Loading EMIT L2A Orthorectified Cube in xarray.ipynb

{
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   "cell_type": "code",
   "execution_count": 1,
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   "outputs": [],
   "source": [
    "from os.path import join, expanduser\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from emit_tools import emit_ortho_xarray"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:           (latitude: 1893, longitude: 2327, wavelengths: 285)\n",
       "Coordinates:\n",
       "  * wavelengths       (wavelengths) float32 381.0 388.4 ... 2.486e+03 2.493e+03\n",
       "    fwhm              (wavelengths) float32 ...\n",
       "    good_wavelengths  (wavelengths) float32 ...\n",
       "  * latitude          (latitude) float64 33.95 33.95 33.95 ... 32.93 32.93 32.93\n",
       "  * longitude         (longitude) float64 -116.1 -116.1 -116.1 ... -114.8 -114.8\n",
       "    elev              (latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    spatial_ref       int64 0\n",
       "Data variables:\n",
       "    reflectance       (latitude, longitude, wavelengths) float32 nan nan ... nan\n",
       "Attributes: (12/40)\n",
       "    ncei_template_version:             NCEI_NetCDF_Swath_Template_v2.0\n",
       "    summary:                           The Earth Surface Mineral Dust Source ...\n",
       "    keywords:                          Imaging Spectroscopy, minerals, EMIT, ...\n",
       "    Conventions:                       CF-1.63\n",
       "    sensor:                            EMIT (Earth Surface Mineral Dust Sourc...\n",
       "    instrument:                        EMIT\n",
       "    ...                                ...\n",
       "    spatial_ref:                       GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHER...\n",
       "    geotransform:                      [-1.16103646e+02  5.42232520e-04 -0.00...\n",
       "    day_night_flag:                    Day\n",
       "    title:                             EMIT L2A Estimated Surface Reflectance...\n",
       "    granule_id:                        EMIT_L2A_RFL_001_20240521T232728_24142...\n",
       "    Orthorectified:                    True</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-b97728e8-e5e5-45c4-9aca-1d5f8aaf2011' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b97728e8-e5e5-45c4-9aca-1d5f8aaf2011' 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>: 1893</li><li><span class='xr-has-index'>longitude</span>: 2327</li><li><span class='xr-has-index'>wavelengths</span>: 285</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e1ec4997-372b-4e0f-9cc5-67628bc72247' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e1ec4997-372b-4e0f-9cc5-67628bc72247' 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 class='xr-has-index'>wavelengths</span></div><div class='xr-var-dims'>(wavelengths)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>381.0 388.4 ... 2.486e+03 2.493e+03</div><input id='attrs-a37ebb64-cba2-463b-bf5d-341ad76b8337' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a37ebb64-cba2-463b-bf5d-341ad76b8337' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ada0ac0-fd4b-4d32-afe7-a856d1d94ec6' class='xr-var-data-in' type='checkbox'><label for='data-6ada0ac0-fd4b-4d32-afe7-a856d1d94ec6' 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>Wavelength Centers</dd><dt><span>units :</span></dt><dd>nm</dd></dl></div><div class='xr-var-data'><pre>array([ 381.00558,  388.4092 ,  395.81583, ..., 2478.153  , 2485.5386 ,\n",
       "       2492.9238 ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fwhm</span></div><div class='xr-var-dims'>(wavelengths)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0cba0b44-f001-4a56-a0cc-6b0ea24082c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0cba0b44-f001-4a56-a0cc-6b0ea24082c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbc02b32-03f1-4af9-bec0-7a3fb15a537a' class='xr-var-data-in' type='checkbox'><label for='data-cbc02b32-03f1-4af9-bec0-7a3fb15a537a' 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>Full Width at Half Max</dd><dt><span>units :</span></dt><dd>nm</dd></dl></div><div class='xr-var-data'><pre>[285 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>good_wavelengths</span></div><div class='xr-var-dims'>(wavelengths)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-03436013-727d-477e-87eb-62a79a729128' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-03436013-727d-477e-87eb-62a79a729128' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f0f442c-8881-4721-8d66-1beab02e4b0f' class='xr-var-data-in' type='checkbox'><label for='data-1f0f442c-8881-4721-8d66-1beab02e4b0f' 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>Wavelengths where reflectance is useable: 1 = good data, 0 = bad data</dd><dt><span>units :</span></dt><dd>unitless</dd></dl></div><div class='xr-var-data'><pre>[285 values with 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'>float64</div><div class='xr-var-preview xr-preview'>33.95 33.95 33.95 ... 32.93 32.93</div><input id='attrs-094ae83d-6bb6-4cbe-bb1d-7f3437f451ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-094ae83d-6bb6-4cbe-bb1d-7f3437f451ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49433ef6-5699-472a-b995-005cacbbd38a' class='xr-var-data-in' type='checkbox'><label for='data-49433ef6-5699-472a-b995-005cacbbd38a' 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>Latitude (WGS-84)</dd><dt><span>units :</span></dt><dd>degrees north</dd></dl></div><div class='xr-var-data'><pre>array([33.951294, 33.950752, 33.95021 , ..., 32.926475, 32.925933, 32.92539 ])</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'>float64</div><div class='xr-var-preview xr-preview'>-116.1 -116.1 ... -114.8 -114.8</div><input id='attrs-c64ad72c-8529-4ff8-bd20-d06608eb510e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c64ad72c-8529-4ff8-bd20-d06608eb510e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a6aecb4-3c63-4493-ad52-26470971be3c' class='xr-var-data-in' type='checkbox'><label for='data-0a6aecb4-3c63-4493-ad52-26470971be3c' 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>Longitude (WGS-84)</dd><dt><span>units :</span></dt><dd>degrees east</dd></dl></div><div class='xr-var-data'><pre>array([-116.103375, -116.102832, -116.10229 , ..., -114.843226, -114.842684,\n",
       "       -114.842142])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elev</span></div><div class='xr-var-dims'>(latitude, longitude)</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-122195ef-e66d-4a38-879f-bc443523a72c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-122195ef-e66d-4a38-879f-bc443523a72c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85c76395-8576-4a74-aec8-13070182ea42' class='xr-var-data-in' type='checkbox'><label for='data-85c76395-8576-4a74-aec8-13070182ea42' 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>Surface Elevation</dd><dt><span>units :</span></dt><dd>m</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><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-34faa4b9-8345-4936-a988-cf5eeb4387fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34faa4b9-8345-4936-a988-cf5eeb4387fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9c62d66-e9f7-4fe9-979e-66f526da18e4' class='xr-var-data-in' type='checkbox'><label for='data-d9c62d66-e9f7-4fe9-979e-66f526da18e4' 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>crs_wkt :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1cd8cb18-0e41-4e8c-978d-95c5823f9b46' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1cd8cb18-0e41-4e8c-978d-95c5823f9b46' 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>reflectance</span></div><div class='xr-var-dims'>(latitude, longitude, wavelengths)</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-dbe8cf50-bc04-4deb-9c69-3fdd3edb6d16' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dbe8cf50-bc04-4deb-9c69-3fdd3edb6d16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b9b6a70-137a-466b-9cfa-dff7d93f3ee6' class='xr-var-data-in' type='checkbox'><label for='data-8b9b6a70-137a-466b-9cfa-dff7d93f3ee6' 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>Surface Reflectance</dd><dt><span>units :</span></dt><dd>unitless</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]],\n",
       "\n",
       "       [[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]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "...\n",
       "        ...,\n",
       "        [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],\n",
       "        ...,\n",
       "        [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],\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-694442df-a6ed-4b76-90f1-5371b9c10b94' class='xr-section-summary-in' type='checkbox'  ><label for='section-694442df-a6ed-4b76-90f1-5371b9c10b94' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>wavelengths</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cbcb5bc9-62b1-4999-8cea-adb7831c3716' class='xr-index-data-in' type='checkbox'/><label for='index-cbcb5bc9-62b1-4999-8cea-adb7831c3716' 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([ 381.0055847167969,  388.4092102050781,  395.8158264160156,\n",
       "       403.22540283203125, 410.63800048828125,  418.0535888671875,\n",
       "        425.4721374511719,  432.8927001953125,  440.3172607421875,\n",
       "        447.7427978515625,\n",
       "       ...\n",
       "        2426.440185546875,  2433.830322265625,   2441.21826171875,\n",
       "          2448.6064453125,  2455.994384765625,  2463.381591796875,\n",
       "        2470.767822265625,  2478.153076171875,   2485.53857421875,\n",
       "           2492.923828125],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;wavelengths&#x27;, length=285))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f5254a06-fdec-447c-9b2f-ce4e47501f68' class='xr-index-data-in' type='checkbox'/><label for='index-f5254a06-fdec-447c-9b2f-ce4e47501f68' 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([ 33.95129438547457, 33.950752152954315, 33.950209920434055,\n",
       "         33.9496676879138,  33.94912545539354,  33.94858322287329,\n",
       "        33.94804099035303, 33.947498757832776, 33.946956525312515,\n",
       "        33.94641429279226,\n",
       "       ...\n",
       "        32.93027054983183,  32.92972831731157,  32.92918608479132,\n",
       "        32.92864385227106, 32.928101619750805, 32.927559387230545,\n",
       "        32.92701715471029,  32.92647492219003,  32.92593268966978,\n",
       "       32.925390457149526],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=1893))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-84d3a2ee-b0e1-4983-8507-9430957f182d' class='xr-index-data-in' type='checkbox'/><label for='index-84d3a2ee-b0e1-4983-8507-9430957f182d' 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([-116.10337455607387, -116.10283232355361, -116.10229009103337,\n",
       "       -116.10174785851311, -116.10120562599285, -116.10066339347259,\n",
       "       -116.10012116095234, -116.09957892843208, -116.09903669591182,\n",
       "       -116.09849446339156,\n",
       "       ...\n",
       "       -114.84702180663987, -114.84647957411961, -114.84593734159935,\n",
       "        -114.8453951090791, -114.84485287655885, -114.84431064403859,\n",
       "       -114.84376841151834, -114.84322617899808, -114.84268394647782,\n",
       "       -114.84214171395756],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=2327))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0798c319-564f-4f11-9f90-c0b79cb2cbae' class='xr-section-summary-in' type='checkbox'  ><label for='section-0798c319-564f-4f11-9f90-c0b79cb2cbae' class='xr-section-summary' >Attributes: <span>(40)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>ncei_template_version :</span></dt><dd>NCEI_NetCDF_Swath_Template_v2.0</dd><dt><span>summary :</span></dt><dd>The Earth Surface Mineral Dust Source Investigation (EMIT) is an Earth Ventures-Instrument (EVI-4) Mission that maps the surface mineralogy of arid dust source regions via imaging spectroscopy in the visible and short-wave infrared (VSWIR). Installed on the International Space Station (ISS), the EMIT instrument is a Dyson imaging spectrometer that uses contiguous spectroscopic measurements from 410 to 2450 nm to resolve absoprtion features of iron oxides, clays, sulfates, carbonates, and other dust-forming minerals. During its one-year mission, EMIT will observe the sunlit Earth&#x27;s dust source regions that occur within +/-52° latitude and produce maps of the source regions that can be used to improve forecasts of the role of mineral dust in the radiative forcing (warming or cooling) of the atmosphere.\\n\\nThis file contains L2A estimated surface reflectances and geolocation data. Reflectance estimates are created using an Optimal Estimation technique - see ATBD for details. Reflectance values are reported as fractions (relative to 1). Geolocation data (latitude, longitude, height) and a lookup table to project the data are also included.</dd><dt><span>keywords :</span></dt><dd>Imaging Spectroscopy, minerals, EMIT, dust, radiative forcing</dd><dt><span>Conventions :</span></dt><dd>CF-1.63</dd><dt><span>sensor :</span></dt><dd>EMIT (Earth Surface Mineral Dust Source Investigation)</dd><dt><span>instrument :</span></dt><dd>EMIT</dd><dt><span>platform :</span></dt><dd>ISS</dd><dt><span>institution :</span></dt><dd>NASA Jet Propulsion Laboratory/California Institute of Technology</dd><dt><span>license :</span></dt><dd>https://science.nasa.gov/earth-science/earth-science-data/data-information-policy/</dd><dt><span>naming_authority :</span></dt><dd>LPDAAC</dd><dt><span>date_created :</span></dt><dd>2024-05-23T15:58:15Z</dd><dt><span>keywords_vocabulary :</span></dt><dd>NASA Global Change Master Directory (GCMD) Science Keywords</dd><dt><span>stdname_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention</dd><dt><span>creator_name :</span></dt><dd>Jet Propulsion Laboratory/California Institute of Technology</dd><dt><span>creator_url :</span></dt><dd>https://earth.jpl.nasa.gov/emit/</dd><dt><span>project :</span></dt><dd>Earth Surface Mineral Dust Source Investigation</dd><dt><span>project_url :</span></dt><dd>https://earth.jpl.nasa.gov/emit/</dd><dt><span>publisher_name :</span></dt><dd>NASA LPDAAC</dd><dt><span>publisher_url :</span></dt><dd>https://lpdaac.usgs.gov</dd><dt><span>publisher_email :</span></dt><dd>lpdaac@usgs.gov</dd><dt><span>identifier_product_doi_authority :</span></dt><dd>https://doi.org</dd><dt><span>flight_line :</span></dt><dd>emit20240521t232728_o14216_s000</dd><dt><span>time_coverage_start :</span></dt><dd>2024-05-21T23:27:28+0000</dd><dt><span>time_coverage_end :</span></dt><dd>2024-05-21T23:27:40+0000</dd><dt><span>software_build_version :</span></dt><dd>010618</dd><dt><span>software_delivery_version :</span></dt><dd>010618</dd><dt><span>product_version :</span></dt><dd>V001</dd><dt><span>history :</span></dt><dd>PGE Run Command: {python /beegfs/store/emit/ops/repos/emit-sds-l2a/spectrum_quality.py /tmp/emit/ops/emit20240521t232728_emit.L2AReflectance_20240523t023036/output/emit20240521t232728_rfl /tmp/emit/ops/emit20240521t232728_emit.L2AReflectance_20240523t023036/output/emit20240521t232728_rfl_quality.txt}, PGE Input Files: {radiance_file=/beegfs/store/emit/ops/data/acquisitions/20240521/emit20240521t232728/l1b/emit20240521t232728_o14216_s000_l1b_rdn_b0106_v01.img, pixel_locations_file=/beegfs/store/emit/ops/data/acquisitions/20240521/emit20240521t232728/l1b/emit20240521t232728_o14216_s000_l1b_loc_b0106_v01.img, observation_parameters_file=/beegfs/store/emit/ops/data/acquisitions/20240521/emit20240521t232728/l1b/emit20240521t232728_o14216_s000_l1b_obs_b0106_v01.img, surface_model_config=/beegfs/store/emit/ops/repos/emit-sds-l2a/surface/surface_20221020.json}</dd><dt><span>crosstrack_orientation :</span></dt><dd>as seen on ground</dd><dt><span>easternmost_longitude :</span></dt><dd>-114.84187059769744</dd><dt><span>northernmost_latitude :</span></dt><dd>33.9515655017347</dd><dt><span>westernmost_longitude :</span></dt><dd>-116.103645672334</dd><dt><span>southernmost_latitude :</span></dt><dd>32.925119340889395</dd><dt><span>spatialResolution :</span></dt><dd>0.000542232520256367</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>geotransform :</span></dt><dd>[-1.16103646e+02  5.42232520e-04 -0.00000000e+00  3.39515655e+01\n",
       " -0.00000000e+00 -5.42232520e-04]</dd><dt><span>day_night_flag :</span></dt><dd>Day</dd><dt><span>title :</span></dt><dd>EMIT L2A Estimated Surface Reflectance 60 m V001</dd><dt><span>granule_id :</span></dt><dd>EMIT_L2A_RFL_001_20240521T232728_2414216_003</dd><dt><span>Orthorectified :</span></dt><dd>True</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:           (latitude: 1893, longitude: 2327, wavelengths: 285)\n",
       "Coordinates:\n",
       "  * wavelengths       (wavelengths) float32 381.0 388.4 ... 2.486e+03 2.493e+03\n",
       "    fwhm              (wavelengths) float32 ...\n",
       "    good_wavelengths  (wavelengths) float32 ...\n",
       "  * latitude          (latitude) float64 33.95 33.95 33.95 ... 32.93 32.93 32.93\n",
       "  * longitude         (longitude) float64 -116.1 -116.1 -116.1 ... -114.8 -114.8\n",
       "    elev              (latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    spatial_ref       int64 0\n",
       "Data variables:\n",
       "    reflectance       (latitude, longitude, wavelengths) float32 nan nan ... nan\n",
       "Attributes: (12/40)\n",
       "    ncei_template_version:             NCEI_NetCDF_Swath_Template_v2.0\n",
       "    summary:                           The Earth Surface Mineral Dust Source ...\n",
       "    keywords:                          Imaging Spectroscopy, minerals, EMIT, ...\n",
       "    Conventions:                       CF-1.63\n",
       "    sensor:                            EMIT (Earth Surface Mineral Dust Sourc...\n",
       "    instrument:                        EMIT\n",
       "    ...                                ...\n",
       "    spatial_ref:                       GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHER...\n",
       "    geotransform:                      [-1.16103646e+02  5.42232520e-04 -0.00...\n",
       "    day_night_flag:                    Day\n",
       "    title:                             EMIT L2A Estimated Surface Reflectance...\n",
       "    granule_id:                        EMIT_L2A_RFL_001_20240521T232728_24142...\n",
       "    Orthorectified:                    True"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "filename = expanduser(join(\"~\", \"data\", \"EMIT_L2A_RFL_001_20240521T232728_2414216_003.nc\"))\n",
    "ortho_ds = emit_ortho_xarray(filename)\n",
    "ortho_ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x15b68a150>"
      ]
     },
     "execution_count": 3,
     "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": [
    "plt.imshow(ortho_ds.reflectance[:,:,20])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "base",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}