monthly_nn_estimate_for_DOC.ipynb

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    "# Using the NN model to calculate monthly estimate\n",
    "\n",
    "Below are code to uses ESA Scope project WP2 DOC model to estimate monthly DOC for given input data.\n",
    "The model is a neural network model using Tensorflow package. File `requirements.txt` lists the package requiements."
   ]
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    "import pickle\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import tensorflow as tf\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import scope_config as config\n",
    "from scope_config import Rrs, units"
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       "'2.15.0'"
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    "\n",
    "### Input data\n",
    "\n",
    "| variable | name | units | link |\n",
    "|:--|:--|:--|:--|\n",
    "|OC-CCI v6 | Rrs_nnn | sr⁻¹ | https://dx.doi.org/10.5285/5011d22aae5a4671b0cbc7d05c56c4f0 |\n",
    "|PP    | pp | mgC m⁻² d⁻¹ | https://rsg.pml.ac.uk/shared_files/gku/SCOPE/PP_v6_9km/ |\n",
    "|SST   | temp | °C | https://dx.doi.org/10.5285/4a9654136a7148e39b7feb56f8bb02d2 |\n",
    "|SSS   | salt | PSS-78 | https://doi.org/10.48670/moi-00021 |\n",
    "|dts   | dts |  km | distance to shore |\n",
    "|depth | depth | m | water depth from bathymetry |\n",
    "\n",
    "File `DOC_model_input_2020_06.nc` has an example of input data for one month. It has smaller spatial resolution than the final product.\n"
   ]
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 30MB\n",
       "Dimensions:  (lat: 540, lon: 1080)\n",
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       "    time     datetime64[ns] 8B ...\n",
       "    depth    (lat, lon) float32 2MB ...\n",
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       "    Rrs_443  (lat, lon) float32 2MB ...\n",
       "    Rrs_490  (lat, lon) float32 2MB ...\n",
       "    Rrs_510  (lat, lon) float32 2MB ...\n",
       "    Rrs_560  (lat, lon) float32 2MB ...\n",
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       "Attributes:\n",
       "    title:    Demo file for the SCOPE project</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a3e92076-6d42-4785-9e14-964b7cac1aef' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a3e92076-6d42-4785-9e14-964b7cac1aef' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 540</li><li><span class='xr-has-index'>lon</span>: 1080</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-93334176-8683-4bbd-bc0c-16bbd9e75b37' class='xr-section-summary-in' type='checkbox'  checked><label for='section-93334176-8683-4bbd-bc0c-16bbd9e75b37' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-89.83 -89.5 -89.17 ... 89.5 89.83</div><input id='attrs-b41c6290-eed6-421c-a62a-717d8e40578c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b41c6290-eed6-421c-a62a-717d8e40578c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e79d8d9-1f35-47d7-9ad9-177bbe11ff5b' class='xr-var-data-in' type='checkbox'><label for='data-2e79d8d9-1f35-47d7-9ad9-177bbe11ff5b' 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>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>step :</span></dt><dd>0.08333587646484375</dd><dt><span>unit_long :</span></dt><dd>Degrees North</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>valid_min :</span></dt><dd>-80.0</dd></dl></div><div class='xr-var-data'><pre>array([-89.83333, -89.5    , -89.16667, ...,  89.16667,  89.5    ,  89.83333],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.5 ... 179.5 179.8</div><input id='attrs-f8c6b8ed-2a26-489e-a3c6-86fc6eb1a9ea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8c6b8ed-2a26-489e-a3c6-86fc6eb1a9ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb3e87e2-07ae-47d5-90b3-3329e27a61ec' class='xr-var-data-in' type='checkbox'><label for='data-fb3e87e2-07ae-47d5-90b3-3329e27a61ec' 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>long_name :</span></dt><dd>Longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>step :</span></dt><dd>0.0833282470703125</dd><dt><span>unit_long :</span></dt><dd>Degrees East</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>valid_max :</span></dt><dd>179.91667</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd></dl></div><div class='xr-var-data'><pre>array([-179.83334, -179.5    , -179.16666, ...,  179.16666,  179.5    ,\n",
       "        179.83334], dtype=float32)</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-cdcf6f99-cdb9-401e-ae12-370e20d5c990' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cdcf6f99-cdb9-401e-ae12-370e20d5c990' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b37753d0-911a-4aba-bd35-3752fca4156d' class='xr-var-data-in' type='checkbox'><label for='data-b37753d0-911a-4aba-bd35-3752fca4156d' 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>[1 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>depth</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9fb87a7e-1ded-43ed-94be-2d8d3f192c79' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9fb87a7e-1ded-43ed-94be-2d8d3f192c79' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69a4c843-2b07-46a3-9f63-f98454c6e822' class='xr-var-data-in' type='checkbox'><label for='data-69a4c843-2b07-46a3-9f63-f98454c6e822' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>water depth</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8be88579-16cc-4348-bf58-9888a984f297' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8be88579-16cc-4348-bf58-9888a984f297' class='xr-section-summary' >Data variables: <span>(10)</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>salt</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69f2c6ad-d0c3-400f-80c7-cc88d17e2021' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69f2c6ad-d0c3-400f-80c7-cc88d17e2021' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e652d06-0395-4cb5-85f9-0a323f8eca7b' class='xr-var-data-in' type='checkbox'><label for='data-6e652d06-0395-4cb5-85f9-0a323f8eca7b' 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>cell_methods :</span></dt><dd>area: mean</dd><dt><span>long_name :</span></dt><dd>Salinity</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>unit_long :</span></dt><dd>Practical Salinity Unit</dd><dt><span>units :</span></dt><dd>1e-3</dd><dt><span>valid_max :</span></dt><dd>31700</dd><dt><span>valid_min :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pp</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2209754d-753c-477f-ac52-8d394a7a3f4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2209754d-753c-477f-ac52-8d394a7a3f4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a19879e-ca1c-495a-b6cb-ffc9403b41a9' class='xr-var-data-in' type='checkbox'><label for='data-9a19879e-ca1c-495a-b6cb-ffc9403b41a9' 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>units :</span></dt><dd>mg C m-2 d-1</dd><dt><span>standard_name :</span></dt><dd>gross_primary_production_of_carbon</dd><dt><span>long_name :</span></dt><dd> Phytoplankton Primary Production</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_412</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4c97c76b-5907-454f-941b-5457b7cb2eea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4c97c76b-5907-454f-941b-5457b7cb2eea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba3379c8-3e8e-4ded-b920-92d8d561c1af' class='xr-var-data-in' type='checkbox'><label for='data-ba3379c8-3e8e-4ded-b920-92d8d561c1af' 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>ancillary_variables :</span></dt><dd>Rrs_412_rmsd Rrs_412_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 412 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>412</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_443</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a9ec4545-f750-4da0-bbdf-78888ad600bf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9ec4545-f750-4da0-bbdf-78888ad600bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-198ce309-3ba7-4d1b-a202-ca98cace9655' class='xr-var-data-in' type='checkbox'><label for='data-198ce309-3ba7-4d1b-a202-ca98cace9655' 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>ancillary_variables :</span></dt><dd>Rrs_443_rmsd Rrs_443_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 443 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>443</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_490</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ce46b3b6-19ee-421c-869d-f269bfb91dc2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ce46b3b6-19ee-421c-869d-f269bfb91dc2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59d42685-6d62-4e8e-b18c-bf3f1074625e' class='xr-var-data-in' type='checkbox'><label for='data-59d42685-6d62-4e8e-b18c-bf3f1074625e' 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>ancillary_variables :</span></dt><dd>Rrs_490_rmsd Rrs_490_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 490 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>490</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_510</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f4afc117-a640-401a-9f60-f9c06d49b3f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f4afc117-a640-401a-9f60-f9c06d49b3f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-affa5ca4-a4c1-4d20-a4d4-ffbfe0bc4fa0' class='xr-var-data-in' type='checkbox'><label for='data-affa5ca4-a4c1-4d20-a4d4-ffbfe0bc4fa0' 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>ancillary_variables :</span></dt><dd>Rrs_510_rmsd Rrs_510_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 510 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>510</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_560</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e548dfc7-d936-4f5e-90e2-7fa3012ec1ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e548dfc7-d936-4f5e-90e2-7fa3012ec1ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d150ba39-3f7b-4f94-bb5b-9396415183e9' class='xr-var-data-in' type='checkbox'><label for='data-d150ba39-3f7b-4f94-bb5b-9396415183e9' 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>ancillary_variables :</span></dt><dd>Rrs_560_rmsd Rrs_560_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 560 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>560</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Rrs_665</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69e63fe6-281d-4c7a-b5df-aaaff0b182ea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69e63fe6-281d-4c7a-b5df-aaaff0b182ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62ae7375-a01c-4aaf-b694-d47b9f1f9eab' class='xr-var-data-in' type='checkbox'><label for='data-62ae7375-a01c-4aaf-b694-d47b9f1f9eab' 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>ancillary_variables :</span></dt><dd>Rrs_665_rmsd Rrs_665_bias</dd><dt><span>long_name :</span></dt><dd>Sea surface reflectance defined as the ratio of water-leaving radiance to surface irradiance at 665 nm.</dd><dt><span>parameter_vocab_uri :</span></dt><dd>http://vocab.ndg.nerc.ac.uk/term/P071/19/CFV13N26</dd><dt><span>standard_name :</span></dt><dd>surface_ratio_of_upwelling_radiance_emerging_from_sea_water_to_downwelling_radiative_flux_in_air</dd><dt><span>units :</span></dt><dd>sr-1</dd><dt><span>units_nonstandard :</span></dt><dd>sr^-1</dd><dt><span>wavelength :</span></dt><dd>665</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1 270 270]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b2436e44-03e7-4f18-af63-90ee723415d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2436e44-03e7-4f18-af63-90ee723415d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c459753b-80ff-4122-b7bf-5affe253c003' class='xr-var-data-in' type='checkbox'><label for='data-c459753b-80ff-4122-b7bf-5affe253c003' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>analysed sea surface temperature</dd><dt><span>standard_name :</span></dt><dd>sea_water_temperature</dd><dt><span>units :</span></dt><dd>°C</dd><dt><span>valid_min :</span></dt><dd>-300</dd><dt><span>valid_max :</span></dt><dd>4500</dd><dt><span>actual_range :</span></dt><dd>[271.15 307.02]</dd><dt><span>source :</span></dt><dd>ATSR&lt;1,2&gt;-ESACCI-L3U-v3.0, AATSR-ESACCI-L3U-v3.0, SLSTR&lt;A,B&gt;-ESACCI-L3U-ICDR-v3.0 AVHRR&lt;06,07,08,09,10,11,12,14,15,16,17,18,19&gt;_G-ESACCI-L3U-v3.0, AVHRRMT&lt;A,B&gt;-ESACCI-L3U-v3.0, AMSR&lt;E,2&gt;-ESACCI-L2P-v2.0</dd><dt><span>depth :</span></dt><dd>20 cm</dd><dt><span>ancillary_variables :</span></dt><dd>analysed_sst_uncertainty mask</dd><dt><span>_ChunkSizes :</span></dt><dd>[   1  900 1800]</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dts</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-34387833-0c85-43b0-8587-c647758ed5e5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34387833-0c85-43b0-8587-c647758ed5e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0af2924-ed9d-4680-94a0-3c720b4aecd3' class='xr-var-data-in' type='checkbox'><label for='data-e0af2924-ed9d-4680-94a0-3c720b4aecd3' 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>proj4 :</span></dt><dd>+proj=longlat +datum=WGS84 +no_defs</dd><dt><span>min :</span></dt><dd>0.0</dd><dt><span>max :</span></dt><dd>5908790.1940821</dd><dt><span>long_name :</span></dt><dd>distance to shore</dd><dt><span>units :</span></dt><dd>km</dd></dl></div><div class='xr-var-data'><pre>[583200 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5e2f9033-bf16-4fc4-bf96-c3f5242f3893' class='xr-section-summary-in' type='checkbox'  ><label for='section-5e2f9033-bf16-4fc4-bf96-c3f5242f3893' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-2f3a7f7f-fb09-4778-b41d-ab460f685c08' class='xr-index-data-in' type='checkbox'/><label for='index-2f3a7f7f-fb09-4778-b41d-ab460f685c08' 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(Index([-89.83332824707031,              -89.5, -89.16667175292969,\n",
       "       -88.83332824707031,              -88.5, -88.16667175292969,\n",
       "       -87.83332824707031,              -87.5, -87.16667175292969,\n",
       "       -86.83332824707031,\n",
       "       ...\n",
       "        86.83332824707031,  87.16667175292969,               87.5,\n",
       "        87.83332824707031,  88.16667175292969,               88.5,\n",
       "        88.83332824707031,  89.16667175292969,               89.5,\n",
       "        89.83332824707031],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=540))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-b74f2414-5bbe-4ef4-8eba-83177da7c678' class='xr-index-data-in' type='checkbox'/><label for='index-b74f2414-5bbe-4ef4-8eba-83177da7c678' 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(Index([-179.83334350585938,              -179.5, -179.16665649414062,\n",
       "       -178.83334350585938,              -178.5, -178.16665649414062,\n",
       "       -177.83334350585938,              -177.5, -177.16665649414062,\n",
       "       -176.83334350585938,\n",
       "       ...\n",
       "        176.83334350585938,  177.16665649414062,               177.5,\n",
       "        177.83334350585938,  178.16665649414062,               178.5,\n",
       "        178.83334350585938,  179.16665649414062,               179.5,\n",
       "        179.83334350585938],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=1080))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7df35be3-fa46-42f9-a63f-d4697907006c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7df35be3-fa46-42f9-a63f-d4697907006c' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>Demo file for the SCOPE project</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 30MB\n",
       "Dimensions:  (lat: 540, lon: 1080)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 2kB -89.83 -89.5 -89.17 -88.83 ... 89.17 89.5 89.83\n",
       "  * lon      (lon) float32 4kB -179.8 -179.5 -179.2 -178.8 ... 179.2 179.5 179.8\n",
       "    time     datetime64[ns] 8B ...\n",
       "    depth    (lat, lon) float32 2MB ...\n",
       "Data variables:\n",
       "    salt     (lat, lon) float64 5MB ...\n",
       "    pp       (lat, lon) float64 5MB ...\n",
       "    Rrs_412  (lat, lon) float32 2MB ...\n",
       "    Rrs_443  (lat, lon) float32 2MB ...\n",
       "    Rrs_490  (lat, lon) float32 2MB ...\n",
       "    Rrs_510  (lat, lon) float32 2MB ...\n",
       "    Rrs_560  (lat, lon) float32 2MB ...\n",
       "    Rrs_665  (lat, lon) float32 2MB ...\n",
       "    temp     (lat, lon) float32 2MB ...\n",
       "    dts      (lat, lon) float32 2MB ...\n",
       "Attributes:\n",
       "    title:    Demo file for the SCOPE project"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xr.open_dataset('DOC_model_input_2020_06.nc')\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Model\n",
    "\n",
    "The model definitions are stored in two files.\n",
    "\n",
    "| file | what |\n",
    "|:--|:--|\n",
    "|`nn_model_data_esa-scope_v1.4.pkl`| training data, variables names, and scaler |\n",
    "|`nn_model_esa-scope_v1.4.keras`| Tensorflow model |\n",
    "\n",
    "Tensorflow version 2.15 was used for training and is needed to use the model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "modeldir = 'models'\n",
    "model_version = 'v1.5'\n",
    "label0 = 'esa-scope'\n",
    "datafile = f'{modeldir}/nn_model_data_{label0}_{model_version}.pkl'\n",
    "modelfile = f'{modeldir}/nn_model_{label0}_{model_version}.keras'\n",
    "\n",
    "data = pickle.load(open(datafile, 'rb'))\n",
    "names = data['names']\n",
    "scaler = data['scaler']\n",
    "model = tf.keras.models.load_model(modelfile)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Estimation\n",
    "\n",
    "The function `estimate_DOC` defined below uses xarray Dataset as input. The function `model.predict` is used to calculate model predictions for every valid pixel in the input data and outputs similar Dataset with one variable 'DOC'."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def estimate_DOC(ds, model, scaler, names):\n",
    "    \"\"\"Estimate DOC using nn model.\"\"\"\n",
    "    df = ds.to_dataframe()  # to pandas data frame\n",
    "    df = df.reset_index(level=['lat', 'lon'])\n",
    "    X = df[names].copy().values\n",
    "    X = scaler.transform(X)  # scale input data\n",
    "    inds = np.isfinite(X).all(axis=1)\n",
    "\n",
    "    num_Rrs = len(Rrs)\n",
    "    Rrs_data = X[inds, :num_Rrs].reshape((-1, num_Rrs, 1))\n",
    "    feature_data = X[inds, num_Rrs:]\n",
    "    mpred = np.zeros(X.shape[0], dtype=np.float32) * np.nan\n",
    "    mpred[inds] = model.predict({'Rrs': Rrs_data, 'features': feature_data}, verbose=0).ravel()\n",
    "    mpred = np.maximum(mpred, 0.0001)  # some predictions might be negative\n",
    "    \n",
    "    out = xr.Dataset(coords=ds.coords)  # generate new dataset for output\n",
    "    out['DOC'] = (['lat', 'lon'], mpred.reshape((len(out.lat), len(out.lon))))\n",
    "    out['DOC'].attrs['long_name'] = f'estimated DOC'\n",
    "    out['DOC'].attrs['units'] = units['DOC']\n",
    "    return out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
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       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".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",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 5MB\n",
       "Dimensions:  (lat: 540, lon: 1080)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 2kB -89.83 -89.5 -89.17 -88.83 ... 89.17 89.5 89.83\n",
       "  * lon      (lon) float32 4kB -179.8 -179.5 -179.2 -178.8 ... 179.2 179.5 179.8\n",
       "    time     datetime64[ns] 8B 2020-06-15\n",
       "    depth    (lat, lon) float32 2MB nan nan nan ... -4.217e+03 -4.216e+03\n",
       "Data variables:\n",
       "    DOC      (lat, lon) float32 2MB nan nan nan nan nan ... nan nan nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-c384367b-6118-4fe5-9269-60568efb3a6f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c384367b-6118-4fe5-9269-60568efb3a6f' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 540</li><li><span class='xr-has-index'>lon</span>: 1080</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2d184997-2056-4967-847f-a24e8f84c188' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2d184997-2056-4967-847f-a24e8f84c188' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-89.83 -89.5 -89.17 ... 89.5 89.83</div><input id='attrs-df022190-e003-42a6-a3d3-3f2a39ae5c25' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df022190-e003-42a6-a3d3-3f2a39ae5c25' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec81bcf9-4795-453c-ade7-609272ebad37' class='xr-var-data-in' type='checkbox'><label for='data-ec81bcf9-4795-453c-ade7-609272ebad37' 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>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>step :</span></dt><dd>0.08333587646484375</dd><dt><span>unit_long :</span></dt><dd>Degrees North</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>valid_min :</span></dt><dd>-80.0</dd></dl></div><div class='xr-var-data'><pre>array([-89.83333, -89.5    , -89.16667, ...,  89.16667,  89.5    ,  89.83333],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.5 ... 179.5 179.8</div><input id='attrs-64431977-892b-4dce-9031-92b4ad3bd62c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-64431977-892b-4dce-9031-92b4ad3bd62c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18427600-07e1-4f82-87a4-1fcdd6c1bb8a' class='xr-var-data-in' type='checkbox'><label for='data-18427600-07e1-4f82-87a4-1fcdd6c1bb8a' 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>long_name :</span></dt><dd>Longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>step :</span></dt><dd>0.0833282470703125</dd><dt><span>unit_long :</span></dt><dd>Degrees East</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>valid_max :</span></dt><dd>179.91667</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd></dl></div><div class='xr-var-data'><pre>array([-179.83334, -179.5    , -179.16666, ...,  179.16666,  179.5    ,\n",
       "        179.83334], dtype=float32)</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'>2020-06-15</div><input id='attrs-8029a696-e25a-4d6c-a375-49235020871b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8029a696-e25a-4d6c-a375-49235020871b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86c0bcec-cca8-41de-b814-94f5f6395a4d' class='xr-var-data-in' type='checkbox'><label for='data-86c0bcec-cca8-41de-b814-94f5f6395a4d' 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;2020-06-15T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>depth</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan ... -4.217e+03 -4.216e+03</div><input id='attrs-c525715b-a2b6-47c0-8042-fc812184f0b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c525715b-a2b6-47c0-8042-fc812184f0b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7be9fe76-5152-4c09-8df0-641e01126fc2' class='xr-var-data-in' type='checkbox'><label for='data-7be9fe76-5152-4c09-8df0-641e01126fc2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>water depth</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([[       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       ...,\n",
       "       [-2998.8945, -3011.8462, -3021.8176, ..., -3050.699 , -3023.799 ,\n",
       "        -3002.8772],\n",
       "       [-4285.0737, -4276.069 , -4268.0664, ..., -4286.069 , -4287.0737,\n",
       "        -4287.076 ],\n",
       "       [-4214.9604, -4211.962 , -4208.9644, ..., -4217.9663, -4216.963 ,\n",
       "        -4215.9604]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fc5b2a3d-ab80-41e8-acd3-1d8811361310' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fc5b2a3d-ab80-41e8-acd3-1d8811361310' class='xr-section-summary' >Data variables: <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>DOC</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-3e9443e5-8f6e-47b1-8720-64f340a44759' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e9443e5-8f6e-47b1-8720-64f340a44759' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ab404f9-885d-4f43-96d8-68adf094ccaa' class='xr-var-data-in' type='checkbox'><label for='data-4ab404f9-885d-4f43-96d8-68adf094ccaa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>estimated DOC</dd><dt><span>units :</span></dt><dd>µmol kg⁻¹</dd></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ed7ff3fd-fe6c-472f-95cb-d073fff7133c' class='xr-section-summary-in' type='checkbox'  ><label for='section-ed7ff3fd-fe6c-472f-95cb-d073fff7133c' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-1c88f2c4-1fc0-445b-8de8-58fddaf9eb87' class='xr-index-data-in' type='checkbox'/><label for='index-1c88f2c4-1fc0-445b-8de8-58fddaf9eb87' 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(Index([-89.83332824707031,              -89.5, -89.16667175292969,\n",
       "       -88.83332824707031,              -88.5, -88.16667175292969,\n",
       "       -87.83332824707031,              -87.5, -87.16667175292969,\n",
       "       -86.83332824707031,\n",
       "       ...\n",
       "        86.83332824707031,  87.16667175292969,               87.5,\n",
       "        87.83332824707031,  88.16667175292969,               88.5,\n",
       "        88.83332824707031,  89.16667175292969,               89.5,\n",
       "        89.83332824707031],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=540))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9850a007-ac3e-47fa-aa64-3615786a54da' class='xr-index-data-in' type='checkbox'/><label for='index-9850a007-ac3e-47fa-aa64-3615786a54da' 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(Index([-179.83334350585938,              -179.5, -179.16665649414062,\n",
       "       -178.83334350585938,              -178.5, -178.16665649414062,\n",
       "       -177.83334350585938,              -177.5, -177.16665649414062,\n",
       "       -176.83334350585938,\n",
       "       ...\n",
       "        176.83334350585938,  177.16665649414062,               177.5,\n",
       "        177.83334350585938,  178.16665649414062,               178.5,\n",
       "        178.83334350585938,  179.16665649414062,               179.5,\n",
       "        179.83334350585938],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=1080))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5d4f179b-511b-4011-b511-d7d26f9e55f6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5d4f179b-511b-4011-b511-d7d26f9e55f6' 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.Dataset> Size: 5MB\n",
       "Dimensions:  (lat: 540, lon: 1080)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 2kB -89.83 -89.5 -89.17 -88.83 ... 89.17 89.5 89.83\n",
       "  * lon      (lon) float32 4kB -179.8 -179.5 -179.2 -178.8 ... 179.2 179.5 179.8\n",
       "    time     datetime64[ns] 8B 2020-06-15\n",
       "    depth    (lat, lon) float32 2MB nan nan nan ... -4.217e+03 -4.216e+03\n",
       "Data variables:\n",
       "    DOC      (lat, lon) float32 2MB nan nan nan nan nan ... nan nan nan nan nan"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "DOC = estimate_DOC(ds, model, scaler, names)\n",
    "DOC"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The output is calculated for all pixels that have the input variables. However, the results are valid for only open water oceans (> 300 km from the shore) and below latitude 70°, North and South."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "DOC['DOC'].plot(vmin=0, vmax=100)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "DOC2 = DOC['DOC'].copy()\n",
    "DOC2 = DOC2.where(ds['dts'] >= config.shorelimit)\n",
    "DOC2 = DOC2.where(np.abs(ds['lat']) <= config.latlimit)\n",
    "DOC2.plot(vmax=100, vmin=0)\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "scope",
   "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": "3.11.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}