{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "46a1e12a-b6ca-4524-ba91-e226a4a186e9",
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e9a166ef-ac1a-4551-9f50-e21c5dc64c8b",
   "metadata": {},
   "outputs": [],
   "source": [
    "time_coder = xr.coders.CFDatetimeCoder(use_cftime=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "54daaf03-6d91-4f2a-8b22-8b8df3a0158d",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds1 = xr.open_dataset('../CESM2-WACCM/CESM2-WACCM_ssp126_r1i1p1f1_tas_era5corrected.nc', \n",
    "                      decode_times=time_coder)\n",
    "ds2 = xr.open_dataset('../CESM2-WACCM/CESM2-WACCM_ssp370_r1i1p1f1_tas_era5corrected.nc', \n",
    "                      decode_times=time_coder)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e64b5dc4-7366-4071-9fe4-59134aa77126",
   "metadata": {},
   "outputs": [
    {
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       "\n",
       ".xr-header > div,\n",
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       ".xr-group-name,\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-sections {\n",
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       "\n",
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       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
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       ".xr-no-icon {\n",
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       "  fill: currentColor;\n",
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       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;time&#x27; (time: 5400)&gt; Size: 43kB\n",
       "array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2299, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(5400,), dtype=object)\n",
       "Coordinates:\n",
       "  * time     (time) object 43kB 1850-01-15 12:00:00 ... 2299-12-15 12:00:00</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-obj-name'>&#x27;time&#x27;</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 5400</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-3a77ffd2-7b2a-481e-9ea3-84616764ac26' class='xr-array-in' type='checkbox' checked><label for='section-3a77ffd2-7b2a-481e-9ea3-84616764ac26' 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>1850-01-15 12:00:00 1850-02-14 00:00:00 ... 2299-12-15 12:00:00</span></div><div class='xr-array-data'><pre>array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2299, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(5400,), dtype=object)</pre></div></div></li><li class='xr-section-item'><input id='section-503a8573-5192-4241-89f1-00fe825062ef' class='xr-section-summary-in' type='checkbox'  checked><label for='section-503a8573-5192-4241-89f1-00fe825062ef' 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 class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1850-01-15 12:00:00 ... 2299-12-...</div><input id='attrs-e906ed33-5929-4d03-a53b-814eb4e8ce17' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e906ed33-5929-4d03-a53b-814eb4e8ce17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-554fc551-5eea-4e03-80c8-a5acf2847913' class='xr-var-data-in' type='checkbox'><label for='data-554fc551-5eea-4e03-80c8-a5acf2847913' 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([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2299, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(5400,), dtype=object)</pre></div></li></ul></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'time' (time: 5400)> Size: 43kB\n",
       "array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2299, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2299, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(5400,), dtype=object)\n",
       "Coordinates:\n",
       "  * time     (time) object 43kB 1850-01-15 12:00:00 ... 2299-12-15 12:00:00"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds1.time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "0bf657a0-c548-4193-bf2e-9173ff73e520",
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       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;time&#x27; (time: 3012)&gt; Size: 24kB\n",
       "array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2100, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(3012,), dtype=object)\n",
       "Coordinates:\n",
       "  * time     (time) object 24kB 1850-01-15 12:00:00 ... 2100-12-15 12:00:00</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-obj-name'>&#x27;time&#x27;</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 3012</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-f32a1ff3-005f-43c4-b623-826762f5447e' class='xr-array-in' type='checkbox' checked><label for='section-f32a1ff3-005f-43c4-b623-826762f5447e' 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>1850-01-15 12:00:00 1850-02-14 00:00:00 ... 2100-12-15 12:00:00</span></div><div class='xr-array-data'><pre>array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2100, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(3012,), dtype=object)</pre></div></div></li><li class='xr-section-item'><input id='section-1e91a7f1-7fc5-4467-8d8a-aa6a8d490910' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1e91a7f1-7fc5-4467-8d8a-aa6a8d490910' 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 class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1850-01-15 12:00:00 ... 2100-12-...</div><input id='attrs-f0159623-ec3b-49e9-8182-c015acc785c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f0159623-ec3b-49e9-8182-c015acc785c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dd73b1c0-39be-48f6-9246-264ac2a3226a' class='xr-var-data-in' type='checkbox'><label for='data-dd73b1c0-39be-48f6-9246-264ac2a3226a' 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([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2100, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(3012,), dtype=object)</pre></div></li></ul></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'time' (time: 3012)> Size: 24kB\n",
       "array([cftime.DatetimeNoLeap(1850, 1, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 2, 14, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1850, 3, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       ...,\n",
       "       cftime.DatetimeNoLeap(2100, 10, 15, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 11, 15, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2100, 12, 15, 12, 0, 0, 0, has_year_zero=True)],\n",
       "      shape=(3012,), dtype=object)\n",
       "Coordinates:\n",
       "  * time     (time) object 24kB 1850-01-15 12:00:00 ... 2100-12-15 12:00:00"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2.time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9372e55b-8509-487f-b487-87c6ba4c34c2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbfd6356850>]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds1.isel(lon=123, lat=52, time=slice(0, 12*10)).tas.plot()\n",
    "ds2.isel(lon=123, lat=52, time=slice(0, 12*10)).tas.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "91a101df-815b-4c7b-92ac-cd69eee3abfb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(ds1.isel(lon=123, lat=52, time=slice(0, 12*10)).tas - \n",
    " ds2.isel(lon=123, lat=52, time=slice(0, 12*10)).tas).plot();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ee75e063-b858-4234-919d-903605c85484",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.13.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}