aviso_filtering.ipynb

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   "source": [
    "# Filtering AVISO velocities and kinetic energy using gcm-filters \n",
    "\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt \n",
    "from matplotlib.colors import LogNorm\n",
    "import cartopy.crs as ccrs\n",
    "import gcm_filters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "1acc6fed",
   "metadata": {},
   "outputs": [],
   "source": [
    "# single day of aviso gridded surface velocites, sea level anomaly (on 0.25 degree grid)\n",
    "filename = ('/Users/jakesteinberg/Documents/CPT/spatial_filtering/aviso_ke_jan_6_2015.nc')\n",
    "aviso = xr.open_dataset(filename)"
   ]
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   "execution_count": 3,
   "id": "ab01f4bc",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (latitude: 720, longitude: 1440, nv: 2)\n",
       "Coordinates:\n",
       "    crs        int32 -2147483647\n",
       "    lat_bnds   (latitude, nv) float32 -89.75 -90.0 -89.5 ... 89.5 90.0 89.75\n",
       "  * latitude   (latitude) float32 -89.88 -89.62 -89.38 ... 89.38 89.62 89.88\n",
       "    lon_bnds   (longitude, nv) float32 0.0 0.25 0.25 0.5 ... 359.8 359.8 360.0\n",
       "  * longitude  (longitude) float32 0.125 0.375 0.625 0.875 ... 359.4 359.6 359.9\n",
       "  * nv         (nv) int32 0 1\n",
       "    time       datetime64[ns] 2015-01-06\n",
       "Data variables:\n",
       "    adt        (latitude, longitude) float64 ...\n",
       "    err        (latitude, longitude) float64 ...\n",
       "    sla        (latitude, longitude) float64 ...\n",
       "    ugos       (latitude, longitude) float64 ...\n",
       "    ugosa      (latitude, longitude) float64 ...\n",
       "    vgos       (latitude, longitude) float64 ...\n",
       "    vgosa      (latitude, longitude) float64 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.6\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Grid\n",
       "    comment:                         Sea Surface Height measured by Altimetry...\n",
       "    contact:                         servicedesk.cmems@mercator-ocean.eu\n",
       "    creator_email:                   servicedesk.cmems@mercator-ocean.eu\n",
       "    ...                              ...\n",
       "    summary:                         SSALTO/DUACS Delayed-Time Level-4 sea su...\n",
       "    time_coverage_duration:          P1D\n",
       "    time_coverage_end:               1993-01-01T12:00:00Z\n",
       "    time_coverage_resolution:        P1D\n",
       "    time_coverage_start:             1992-12-31T12:00:00Z\n",
       "    title:                           DT merged all satellites Global Ocean Gr...</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-98b109d8-2699-47bd-8995-0ce23e087744' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-98b109d8-2699-47bd-8995-0ce23e087744' 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'>latitude</span>: 720</li><li><span class='xr-has-index'>longitude</span>: 1440</li><li><span class='xr-has-index'>nv</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-89d6e599-2b73-4afb-949f-30d0c1135479' class='xr-section-summary-in' type='checkbox'  checked><label for='section-89d6e599-2b73-4afb-949f-30d0c1135479' class='xr-section-summary' >Coordinates: <span>(7)</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>crs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-416e3ffe-28b9-4418-9a4e-4f160895942b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-416e3ffe-28b9-4418-9a4e-4f160895942b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d15f54f-3693-4ee2-a7d2-155a32bdccaa' class='xr-var-data-in' type='checkbox'><label for='data-5d15f54f-3693-4ee2-a7d2-155a32bdccaa' 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>comment :</span></dt><dd>This is a container variable that describes the grid_mapping used by the data in this file. This variable does not contain any data; only information about the geographic coordinate system.</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>inverse_flattening :</span></dt><dd>298.257</dd><dt><span>semi_major_axis :</span></dt><dd>6378136.3</dd></dl></div><div class='xr-var-data'><pre>array(-2147483647, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_bnds</span></div><div class='xr-var-dims'>(latitude, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7c845593-99d8-40ee-8730-29d4c27bfbb1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7c845593-99d8-40ee-8730-29d4c27bfbb1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-531f1ca4-6b1f-4c67-951a-c83cb66c4d1c' class='xr-var-data-in' type='checkbox'><label for='data-531f1ca4-6b1f-4c67-951a-c83cb66c4d1c' 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>comment :</span></dt><dd>latitude values at the north and south bounds of each pixel.</dd></dl></div><div class='xr-var-data'><pre>array([[-89.75, -90.  ],\n",
       "       [-89.5 , -89.75],\n",
       "       [-89.25, -89.5 ],\n",
       "       ...,\n",
       "       [ 89.5 ,  89.25],\n",
       "       [ 89.75,  89.5 ],\n",
       "       [ 90.  ,  89.75]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-89.88 -89.62 ... 89.62 89.88</div><input id='attrs-b8f139b8-04f7-4517-b5c5-3f119c810d50' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8f139b8-04f7-4517-b5c5-3f119c810d50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa88c6f8-0631-4328-b696-9ebfaedd060b' class='xr-var-data-in' type='checkbox'><label for='data-fa88c6f8-0631-4328-b696-9ebfaedd060b' 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>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd><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_max :</span></dt><dd>89.875</dd><dt><span>valid_min :</span></dt><dd>-89.875</dd></dl></div><div class='xr-var-data'><pre>array([-89.875, -89.625, -89.375, ...,  89.375,  89.625,  89.875],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_bnds</span></div><div class='xr-var-dims'>(longitude, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7d6bc4da-789b-432b-8878-3da9bc1c585e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7d6bc4da-789b-432b-8878-3da9bc1c585e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f5612b6-1db9-4801-8a10-d55ef369d50a' class='xr-var-data-in' type='checkbox'><label for='data-2f5612b6-1db9-4801-8a10-d55ef369d50a' 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>comment :</span></dt><dd>longitude values at the west and east bounds of each pixel.</dd></dl></div><div class='xr-var-data'><pre>array([[0.0000e+00, 2.5000e-01],\n",
       "       [2.5000e-01, 5.0000e-01],\n",
       "       [5.0000e-01, 7.5000e-01],\n",
       "       ...,\n",
       "       [3.5925e+02, 3.5950e+02],\n",
       "       [3.5950e+02, 3.5975e+02],\n",
       "       [3.5975e+02, 3.6000e+02]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.125 0.375 0.625 ... 359.6 359.9</div><input id='attrs-b4e2e6a8-3af5-4869-ad52-a842256e2522' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4e2e6a8-3af5-4869-ad52-a842256e2522' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f33fbd13-5e3e-463e-8eb7-2ef17ac6b47d' class='xr-var-data-in' type='checkbox'><label for='data-f33fbd13-5e3e-463e-8eb7-2ef17ac6b47d' 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>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd><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_max :</span></dt><dd>359.875</dd><dt><span>valid_min :</span></dt><dd>0.125</dd></dl></div><div class='xr-var-data'><pre>array([1.25000e-01, 3.75000e-01, 6.25000e-01, ..., 3.59375e+02, 3.59625e+02,\n",
       "       3.59875e+02], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>nv</span></div><div class='xr-var-dims'>(nv)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-53500845-f5fa-44f4-bd06-7e76dd065689' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53500845-f5fa-44f4-bd06-7e76dd065689' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-627985f0-75ac-4ae7-9eb1-07a6826accee' class='xr-var-data-in' type='checkbox'><label for='data-627985f0-75ac-4ae7-9eb1-07a6826accee' 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>comment :</span></dt><dd>Vertex</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([0, 1], dtype=int32)</pre></div></li><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'>...</div><input id='attrs-b8fb587c-e69b-47e7-8c3a-519d2dfcf216' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8fb587c-e69b-47e7-8c3a-519d2dfcf216' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a5732d20-be6c-4aa0-9259-3eb566448670' class='xr-var-data-in' type='checkbox'><label for='data-a5732d20-be6c-4aa0-9259-3eb566448670' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2015-01-06T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fc9c534a-6881-445a-b6e2-4b02ecfe9459' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fc9c534a-6881-445a-b6e2-4b02ecfe9459' class='xr-section-summary' >Data variables: <span>(7)</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>adt</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3842cef5-da8e-4cec-8187-a63ca46ab282' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3842cef5-da8e-4cec-8187-a63ca46ab282' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e140b8d-e51f-4b43-be20-3665bebf2366' class='xr-var-data-in' type='checkbox'><label for='data-8e140b8d-e51f-4b43-be20-3665bebf2366' 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>comment :</span></dt><dd>The absolute dynamic topography is the sea surface height above geoid; the adt is obtained as follows: adt=sla+mdt where mdt is the mean dynamic topography; see the product user manual for details</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Absolute dynamic topography</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_geoid</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b0b99762-f2ba-49a6-842e-8bbeda8c99d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b0b99762-f2ba-49a6-842e-8bbeda8c99d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a7a0c90-2d4f-4f42-b55f-d7fdb24474b6' class='xr-var-data-in' type='checkbox'><label for='data-8a7a0c90-2d4f-4f42-b55f-d7fdb24474b6' 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>comment :</span></dt><dd>The formal mapping error represents a purely theoretical mapping error. It mainly traduces errors induced by the constellation sampling capability and consistency with the spatial/temporal scales considered, as described in Le Traon et al (1998) or Ducet et al (2000)</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Formal mapping error</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sla</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-73aa6dcb-f469-494e-af37-5ea25a05cfea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73aa6dcb-f469-494e-af37-5ea25a05cfea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-324bad01-529d-435e-8480-1657668d0857' class='xr-var-data-in' type='checkbox'><label for='data-324bad01-529d-435e-8480-1657668d0857' 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>comment :</span></dt><dd>The sea level anomaly is the sea surface height above mean sea surface; it is referenced to the [1993, 2012] period; see the product user manual for details</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Sea level anomaly</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_sea_level</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ugos</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5518cdf5-501b-4aa9-a40d-7895db9af605' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5518cdf5-501b-4aa9-a40d-7895db9af605' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c25d0c0b-3eec-46ac-98f8-099c1c0008ac' class='xr-var-data-in' type='checkbox'><label for='data-c25d0c0b-3eec-46ac-98f8-099c1c0008ac' 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>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Absolute geostrophic velocity: zonal component</dd><dt><span>standard_name :</span></dt><dd>surface_geostrophic_eastward_sea_water_velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ugosa</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c43afb4b-c810-48c9-bd74-7b8c731a3445' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c43afb4b-c810-48c9-bd74-7b8c731a3445' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4cb95d6c-f6ae-46ac-b9d3-f041adb4dc19' class='xr-var-data-in' type='checkbox'><label for='data-4cb95d6c-f6ae-46ac-b9d3-f041adb4dc19' 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>comment :</span></dt><dd>The geostrophic velocity anomalies are referenced to the [1993, 2012] period</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Geostrophic velocity anomalies: zonal component</dd><dt><span>standard_name :</span></dt><dd>surface_geostrophic_eastward_sea_water_velocity_assuming_sea_level_for_geoid</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vgos</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-08b08e0f-c39d-474b-9b4f-ea45fa57b45a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08b08e0f-c39d-474b-9b4f-ea45fa57b45a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe8ccde6-5598-4207-9385-cde6a53d65a1' class='xr-var-data-in' type='checkbox'><label for='data-fe8ccde6-5598-4207-9385-cde6a53d65a1' 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>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Absolute geostrophic velocity: meridian component</dd><dt><span>standard_name :</span></dt><dd>surface_geostrophic_northward_sea_water_velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vgosa</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f713e0ce-5be5-40d5-9a65-d49454334955' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f713e0ce-5be5-40d5-9a65-d49454334955' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e738fb75-fe32-4c11-8bb4-a9e1596bfda7' class='xr-var-data-in' type='checkbox'><label for='data-e738fb75-fe32-4c11-8bb4-a9e1596bfda7' 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>comment :</span></dt><dd>The geostrophic velocity anomalies are referenced to the [1993, 2012] period</dd><dt><span>grid_mapping :</span></dt><dd>crs</dd><dt><span>long_name :</span></dt><dd>Geostrophic velocity anomalies: meridian component</dd><dt><span>standard_name :</span></dt><dd>surface_geostrophic_northward_sea_water_velocity_assuming_sea_level_for_geoid</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[1036800 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3e81a195-cce3-4d13-82c4-ae4771d98bf8' class='xr-section-summary-in' type='checkbox'  ><label for='section-3e81a195-cce3-4d13-82c4-ae4771d98bf8' class='xr-section-summary' >Attributes: <span>(43)</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-1.6</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>cdm_data_type :</span></dt><dd>Grid</dd><dt><span>comment :</span></dt><dd>Sea Surface Height measured by Altimetry and derived variables</dd><dt><span>contact :</span></dt><dd>servicedesk.cmems@mercator-ocean.eu</dd><dt><span>creator_email :</span></dt><dd>servicedesk.cmems@mercator-ocean.eu</dd><dt><span>creator_name :</span></dt><dd>CMEMS - Sea Level Thematic Assembly Center</dd><dt><span>creator_url :</span></dt><dd>http://marine.copernicus.eu</dd><dt><span>date_created :</span></dt><dd>2014-02-26T16:09:13Z</dd><dt><span>date_issued :</span></dt><dd>2014-01-06T00:00:00Z</dd><dt><span>date_modified :</span></dt><dd>2015-11-10T19:42:51Z</dd><dt><span>geospatial_lat_max :</span></dt><dd>89.875</dd><dt><span>geospatial_lat_min :</span></dt><dd>-89.875</dd><dt><span>geospatial_lat_resolution :</span></dt><dd>0.25</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.875</dd><dt><span>geospatial_lon_min :</span></dt><dd>0.125</dd><dt><span>geospatial_lon_resolution :</span></dt><dd>0.25</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>geospatial_vertical_max :</span></dt><dd>0.0</dd><dt><span>geospatial_vertical_min :</span></dt><dd>0.0</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>down</dd><dt><span>geospatial_vertical_resolution :</span></dt><dd>point</dd><dt><span>geospatial_vertical_units :</span></dt><dd>m</dd><dt><span>history :</span></dt><dd>2014-02-26T16:09:13Z: created by DUACS DT - 2015-11-10T19:42:51Z: Change of some attributes - 2017-01-06 12:12:12Z: New format for CMEMSv3</dd><dt><span>institution :</span></dt><dd>CLS, CNES</dd><dt><span>keywords :</span></dt><dd>Oceans &gt; Ocean Topography &gt; Sea Surface Height</dd><dt><span>keywords_vocabulary :</span></dt><dd>NetCDF COARDS Climate and Forecast Standard Names</dd><dt><span>license :</span></dt><dd>http://marine.copernicus.eu/web/27-service-commitments-and-licence.php</dd><dt><span>platform :</span></dt><dd>ERS-1, Topex/Poseidon</dd><dt><span>processing_level :</span></dt><dd>L4</dd><dt><span>product_version :</span></dt><dd>5.0</dd><dt><span>project :</span></dt><dd>COPERNICUS MARINE ENVIRONMENT MONITORING SERVICE (CMEMS)</dd><dt><span>references :</span></dt><dd>http://marine.copernicus.eu</dd><dt><span>source :</span></dt><dd>Altimetry measurements</dd><dt><span>ssalto_duacs_comment :</span></dt><dd>The reference mission used for the altimeter inter-calibration processing is Topex/Poseidon between 1993-01-01 and 2002-04-23, Jason-1 between 2002-04-24 and 2008-10-18, OSTM/Jason-2 since 2008-10-19.</dd><dt><span>standard_name_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention Standard Name Table v37</dd><dt><span>summary :</span></dt><dd>SSALTO/DUACS Delayed-Time Level-4 sea surface height and derived variables measured by multi-satellite altimetry observations over Global Ocean.</dd><dt><span>time_coverage_duration :</span></dt><dd>P1D</dd><dt><span>time_coverage_end :</span></dt><dd>1993-01-01T12:00:00Z</dd><dt><span>time_coverage_resolution :</span></dt><dd>P1D</dd><dt><span>time_coverage_start :</span></dt><dd>1992-12-31T12:00:00Z</dd><dt><span>title :</span></dt><dd>DT merged all satellites Global Ocean Gridded SSALTO/DUACS Sea Surface Height L4 product and derived variables</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (latitude: 720, longitude: 1440, nv: 2)\n",
       "Coordinates:\n",
       "    crs        int32 ...\n",
       "    lat_bnds   (latitude, nv) float32 ...\n",
       "  * latitude   (latitude) float32 -89.88 -89.62 -89.38 ... 89.38 89.62 89.88\n",
       "    lon_bnds   (longitude, nv) float32 ...\n",
       "  * longitude  (longitude) float32 0.125 0.375 0.625 0.875 ... 359.4 359.6 359.9\n",
       "  * nv         (nv) int32 0 1\n",
       "    time       datetime64[ns] ...\n",
       "Data variables:\n",
       "    adt        (latitude, longitude) float64 ...\n",
       "    err        (latitude, longitude) float64 ...\n",
       "    sla        (latitude, longitude) float64 ...\n",
       "    ugos       (latitude, longitude) float64 ...\n",
       "    ugosa      (latitude, longitude) float64 ...\n",
       "    vgos       (latitude, longitude) float64 ...\n",
       "    vgosa      (latitude, longitude) float64 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.6\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Grid\n",
       "    comment:                         Sea Surface Height measured by Altimetry...\n",
       "    contact:                         servicedesk.cmems@mercator-ocean.eu\n",
       "    creator_email:                   servicedesk.cmems@mercator-ocean.eu\n",
       "    ...                              ...\n",
       "    summary:                         SSALTO/DUACS Delayed-Time Level-4 sea su...\n",
       "    time_coverage_duration:          P1D\n",
       "    time_coverage_end:               1993-01-01T12:00:00Z\n",
       "    time_coverage_resolution:        P1D\n",
       "    time_coverage_start:             1992-12-31T12:00:00Z\n",
       "    title:                           DT merged all satellites Global Ocean Gr..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aviso"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "4effd5e4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# extract and re-package into data-array with identical dimensions \n",
    "ke_og = 0.5*(aviso['ugos']**2 + aviso['vgos']**2)\n",
    "du = xr.DataArray(\n",
    "    data=aviso['ugos'].data,\n",
    "    dims=[\"lat\", \"lon\"],\n",
    "    coords=dict(\n",
    "    lon=([\"lon\"], aviso['longitude'].data),\n",
    "    lat=([\"lat\"], aviso['latitude'].data),\n",
    "    ),\n",
    ")\n",
    "dv = xr.DataArray(\n",
    "    data=aviso['vgos'].data,\n",
    "    dims=[\"lat\", \"lon\"],\n",
    "    coords=dict(\n",
    "    lon=([\"lon\"], aviso['longitude'].data),\n",
    "    lat=([\"lat\"], aviso['latitude'].data),\n",
    "    ),\n",
    ")\n",
    "dKE = xr.DataArray(\n",
    "    data=ke_og.data,\n",
    "    dims=[\"lat\", \"lon\"],\n",
    "    coords=dict(\n",
    "    lon=([\"lon\"], aviso['longitude'].data),\n",
    "    lat=([\"lat\"], aviso['latitude'].data),\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "53946ece",
   "metadata": {},
   "outputs": [],
   "source": [
    "# -- cell area -- \n",
    "dy0 = 1852*60*(aviso['latitude'][2] - aviso['latitude'][1])\n",
    "dx0 = 1852*60*np.cos(np.deg2rad(aviso['latitude']))*(aviso['longitude'][2] - aviso['longitude'][1])\n",
    "area = dy0.data*np.tile(dx0, (len(aviso['longitude']),1))\n",
    "area = np.transpose(area)\n",
    "dA = xr.DataArray(\n",
    "    data=area,\n",
    "    dims=[\"lat\", \"lon\"],\n",
    "    coords=dict(\n",
    "    lon=([\"lon\"], aviso['longitude'].data),\n",
    "    lat=([\"lat\"], aviso['latitude'].data),\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f1ae5041",
   "metadata": {},
   "outputs": [],
   "source": [
    "# -- wet mask -- \n",
    "Nx = len(area[1, :])\n",
    "Ny = len(area[:, 1])\n",
    "landMask = 0*np.random.randint(0,2,(Nx,Ny))\n",
    "field_array = np.array(ke_og)\n",
    "landMask[np.isnan(np.transpose(field_array))] = 1\n",
    "landMask[np.transpose(field_array == 0)] = 1\n",
    "landMask = np.transpose(landMask)\n",
    "wetMask = 1 - landMask\n",
    "dWM = xr.DataArray(\n",
    "    data=wetMask,\n",
    "    dims=[\"lat\", \"lon\"],\n",
    "    coords=dict(\n",
    "    lon=([\"lon\"], aviso['longitude'].data),\n",
    "    lat=([\"lat\"], aviso['latitude'].data),\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "39a58bd3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['area', 'wet_mask']"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# -- filter grid requirements -- \n",
    "gcm_filters.required_grid_vars(gcm_filters.GridType.REGULAR_WITH_LAND_AREA_WEIGHTED)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "97428fc8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Filter(filter_scale=4, dx_min=1, filter_shape=<FilterShape.TAPER: 2>, transition_width=3.141592653589793, ndim=2, n_steps=16, grid_type=<GridType.REGULAR_WITH_LAND_AREA_WEIGHTED: 4>)"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "filter_scale = 4\n",
    "dx_min = 1\n",
    "# initialze filter object for two filter types \n",
    "filter_simple_fixed_factor_G = gcm_filters.Filter(\n",
    "    filter_scale=filter_scale,\n",
    "    dx_min=dx_min,\n",
    "    filter_shape=gcm_filters.FilterShape.GAUSSIAN,\n",
    "    grid_type=gcm_filters.GridType.REGULAR_WITH_LAND_AREA_WEIGHTED,\n",
    "    grid_vars={'area': dA, 'wet_mask': dWM}\n",
    ")\n",
    "filter_simple_fixed_factor_G\n",
    "\n",
    "filter_simple_fixed_factor_T = gcm_filters.Filter(\n",
    "    filter_scale=filter_scale,\n",
    "    dx_min=dx_min,\n",
    "    filter_shape=gcm_filters.FilterShape.TAPER,\n",
    "    grid_type=gcm_filters.GridType.REGULAR_WITH_LAND_AREA_WEIGHTED,\n",
    "    grid_vars={'area': dA, 'wet_mask': dWM}\n",
    ")\n",
    "filter_simple_fixed_factor_T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "acfd36aa",
   "metadata": {},
   "outputs": [],
   "source": [
    "# filter velocities, filter KE, define EKE (for both Gaussian and Taper kernels)\n",
    "u_filtered_simple_fixed_factor = filter_simple_fixed_factor.apply(du, dims=['lat', 'lon'])\n",
    "v_filtered_simple_fixed_factor = filter_simple_fixed_factor.apply(dv, dims=['lat', 'lon'])\n",
    "KE_uvfilt = 0.5*(u_filtered_simple_fixed_factor**2 + v_filtered_simple_fixed_factor**2)\n",
    "KE_filtered_simple_fixed_factor = filter_simple_fixed_factor.apply(dKE, dims=['lat', 'lon'])\n",
    "\n",
    "u_filtered_simple_fixed_factor_T = filter_simple_fixed_factor_T.apply(du, dims=['lat', 'lon'])\n",
    "v_filtered_simple_fixed_factor_T = filter_simple_fixed_factor_T.apply(dv, dims=['lat', 'lon'])\n",
    "KE_uvfilt_T = 0.5*(u_filtered_simple_fixed_factor_T**2 + v_filtered_simple_fixed_factor_T**2)\n",
    "KE_filtered_simple_fixed_factor_T = filter_simple_fixed_factor_T.apply(dKE, dims=['lat', 'lon'])\n",
    "\n",
    "eke_G = KE_filtered_simple_fixed_factor - KE_uvfilt\n",
    "eke_T = KE_filtered_simple_fixed_factor_T - KE_uvfilt_T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "0c31e050",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1600x800 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ke_lims = [0.001, 2.5]\n",
    "ke_cmap = 'magma'\n",
    "f,ax = plt.subplots(2,3,figsize=(16,8),subplot_kw={'projection':ccrs.PlateCarree()})\n",
    "dKE.plot(ax=ax[0,0], cmap=ke_cmap, \\\n",
    "         norm=LogNorm(vmin=ke_lims[0], vmax=ke_lims[1]))\n",
    "ax[0,0].set(title='AVISO KE 2015-01-06')\n",
    "\n",
    "KE_filtered_simple_fixed_factor.plot(ax=ax[0,1], cmap=ke_cmap, \\\n",
    "                                     norm=LogNorm(vmin=ke_lims[0], vmax=ke_lims[1]))\n",
    "ax[0,1].set(title='MKE: Gaussian (fixed factor = 4)')\n",
    "\n",
    "KE_filtered_simple_fixed_factor.plot(ax=ax[0,2], cmap=ke_cmap, cbar_kwargs={'label': 'm2 s-2'}, \\\n",
    "                                     norm=LogNorm(vmin=ke_lims[0], vmax=ke_lims[1]))\n",
    "ax[0,2].set(title='MKE: Taper (fixed factor = 4)')\n",
    "\n",
    "eke_G.plot(ax=ax[1,1], cmap='YlOrRd', cbar_kwargs={'label': 'm2 s-2'}, \\\n",
    "                                     vmin=0, vmax=0.25)\n",
    "ax[1,1].set(title='EKE: Gaussian (fixed factor = 4)')\n",
    "\n",
    "eke_T.plot(ax=ax[1,2], cmap='RdYlBu_r', cbar_kwargs={'label': 'm2 s-2'}, \\\n",
    "                                     vmin=-0.25, vmax=0.25)\n",
    "ax[1,2].set(title='EKE: Taper (fixed factor = 4)')\n",
    "\n",
    "gax = ax.flatten()\n",
    "for i in [0,1,2,4,5]:\n",
    "    gax[i].coastlines()\n",
    "    gax[i].set_extent([300, 330, 32.5, 52.5], crs=ccrs.PlateCarree())\n",
    "    gl = gax[i].gridlines(draw_labels=True)\n",
    "    gl.xlabels_top = False\n",
    "    gl.ylabels_right = False\n",
    "f.delaxes(ax[1,0])\n",
    "plt.show()\n",
    "f.savefig('aviso_ke_mke_eke.jpg', dpi=500)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.8.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}