#x27;1991-06-16 00:00:00&#x27;,\n",
       "               &#x27;1991-07-16 12:00:00&#x27;, &#x27;1991-08-16 12:00:00&#x27;,\n",
       "               &#x27;1991-09-16 00:00:00&#x27;, &#x27;1991-10-16 12:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2021-03-16 12:00:00&#x27;, &#x27;2021-04-16 12:00:00&#x27;,\n",
       "               &#x27;2021-05-16 12:00:00&#x27;, &#x27;2021-06-16 12:00:00&#x27;,\n",
       "               &#x27;2021-07-16 12:00:00&#x27;, &#x27;2021-08-16 12:00:00&#x27;,\n",
       "               &#x27;2021-09-16 12:00:00&#x27;, &#x27;2021-10-16 12:00:00&#x27;,\n",
       "               &#x27;2021-11-16 12:00:00&#x27;, &#x27;2021-12-16 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=372, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44795e55-eb13-4412-94a3-892cb3088a10' class='xr-index-data-in' type='checkbox'/><label for='index-44795e55-eb13-4412-94a3-892cb3088a10' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 20,  25,  30,  35,  40,  45,  50,  55,  60,  65,  70,  75,  80,\n",
       "             85,  90,  95, 100, 105, 110, 115, 120, 125, 130, 135, 140, 145,\n",
       "            150, 155, 160, 165, 170, 175, 180, 185, 190, 195, 200, 205, 210,\n",
       "            215, 220, 225, 230, 235, 240, 245, 250, 255, 260, 265, 270, 275,\n",
       "            280, 285, 290, 295, 300],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;lon&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4f856d49-9eeb-4e99-b5f2-91eff9f81710' class='xr-index-data-in' type='checkbox'/><label for='index-4f856d49-9eeb-4e99-b5f2-91eff9f81710' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([-30, -25, -20, -15, -10, -5, 0, 5, 10, 15, 20, 25, 30], dtype=&#x27;int64&#x27;, name=&#x27;lat&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-80a141fc-bd89-45b5-aac1-7201ff4bb6d2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-80a141fc-bd89-45b5-aac1-7201ff4bb6d2' 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 'sst' (time: 372, lat: 13, lon: 57)>\n",
       "[275652 values with dtype=float64]\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1991-01-16T12:00:00 ... 2021-12-16T12:00:00\n",
       "  * lon      (lon) int64 20 25 30 35 40 45 50 55 ... 270 275 280 285 290 295 300\n",
       "  * lat      (lat) int64 -30 -25 -20 -15 -10 -5 0 5 10 15 20 25 30"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# load sst\n",
    "sst = scp.load_sst()['sst']\n",
    "sst"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# get ssta\n",
    "ssta = scp.get_anom(sst,method=1)\n",
    "# ssta[0].plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Get Nino3.4 and IOD index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# calculate Nino3.4\n",
    "Nino34 = ssta.loc[:,-5:5,190:240].mean(axis=(1,2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "IODW = ssta.loc[:,-10:10,50:70].mean(axis=(1,2))\n",
    "IODE = ssta.loc[:,-10:0,90:110].mean(axis=(1,2))\n",
    "IODI = +IODW - IODE"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## build Data for MLR"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "X = np.vstack([np.array(Nino34),np.array(IODI)]).T\n",
    "# multiple linear regression\n",
    "MLR = scp.MultLinReg(X,np.array(ssta))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "MultLinReg, x.shape = (372, 2), y.shape = (372, 13, 57) "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "MLR"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import sacpy.Map\n",
    "import cartopy.crs as ccrs\n",
    "fig = plt.figure(figsize=[7, 3])\n",
    "ax = plt.axes(projection=ccrs.PlateCarree(central_longitude=180))\n",
    "lon ,lat = np.array(ssta.lon) , np.array(ssta.lat)\n",
    "m = ax.scontourf(lon,lat,MLR.slope[1])\n",
    "n = ax.sig_plot(lon,lat,MLR.pv_i[1],color=\"k\",marker=\"..\")\n",
    "ax.init_map(stepx=50, smally=2.5)\n",
    "plt.colorbar(m)\n",
    "plt.savefig(\"../pic/MLR.png\",dpi=200)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.9.13 ('base')",
   "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": "3.8.16"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "d9650bf475f579d5a6ad4ca47bb77593c01ffca6cdcbae5b254376cbd497ff8d"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}