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                "# NAVGEM\n",
                "\n",
                "This demonstrates how to use public data from the NAVGEM and NOGAPS model from NOMADS or GODAE.\n",
                "\n",
                "> Note: there are not .idx files provided, so you have to download the full file and generate the .idx file with wgrib2 (requires Linux).\n",
                "\n",
                "## NAVGEM on NOMADS\n",
                "\n",
                "[NOMADS](https://nomads.ncep.noaa.gov/pub/data/nccf/com/fnmoc/prod/) hosts a copy of the the latest NAVGEM forecasts for the last two days.\n"
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            "id": "b4cba677-7674-47d6-8dde-2d297b138c57",
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            "source": [
                "import matplotlib.pyplot as plt\n",
                "\n",
                "from herbie import Herbie\n",
                "from herbie import paint\n",
                "from herbie.toolbox import EasyMap, pc"
            ]
        },
        {
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            "execution_count": 4,
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                {
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                    "text": [
                        "✅ Found ┊ model=navgem_nomads ┊ \u001b[3mproduct=none\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jun-11 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ nomads\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                }
            ],
            "source": [
                "H = Herbie(\"2024-06-11 00:00\", model=\"navgem_nomads\", fxx=6)"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 5,
            "id": "3995709a",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "{'none': ''}"
                        ]
                    },
                    "execution_count": 5,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H.PRODUCTS"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 6,
            "id": "bfadf78b",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "{'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/fnmoc/prod/navgem.20240611/navgem_2024061100f006.grib2'}"
                        ]
                    },
                    "execution_count": 6,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H.SOURCES"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 7,
            "id": "8757a741-afbd-4cb7-89ab-59b647cbc4b1",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "👨🏻‍🏭 Created directory: [/home/blaylock/data/navgem_nomads/20240611]\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "PosixPath('/home/blaylock/data/navgem_nomads/20240611/navgem_2024061100f006.grib2')"
                        ]
                    },
                    "execution_count": 7,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# There is no index file available. Have to download the full file.\n",
                "H.download()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 8,
            "id": "7d6b06d7",
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                    "text": [
                        "/home/blaylock/GITHUB/Herbie/herbie/core.py:1097: UserWarning: Will not remove GRIB file because it previously existed.\n",
                        "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
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                            "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2024-06-11\n",
                            "    step                 timedelta64[ns] 8B 06:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
                            "    valid_time           datetime64[ns] 8B ...\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB ...\n",
                            "Attributes:\n",
                            "    GRIB_edition:            2\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_nomads\n",
                            "    product:                 none\n",
                            "    description:             Navy Global Environment Model (NAVGEM) from NOMADS.\n",
                            "    remote_grib:             /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    local_grib:              /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    search:                  None</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-e64ebfb9-9acc-40f9-bea7-ac7257d09a91' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e64ebfb9-9acc-40f9-bea7-ac7257d09a91' 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>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-70dbb024-e264-4d99-b753-fe479f30385d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-70dbb024-e264-4d99-b753-fe479f30385d' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-11</div><input id='attrs-4db1a37f-eba5-4593-861f-84ce53fdf548' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4db1a37f-eba5-4593-861f-84ce53fdf548' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a392bc26-07c8-4a10-93da-ca2bc0384afd' class='xr-var-data-in' type='checkbox'><label for='data-a392bc26-07c8-4a10-93da-ca2bc0384afd' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-11T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-0645c7b7-2320-4351-b79e-dcd0681b9cf5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0645c7b7-2320-4351-b79e-dcd0681b9cf5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e7cb81c-e05c-4bfe-9174-1a9eb752825d' class='xr-var-data-in' type='checkbox'><label for='data-3e7cb81c-e05c-4bfe-9174-1a9eb752825d' 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-d91a9ab6-5319-404a-b4f4-5b7f38389509' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d91a9ab6-5319-404a-b4f4-5b7f38389509' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-315055ca-1263-447b-9ae5-3d9a693ebdcf' class='xr-var-data-in' type='checkbox'><label for='data-315055ca-1263-447b-9ae5-3d9a693ebdcf' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-bd4afacf-4ff4-4f2e-9a05-6bd7f25acb37' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd4afacf-4ff4-4f2e-9a05-6bd7f25acb37' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4390996a-a418-412e-8844-6fb92f9cad0b' class='xr-var-data-in' type='checkbox'><label for='data-4390996a-a418-412e-8844-6fb92f9cad0b' 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>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</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'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-48d52711-50a1-4872-ac94-8fa4be721715' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48d52711-50a1-4872-ac94-8fa4be721715' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8957b7a-319d-4495-abbc-ab8ed8152ee9' class='xr-var-data-in' type='checkbox'><label for='data-f8957b7a-319d-4495-abbc-ab8ed8152ee9' 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>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_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-bf209737-d17e-4323-9795-d554d2b04846' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf209737-d17e-4323-9795-d554d2b04846' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3b5f1f8-75d2-4118-b6ef-26813e99f852' class='xr-var-data-in' type='checkbox'><label for='data-a3b5f1f8-75d2-4118-b6ef-26813e99f852' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></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>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-c2022257-f295-41ae-b35d-dc003471bda1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2022257-f295-41ae-b35d-dc003471bda1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db8714d4-6923-45c8-9d38-0f8518517236' class='xr-var-data-in' type='checkbox'><label for='data-db8714d4-6923-45c8-9d38-0f8518517236' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_NOMADS model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-36cce4ad-1e60-44e1-b950-267bee49559a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-36cce4ad-1e60-44e1-b950-267bee49559a' 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>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7b609c41-6e9a-411e-9212-c8546bab9e2c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b609c41-6e9a-411e-9212-c8546bab9e2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4dfd87a4-7cac-4c2b-99f0-a2527ab1da6d' class='xr-var-data-in' type='checkbox'><label for='data-4dfd87a4-7cac-4c2b-99f0-a2527ab1da6d' 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>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>af</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[259920 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d415c5fe-25c9-4b2a-8173-6162341206f1' class='xr-section-summary-in' type='checkbox'  ><label for='section-d415c5fe-25c9-4b2a-8173-6162341206f1' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-470d8132-d8b8-4eec-9c1b-eb5ffdbab2bb' class='xr-index-data-in' type='checkbox'/><label for='index-470d8132-d8b8-4eec-9c1b-eb5ffdbab2bb' 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([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
                            "       ...\n",
                            "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</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-6a467001-8a99-4d53-8c66-7fd1d3e93a0e' class='xr-index-data-in' type='checkbox'/><label for='index-6a467001-8a99-4d53-8c66-7fd1d3e93a0e' 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([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
                            "       ...\n",
                            "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2d07d5bd-ed82-44a9-8ceb-4298a3c22880' class='xr-section-summary-in' type='checkbox'  ><label for='section-2d07d5bd-ed82-44a9-8ceb-4298a3c22880' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_nomads</dd><dt><span>product :</span></dt><dd>none</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model (NAVGEM) from NOMADS.</dd><dt><span>remote_grib :</span></dt><dd>/home/blaylock/data/navgem_nomads/20240611/navgem_2024061100f006.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/navgem_nomads/20240611/navgem_2024061100f006.grib2</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
                        ],
                        "text/plain": [
                            "<xarray.Dataset> Size: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2024-06-11\n",
                            "    step                 timedelta64[ns] 8B 06:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
                            "    valid_time           datetime64[ns] 8B ...\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB ...\n",
                            "Attributes:\n",
                            "    GRIB_edition:            2\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_nomads\n",
                            "    product:                 none\n",
                            "    description:             Navy Global Environment Model (NAVGEM) from NOMADS.\n",
                            "    remote_grib:             /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    local_grib:              /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    search:                  None"
                        ]
                    },
                    "execution_count": 8,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# Since we have download the full file and don't have an index,\n",
                "# we need to filter by keys to open the variable we want.\n",
                "# (see cfgrib documentation)\n",
                "\n",
                "ds = H.xarray(\n",
                "    backend_kwargs={\n",
                "        \"filter_by_keys\": {\"shortName\": \"2t\", \"typeOfLevel\": \"heightAboveGround\"}\n",
                "    },\n",
                ")\n",
                "ds"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 9,
            "id": "119c9742-4514-4abf-bba5-b74354352537",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "Text(0.0, 1.0, 'NAVGEM_NOMADS: 00:00 UTC 11 Jun 2024 F006')"
                        ]
                    },
                    "execution_count": 9,
                    "metadata": {},
                    "output_type": "execute_result"
                },
                {
                    "data": {
                        "image/png": 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",
                        "text/plain": [
                            "<Figure size 1000x800 with 2 Axes>"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                }
            ],
            "source": [
                "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 8]).ax\n",
                "p = ax.pcolormesh(\n",
                "    ds.longitude,\n",
                "    ds.latitude,\n",
                "    ds.t2m - 273.15,\n",
                "    transform=pc,\n",
                "    **paint.NWSTemperature.kwargs2,\n",
                ")\n",
                "plt.colorbar(\n",
                "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\n",
                ")\n",
                "\n",
                "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
                "ax.set_title(\n",
                "    f'{H.model.upper()}: {ds.time.dt.strftime(\"%H:%M UTC %d %b %Y\").item()} F{int(ds.step.dt.total_seconds() / 60 / 60):03d}',\n",
                "    loc=\"left\",\n",
                ")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "f6ccfc94",
            "metadata": {},
            "source": [
                "After downloading the full file, you can create an index file. (Only possible if WGRIB2 is installed and in your path)\n"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 10,
            "id": "e43318f7-4993-4687-8cf9-3d962d8a48e8",
            "metadata": {},
            "outputs": [],
            "source": [
                "from herbie import wgrib2"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 11,
            "id": "8059e3a2",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "PosixPath('/home/blaylock/data/navgem_nomads/20240611/navgem_2024061100f006.grib2.idx')"
                        ]
                    },
                    "execution_count": 11,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "wgrib2.create_inventory_file(H.grib)"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 13,
            "id": "07cab1cc",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_nomads ┊ \u001b[3mproduct=none\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jun-11 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/html": [
                            "<div>\n",
                            "<style scoped>\n",
                            "    .dataframe tbody tr th:only-of-type {\n",
                            "        vertical-align: middle;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe tbody tr th {\n",
                            "        vertical-align: top;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe thead th {\n",
                            "        text-align: right;\n",
                            "    }\n",
                            "</style>\n",
                            "<table border=\"1\" class=\"dataframe\">\n",
                            "  <thead>\n",
                            "    <tr style=\"text-align: right;\">\n",
                            "      <th></th>\n",
                            "      <th>grib_message</th>\n",
                            "      <th>start_byte</th>\n",
                            "      <th>end_byte</th>\n",
                            "      <th>range</th>\n",
                            "      <th>reference_time</th>\n",
                            "      <th>valid_time</th>\n",
                            "      <th>variable</th>\n",
                            "      <th>level</th>\n",
                            "      <th>forecast_time</th>\n",
                            "      <th>search_this</th>\n",
                            "    </tr>\n",
                            "  </thead>\n",
                            "  <tbody>\n",
                            "    <tr>\n",
                            "      <th>0</th>\n",
                            "      <td>1</td>\n",
                            "      <td>421</td>\n",
                            "      <td>172266.0</td>\n",
                            "      <td>421-172266</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>ACPCP</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0-6 hour acc fcst</td>\n",
                            "      <td>:ACPCP:surface:0-6 hour acc fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>1</th>\n",
                            "      <td>2</td>\n",
                            "      <td>172267</td>\n",
                            "      <td>408146.0</td>\n",
                            "      <td>172267-408146</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>APCP</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0-6 hour acc fcst</td>\n",
                            "      <td>:APCP:surface:0-6 hour acc fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>2</th>\n",
                            "      <td>3</td>\n",
                            "      <td>408147</td>\n",
                            "      <td>643549.0</td>\n",
                            "      <td>408147-643549</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>TMP</td>\n",
                            "      <td>max wind</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:TMP:max wind:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>3</th>\n",
                            "      <td>4</td>\n",
                            "      <td>643550</td>\n",
                            "      <td>917714.0</td>\n",
                            "      <td>643550-917714</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>HGT</td>\n",
                            "      <td>max wind</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:HGT:max wind:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>4</th>\n",
                            "      <td>5</td>\n",
                            "      <td>917715</td>\n",
                            "      <td>1246460.0</td>\n",
                            "      <td>917715-1246460</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>PRES</td>\n",
                            "      <td>max wind</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:PRES:max wind:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>...</th>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "      <td>...</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>86</th>\n",
                            "      <td>87</td>\n",
                            "      <td>18346863</td>\n",
                            "      <td>18701766.0</td>\n",
                            "      <td>18346863-18701766</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>UGRD</td>\n",
                            "      <td>10 m above ground</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:UGRD:10 m above ground:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>87</th>\n",
                            "      <td>88</td>\n",
                            "      <td>18701767</td>\n",
                            "      <td>19056137.0</td>\n",
                            "      <td>18701767-19056137</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>VGRD</td>\n",
                            "      <td>10 m above ground</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:VGRD:10 m above ground:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>88</th>\n",
                            "      <td>89</td>\n",
                            "      <td>19056138</td>\n",
                            "      <td>19432421.0</td>\n",
                            "      <td>19056138-19432421</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>var discipline=0 center=58 local_table=0 parmc...</td>\n",
                            "      <td>19.5 m above ground</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:var discipline=0 center=58 local_table=0 parm...</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>89</th>\n",
                            "      <td>90</td>\n",
                            "      <td>19432422</td>\n",
                            "      <td>19791097.0</td>\n",
                            "      <td>19432422-19791097</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>UGRD</td>\n",
                            "      <td>19.5 m above ground</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:UGRD:19.5 m above ground:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>90</th>\n",
                            "      <td>91</td>\n",
                            "      <td>19791098</td>\n",
                            "      <td>NaN</td>\n",
                            "      <td>19791098-</td>\n",
                            "      <td>2024-06-11</td>\n",
                            "      <td>2024-06-11 06:00:00</td>\n",
                            "      <td>VGRD</td>\n",
                            "      <td>19.5 m above ground</td>\n",
                            "      <td>6 hour fcst</td>\n",
                            "      <td>:VGRD:19.5 m above ground:6 hour fcst</td>\n",
                            "    </tr>\n",
                            "  </tbody>\n",
                            "</table>\n",
                            "<p>91 rows × 10 columns</p>\n",
                            "</div>"
                        ],
                        "text/plain": [
                            "    grib_message  start_byte    end_byte              range reference_time  \\\n",
                            "0              1         421    172266.0         421-172266     2024-06-11   \n",
                            "1              2      172267    408146.0      172267-408146     2024-06-11   \n",
                            "2              3      408147    643549.0      408147-643549     2024-06-11   \n",
                            "3              4      643550    917714.0      643550-917714     2024-06-11   \n",
                            "4              5      917715   1246460.0     917715-1246460     2024-06-11   \n",
                            "..           ...         ...         ...                ...            ...   \n",
                            "86            87    18346863  18701766.0  18346863-18701766     2024-06-11   \n",
                            "87            88    18701767  19056137.0  18701767-19056137     2024-06-11   \n",
                            "88            89    19056138  19432421.0  19056138-19432421     2024-06-11   \n",
                            "89            90    19432422  19791097.0  19432422-19791097     2024-06-11   \n",
                            "90            91    19791098         NaN          19791098-     2024-06-11   \n",
                            "\n",
                            "            valid_time                                           variable  \\\n",
                            "0  2024-06-11 06:00:00                                              ACPCP   \n",
                            "1  2024-06-11 06:00:00                                               APCP   \n",
                            "2  2024-06-11 06:00:00                                                TMP   \n",
                            "3  2024-06-11 06:00:00                                                HGT   \n",
                            "4  2024-06-11 06:00:00                                               PRES   \n",
                            "..                 ...                                                ...   \n",
                            "86 2024-06-11 06:00:00                                               UGRD   \n",
                            "87 2024-06-11 06:00:00                                               VGRD   \n",
                            "88 2024-06-11 06:00:00  var discipline=0 center=58 local_table=0 parmc...   \n",
                            "89 2024-06-11 06:00:00                                               UGRD   \n",
                            "90 2024-06-11 06:00:00                                               VGRD   \n",
                            "\n",
                            "                  level      forecast_time  \\\n",
                            "0               surface  0-6 hour acc fcst   \n",
                            "1               surface  0-6 hour acc fcst   \n",
                            "2              max wind        6 hour fcst   \n",
                            "3              max wind        6 hour fcst   \n",
                            "4              max wind        6 hour fcst   \n",
                            "..                  ...                ...   \n",
                            "86    10 m above ground        6 hour fcst   \n",
                            "87    10 m above ground        6 hour fcst   \n",
                            "88  19.5 m above ground        6 hour fcst   \n",
                            "89  19.5 m above ground        6 hour fcst   \n",
                            "90  19.5 m above ground        6 hour fcst   \n",
                            "\n",
                            "                                          search_this  \n",
                            "0                    :ACPCP:surface:0-6 hour acc fcst  \n",
                            "1                     :APCP:surface:0-6 hour acc fcst  \n",
                            "2                           :TMP:max wind:6 hour fcst  \n",
                            "3                           :HGT:max wind:6 hour fcst  \n",
                            "4                          :PRES:max wind:6 hour fcst  \n",
                            "..                                                ...  \n",
                            "86                :UGRD:10 m above ground:6 hour fcst  \n",
                            "87                :VGRD:10 m above ground:6 hour fcst  \n",
                            "88  :var discipline=0 center=58 local_table=0 parm...  \n",
                            "89              :UGRD:19.5 m above ground:6 hour fcst  \n",
                            "90              :VGRD:19.5 m above ground:6 hour fcst  \n",
                            "\n",
                            "[91 rows x 10 columns]"
                        ]
                    },
                    "execution_count": 13,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\"2024-06-11 00:00\", model=\"navgem_nomads\", fxx=6)\n",
                "H.inventory()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 14,
            "id": "bd3e03da",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "{'url': <_io.StringIO at 0x7fdc89a5a800>,\n",
                            " 'source': 'generated',\n",
                            " 'description': 'Inventory index file for the GRIB2 file.',\n",
                            " 'model': 'navgem_nomads',\n",
                            " 'product': 'none',\n",
                            " 'lead_time': 6,\n",
                            " 'datetime': Timestamp('2024-06-11 00:00:00')}"
                        ]
                    },
                    "execution_count": 14,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H.inventory().attrs"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 15,
            "id": "2ada9957",
            "metadata": {},
            "outputs": [
                {
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                            ".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: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2024-06-11\n",
                            "    step                 timedelta64[ns] 8B 06:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
                            "    valid_time           datetime64[ns] 8B 2024-06-11T06:00:00\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB 219.5 219.2 ... 272.4\n",
                            "Attributes:\n",
                            "    GRIB_edition:            2\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_nomads\n",
                            "    product:                 none\n",
                            "    description:             Navy Global Environment Model (NAVGEM) from NOMADS.\n",
                            "    remote_grib:             /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    local_grib:              /home/blaylock/data/navgem_nomads/20240611/subse...\n",
                            "    search:                  TMP:2 m</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-104b26d2-47b4-4900-a74b-4984168a9926' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-104b26d2-47b4-4900-a74b-4984168a9926' 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>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4c695852-c52d-45f0-b542-b06f62dbd9ad' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4c695852-c52d-45f0-b542-b06f62dbd9ad' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-11</div><input id='attrs-eb720857-128d-4f96-8e04-4be0fbf5b57c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb720857-128d-4f96-8e04-4be0fbf5b57c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-893e6025-455d-42d1-be24-600e17b6cbf1' class='xr-var-data-in' type='checkbox'><label for='data-893e6025-455d-42d1-be24-600e17b6cbf1' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-11T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-f79a34c1-20ed-437b-b283-01f279c72fe9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f79a34c1-20ed-437b-b283-01f279c72fe9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a8f9780-ef6f-403a-80ba-d39d84ea5c59' class='xr-var-data-in' type='checkbox'><label for='data-1a8f9780-ef6f-403a-80ba-d39d84ea5c59' 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-fad28f5c-bff1-4b3b-b2be-cd2ec66f6671' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fad28f5c-bff1-4b3b-b2be-cd2ec66f6671' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6db3e239-db0c-4a42-9eba-3125cb4973ce' class='xr-var-data-in' type='checkbox'><label for='data-6db3e239-db0c-4a42-9eba-3125cb4973ce' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-6b01d6ab-a25b-49ab-bdd1-360cdc63d7ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b01d6ab-a25b-49ab-bdd1-360cdc63d7ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8203fea7-8b50-487a-a3a4-2011c9a2be45' class='xr-var-data-in' type='checkbox'><label for='data-8203fea7-8b50-487a-a3a4-2011c9a2be45' 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>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</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'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-6fb0ca66-40e0-45c1-8e5e-0cfbce7fecfe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6fb0ca66-40e0-45c1-8e5e-0cfbce7fecfe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5780c94d-10ab-4cc3-bd25-909b46e2f677' class='xr-var-data-in' type='checkbox'><label for='data-5780c94d-10ab-4cc3-bd25-909b46e2f677' 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>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-11T06:00:00</div><input id='attrs-f0fc0c7c-f235-439f-a55f-baf9e3f2055c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0fc0c7c-f235-439f-a55f-baf9e3f2055c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1a07cec-e8b8-4154-8655-0f9495d2d985' class='xr-var-data-in' type='checkbox'><label for='data-a1a07cec-e8b8-4154-8655-0f9495d2d985' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-11T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-eb465308-8017-48ec-9beb-b4c4eaeda3a3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb465308-8017-48ec-9beb-b4c4eaeda3a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7bde77a-0683-416a-9771-5c5e562e7de6' class='xr-var-data-in' type='checkbox'><label for='data-f7bde77a-0683-416a-9771-5c5e562e7de6' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_NOMADS model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6d9cdc99-dd92-4a4a-86ac-1296319f22c2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6d9cdc99-dd92-4a4a-86ac-1296319f22c2' 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>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>219.5 219.2 219.2 ... 272.4 272.4</div><input id='attrs-ec12fb50-5387-4b79-9327-77a79f434dff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ec12fb50-5387-4b79-9327-77a79f434dff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d1e4002-5c45-4240-b2bb-54c64e41bb9a' class='xr-var-data-in' type='checkbox'><label for='data-4d1e4002-5c45-4240-b2bb-54c64e41bb9a' 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>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>af</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[219.48, 219.21, 219.21, ..., 219.23, 219.23, 219.23],\n",
                            "       [220.12, 220.13, 220.14, ..., 220.08, 220.09, 220.1 ],\n",
                            "       [218.03, 217.99, 217.96, ..., 218.17, 218.12, 218.07],\n",
                            "       ...,\n",
                            "       [272.03, 272.04, 272.04, ..., 272.02, 272.02, 272.03],\n",
                            "       [272.06, 272.06, 272.05, ..., 272.08, 272.07, 272.07],\n",
                            "       [272.45, 272.39, 272.39, ..., 272.39, 272.39, 272.39]],\n",
                            "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-597089ca-f07f-4d83-a403-50a1b611a6eb' class='xr-section-summary-in' type='checkbox'  ><label for='section-597089ca-f07f-4d83-a403-50a1b611a6eb' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a12ebfd3-5f80-4831-9844-e08c17fe0b13' class='xr-index-data-in' type='checkbox'/><label for='index-a12ebfd3-5f80-4831-9844-e08c17fe0b13' 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([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
                            "       ...\n",
                            "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</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-79b76421-7105-4099-b04a-0092a147a7f9' class='xr-index-data-in' type='checkbox'/><label for='index-79b76421-7105-4099-b04a-0092a147a7f9' 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([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
                            "       ...\n",
                            "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-029e4fca-2e56-452d-8d31-bb8cbdd2f6a6' class='xr-section-summary-in' type='checkbox'  ><label for='section-029e4fca-2e56-452d-8d31-bb8cbdd2f6a6' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_nomads</dd><dt><span>product :</span></dt><dd>none</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model (NAVGEM) from NOMADS.</dd><dt><span>remote_grib :</span></dt><dd>/home/blaylock/data/navgem_nomads/20240611/navgem_2024061100f006.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/navgem_nomads/20240611/subset_f8b222e6__navgem_2024061100f006.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
                        ],
                        "text/plain": [
                            "<xarray.Dataset> Size: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2024-06-11\n",
                            "    step                 timedelta64[ns] 8B 06:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
                            "    valid_time           datetime64[ns] 8B 2024-06-11T06:00:00\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB 219.5 219.2 ... 272.4\n",
                            "Attributes:\n",
                            "    GRIB_edition:            2\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_nomads\n",
                            "    product:                 none\n",
                            "    description:             Navy Global Environment Model (NAVGEM) from NOMADS.\n",
                            "    remote_grib:             /home/blaylock/data/navgem_nomads/20240611/navge...\n",
                            "    local_grib:              /home/blaylock/data/navgem_nomads/20240611/subse...\n",
                            "    search:                  TMP:2 m"
                        ]
                    },
                    "execution_count": 15,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H.xarray(\"TMP:2 m\")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "bc793925",
            "metadata": {},
            "source": [
                "## NAVGEM on GODAE\n",
                "\n",
                "NAVGEM is archived on [GODAE](https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/).\n",
                "\n",
                "The GRIB files are organized differently, and you have to specify the level and variable. Look at the [File Naming Convention](https://usgodae.org/docs/layout/mdllayout.pns.html) and [description of levels](https://usgodae.org/docs/layout/pn_level_type_tbl.pns.html).\n"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 3,
            "id": "062e3c33",
            "metadata": {},
            "outputs": [],
            "source": [
                "from herbie import Herbie\n",
                "import xarray as xr\n",
                "import numpy as np"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "6079eb7e",
            "metadata": {},
            "source": [
                "### 2-m air temperature"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 17,
            "id": "d39e60d1",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Feb-13 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ navgem\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "'https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/2023/2023021312/US058GMET-GR1mdl.0018_0056_00000F0RL2023021312_0105_000020-000000air_temp'"
                        ]
                    },
                    "execution_count": 17,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\n",
                "    \"2023-02-13 12:00\",\n",
                "    model=\"navgem_godae\",\n",
                "    product=\"GMET\",\n",
                "    level=\"0105_000020-000000\",\n",
                "    variable=\"air_temp\",\n",
                "    overwrite=True,\n",
                ")\n",
                "H.grib"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 18,
            "id": "72bbf1de",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "(PosixPath('/home/blaylock/data/navgem_godae/20230213/US058GMET-GR1mdl.0018_0056_00000F0RL2023021312_0105_000020-000000air_temp'),\n",
                            " True)"
                        ]
                    },
                    "execution_count": 18,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# Download the file\n",
                "my_file = H.download()\n",
                "\n",
                "my_file, my_file.exists()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 19,
            "id": "1ef715ec",
            "metadata": {},
            "outputs": [
                {
                    "name": "stderr",
                    "output_type": "stream",
                    "text": [
                        "/home/blaylock/GITHUB/Herbie/herbie/core.py:1097: UserWarning: Will not remove GRIB file because it previously existed.\n",
                        "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
                    ]
                },
                {
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                            "}\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: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2023-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB -0.5 0.0 0.5 ... 358.5 359.0\n",
                            "    valid_time           datetime64[ns] 8B ...\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB ...\n",
                            "Attributes:\n",
                            "    GRIB_edition:            1\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    remote_grib:             /home/blaylock/data/navgem_godae/20230213/US058G...\n",
                            "    local_grib:              /home/blaylock/data/navgem_godae/20230213/US058G...\n",
                            "    search:                  None</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-d49d319b-91bf-4edf-922a-7faa039f577b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d49d319b-91bf-4edf-922a-7faa039f577b' 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>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-465d84a2-9d20-4fba-8fce-f1afeab4e64d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-465d84a2-9d20-4fba-8fce-f1afeab4e64d' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-02-13T12:00:00</div><input id='attrs-919c0c13-083b-4806-9503-85b4b128bfdd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-919c0c13-083b-4806-9503-85b4b128bfdd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6397bc08-b590-4a9b-8288-43de223b2e4d' class='xr-var-data-in' type='checkbox'><label for='data-6397bc08-b590-4a9b-8288-43de223b2e4d' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-02-13T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-7881e527-2973-4408-8e40-65e88361529d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7881e527-2973-4408-8e40-65e88361529d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d56ffbcb-fb52-4e69-8629-7c3699377f28' class='xr-var-data-in' type='checkbox'><label for='data-d56ffbcb-fb52-4e69-8629-7c3699377f28' 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-a1663aaf-d62b-4194-bb50-fa333c4f1f40' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a1663aaf-d62b-4194-bb50-fa333c4f1f40' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8ffc446-a85e-46a0-b088-a4f2c084717c' class='xr-var-data-in' type='checkbox'><label for='data-a8ffc446-a85e-46a0-b088-a4f2c084717c' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-c4354ec5-b62a-4032-8986-b12df442633d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4354ec5-b62a-4032-8986-b12df442633d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06d60b7d-d9a1-418e-aeed-c422aa6aa5d0' class='xr-var-data-in' type='checkbox'><label for='data-06d60b7d-d9a1-418e-aeed-c422aa6aa5d0' 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>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</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'>-0.5 0.0 0.5 ... 358.0 358.5 359.0</div><input id='attrs-32195151-a333-4f96-adcf-b4ea37e17607' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-32195151-a333-4f96-adcf-b4ea37e17607' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6251b81d-4a87-4858-89a7-27be182fa33a' class='xr-var-data-in' type='checkbox'><label for='data-6251b81d-4a87-4858-89a7-27be182fa33a' 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>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([ -0.5,   0. ,   0.5, ..., 358. , 358.5, 359. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_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-8e0576aa-35e6-4e34-815d-1ac22a0d0c26' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e0576aa-35e6-4e34-815d-1ac22a0d0c26' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6937931-694a-4705-b882-1436e2edfb79' class='xr-var-data-in' type='checkbox'><label for='data-c6937931-694a-4705-b882-1436e2edfb79' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></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>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-5a9cd3eb-3023-45d2-8c21-6f026a1e5a02' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5a9cd3eb-3023-45d2-8c21-6f026a1e5a02' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff4378f2-5c7f-4d73-a99d-2ebab82cf3ec' class='xr-var-data-in' type='checkbox'><label for='data-ff4378f2-5c7f-4d73-a99d-2ebab82cf3ec' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6367470,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6367470.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6367470.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_GODAE model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bf8d137a-c5ab-4328-afdc-e6da16928869' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bf8d137a-c5ab-4328-afdc-e6da16928869' 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>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f0804a8b-4cfd-4987-a784-3c83b43bbfba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0804a8b-4cfd-4987-a784-3c83b43bbfba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d85f712-ea80-4d62-ad39-eb9baf182b66' class='xr-var-data-in' type='checkbox'><label for='data-1d85f712-ea80-4d62-ad39-eb9baf182b66' 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>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-0.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>T Temperature K</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>unknown</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[259920 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7b086b4a-d12c-4189-a266-3f45db082bb9' class='xr-section-summary-in' type='checkbox'  ><label for='section-7b086b4a-d12c-4189-a266-3f45db082bb9' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a304b2c2-4e2e-4d04-a5ac-9a31e6ef454b' class='xr-index-data-in' type='checkbox'/><label for='index-a304b2c2-4e2e-4d04-a5ac-9a31e6ef454b' 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([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
                            "       ...\n",
                            "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</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-0817c59f-c646-48a0-b82b-28f283033644' class='xr-index-data-in' type='checkbox'/><label for='index-0817c59f-c646-48a0-b82b-28f283033644' 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([ -0.5,   0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
                            "       ...\n",
                            "       354.5, 355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7073f45f-5c0d-41a9-a850-3d93403f64b1' class='xr-section-summary-in' type='checkbox'  ><label for='section-7073f45f-5c0d-41a9-a850-3d93403f64b1' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>1</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_godae</dd><dt><span>product :</span></dt><dd>GMET</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model (NAVGEM, 2013-2024) and Navy Operational Global Atmospheric Prediction (NOGAPS, 2004-2013).</dd><dt><span>remote_grib :</span></dt><dd>/home/blaylock/data/navgem_godae/20230213/US058GMET-GR1mdl.0018_0056_00000F0RL2023021312_0105_000020-000000air_temp</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/navgem_godae/20230213/US058GMET-GR1mdl.0018_0056_00000F0RL2023021312_0105_000020-000000air_temp</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
                        ],
                        "text/plain": [
                            "<xarray.Dataset> Size: 1MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2023-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB -0.5 0.0 0.5 ... 358.5 359.0\n",
                            "    valid_time           datetime64[ns] 8B ...\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 1MB ...\n",
                            "Attributes:\n",
                            "    GRIB_edition:            1\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    remote_grib:             /home/blaylock/data/navgem_godae/20230213/US058G...\n",
                            "    local_grib:              /home/blaylock/data/navgem_godae/20230213/US058G...\n",
                            "    search:                  None"
                        ]
                    },
                    "execution_count": 19,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# Open data in xarray\n",
                "ds = H.xarray()\n",
                "ds"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 20,
            "id": "3c8766e3",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "Text(0.0, 1.0, 'NAVGEM_GODAE: 12:00 UTC 13 Feb 2023 F000')"
                        ]
                    },
                    "execution_count": 20,
                    "metadata": {},
                    "output_type": "execute_result"
                },
                {
                    "data": {
                        "image/png": 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",
                        "text/plain": [
                            "<Figure size 1000x800 with 2 Axes>"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                }
            ],
            "source": [
                "# Plot data\n",
                "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 8]).ax\n",
                "p = ax.pcolormesh(\n",
                "    ds.longitude,\n",
                "    ds.latitude,\n",
                "    ds.t2m - 273.15,\n",
                "    transform=pc,\n",
                "    **paint.NWSTemperature.kwargs2,\n",
                ")\n",
                "plt.colorbar(\n",
                "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\n",
                ")\n",
                "\n",
                "ax.set_title(\n",
                "    f\"{ds.t2m.GRIB_name} {float(ds[ds.t2m.GRIB_typeOfLevel])} {str(ds[ds.t2m.GRIB_typeOfLevel].units)}\",\n",
                "    loc=\"right\",\n",
                ")\n",
                "ax.set_title(\n",
                "    f'{H.model.upper()}: {ds.time.dt.strftime(\"%H:%M UTC %d %b %Y\").item()} F{int(ds.step.dt.total_seconds() / 60 / 60):03d}',\n",
                "    loc=\"left\",\n",
                ")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "1de56433",
            "metadata": {},
            "source": [
                "### 500 mb U and V wind"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 21,
            "id": "342284d8",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Feb-13 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "name": "stderr",
                    "output_type": "stream",
                    "text": [
                        "/home/blaylock/GITHUB/Herbie/herbie/core.py:1097: UserWarning: Will not remove GRIB file because it previously existed.\n",
                        "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
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                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Feb-13 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
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                        "/home/blaylock/GITHUB/Herbie/herbie/core.py:1097: UserWarning: Will not remove GRIB file because it previously existed.\n",
                        "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
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                            "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 3MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2023-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
                            "    isobaricInhPa        float64 8B 500.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB -0.5 0.0 0.5 ... 358.5 359.0\n",
                            "    valid_time           datetime64[ns] 8B 2023-02-13T12:00:00\n",
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                            "Data variables:\n",
                            "    u                    (latitude, longitude) float32 1MB -6.4 -6.5 ... -14.6\n",
                            "    v                    (latitude, longitude) float32 1MB 9.8 10.4 ... -16.7\n",
                            "    wspd                 (latitude, longitude) float32 1MB 11.7 12.26 ... 22.18\n",
                            "Attributes:\n",
                            "    GRIB_edition:            1\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    search:                  None</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-98bff5f7-ebf7-4862-90fb-0d8f4b3ee50a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-98bff5f7-ebf7-4862-90fb-0d8f4b3ee50a' 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>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0e444f5d-3728-4545-9791-a173ad625cf0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0e444f5d-3728-4545-9791-a173ad625cf0' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-02-13T12:00:00</div><input id='attrs-ab891499-0bc1-43ad-8ec8-31c8908e7d50' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ab891499-0bc1-43ad-8ec8-31c8908e7d50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4771d11e-e516-45cd-97c0-a2b05a4cc6b8' class='xr-var-data-in' type='checkbox'><label for='data-4771d11e-e516-45cd-97c0-a2b05a4cc6b8' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-02-13T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-8a1f0186-294f-4aaa-a929-30fcf896bd7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a1f0186-294f-4aaa-a929-30fcf896bd7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71f11b3e-578d-4814-b64a-a9afdb980354' class='xr-var-data-in' type='checkbox'><label for='data-71f11b3e-578d-4814-b64a-a9afdb980354' 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>500.0</div><input id='attrs-00dce5d5-eeac-41a6-a347-2ca75cfb4d5c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00dce5d5-eeac-41a6-a347-2ca75cfb4d5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-761c5213-8bb3-404a-81db-efbf0b78a869' class='xr-var-data-in' type='checkbox'><label for='data-761c5213-8bb3-404a-81db-efbf0b78a869' 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>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(500.)</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-c59a7301-7374-454e-865e-8a8ec3b77ab9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c59a7301-7374-454e-865e-8a8ec3b77ab9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f006004e-ffb6-40c0-ae79-9d92d981bb36' class='xr-var-data-in' type='checkbox'><label for='data-f006004e-ffb6-40c0-ae79-9d92d981bb36' 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>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</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'>-0.5 0.0 0.5 ... 358.0 358.5 359.0</div><input id='attrs-aa240cb6-165f-41e6-ad4a-2eb902409c03' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aa240cb6-165f-41e6-ad4a-2eb902409c03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5d0bcf2-c2a4-4aac-8a03-ef5f1dfa7562' class='xr-var-data-in' type='checkbox'><label for='data-d5d0bcf2-c2a4-4aac-8a03-ef5f1dfa7562' 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>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([ -0.5,   0. ,   0.5, ..., 358. , 358.5, 359. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-02-13T12:00:00</div><input id='attrs-46cbca76-8823-4131-bb18-a72d146a4b8f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46cbca76-8823-4131-bb18-a72d146a4b8f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f91e1167-dcff-482c-8d1c-a5deb615ab44' class='xr-var-data-in' type='checkbox'><label for='data-f91e1167-dcff-482c-8d1c-a5deb615ab44' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-02-13T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-c0c80c69-2725-4328-b3a8-64542cd1710f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0c80c69-2725-4328-b3a8-64542cd1710f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf1af08f-823f-455a-aa5d-aff45081a414' class='xr-var-data-in' type='checkbox'><label for='data-bf1af08f-823f-455a-aa5d-aff45081a414' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6367470,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6367470.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6367470.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_GODAE model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9b99b442-73aa-44c9-a86f-c50d749f4b07' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9b99b442-73aa-44c9-a86f-c50d749f4b07' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-6.4 -6.5 -6.7 ... -14.5 -14.6</div><input id='attrs-323c4a6f-6a6f-4dbd-bca0-721278a16d69' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-323c4a6f-6a6f-4dbd-bca0-721278a16d69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cdfb471-f8f9-457b-b61d-ae8d7415e7c4' class='xr-var-data-in' type='checkbox'><label for='data-3cdfb471-f8f9-457b-b61d-ae8d7415e7c4' 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>GRIB_paramId :</span></dt><dd>131</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-0.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>U component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>U U-component of wind m s**-1</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>unknown</dd><dt><span>GRIB_shortName :</span></dt><dd>u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[ -6.4,  -6.5,  -6.7, ...,  -6.3,  -6.2,  -6.3],\n",
                            "       [ -7.6,  -7.7,  -7.8, ...,  -7.4,  -7.5,  -7.6],\n",
                            "       [ -7.9,  -8. ,  -8. , ...,  -7.7,  -7.8,  -7.9],\n",
                            "       ...,\n",
                            "       [-12.5, -12.6, -12.7, ..., -12.1, -12.3, -12.4],\n",
                            "       [-13.7, -13.9, -14. , ..., -13.4, -13.5, -13.6],\n",
                            "       [-14.8, -14.8, -15. , ..., -14.6, -14.5, -14.6]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>9.8 10.4 9.8 ... -13.0 -15.9 -16.7</div><input id='attrs-ecd297bf-402b-4114-862b-61bd20c335db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ecd297bf-402b-4114-862b-61bd20c335db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe9e75cc-afa8-4659-a105-74813a0b7562' class='xr-var-data-in' type='checkbox'><label for='data-fe9e75cc-afa8-4659-a105-74813a0b7562' 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>GRIB_paramId :</span></dt><dd>132</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-0.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>V component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>V V-component of wind m s**-1</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>unknown</dd><dt><span>GRIB_shortName :</span></dt><dd>v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[  9.8,  10.4,   9.8, ...,   8.4,  10. ,  10.5],\n",
                            "       [  7.1,   6.9,   6.9, ...,   7.6,   7.2,   7. ],\n",
                            "       [  6.3,   5.9,   6.1, ...,   7.2,   6.4,   6. ],\n",
                            "       ...,\n",
                            "       [-11. , -10.4, -10.8, ..., -12.4, -11. , -10.5],\n",
                            "       [-11.9, -11.5, -11.7, ..., -12.8, -12. , -11.7],\n",
                            "       [-15.5, -16.5, -15.4, ..., -13. , -15.9, -16.7]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wspd</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>11.7 12.26 11.87 ... 21.52 22.18</div><input id='attrs-baadcc89-c98f-463a-ad13-75af6f752e5b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-baadcc89-c98f-463a-ad13-75af6f752e5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce98181c-bf67-49e3-bfcd-5ad1cab14a0d' class='xr-var-data-in' type='checkbox'><label for='data-ce98181c-bf67-49e3-bfcd-5ad1cab14a0d' 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([[11.7046995, 12.264175 , 11.871394 , ..., 10.5      , 11.766053 ,\n",
                            "        12.244999 ],\n",
                            "       [10.40048  , 10.339246 , 10.413933 , ..., 10.607545 , 10.396634 ,\n",
                            "        10.332473 ],\n",
                            "       [10.104455 ,  9.940322 , 10.060318 , ..., 10.541821 , 10.089599 ,\n",
                            "         9.920181 ],\n",
                            "       ...,\n",
                            "       [16.650826 , 16.337687 , 16.671232 , ..., 17.325415 , 16.501213 ,\n",
                            "        16.248384 ],\n",
                            "       [18.146626 , 18.04051  , 18.245274 , ..., 18.531055 , 18.062391 ,\n",
                            "        17.940178 ],\n",
                            "       [21.431053 , 22.165062 , 21.497906 , ..., 19.548914 , 21.51883  ,\n",
                            "        22.182201 ]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ba411ef5-f6cf-40ea-91df-bb88acd9d651' class='xr-section-summary-in' type='checkbox'  ><label for='section-ba411ef5-f6cf-40ea-91df-bb88acd9d651' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-911d25b1-a3ae-4a4e-be21-010dba501f0e' class='xr-index-data-in' type='checkbox'/><label for='index-911d25b1-a3ae-4a4e-be21-010dba501f0e' 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([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
                            "       ...\n",
                            "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</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-ebbfaa70-1fff-49c7-a5ba-65ccd9e76593' class='xr-index-data-in' type='checkbox'/><label for='index-ebbfaa70-1fff-49c7-a5ba-65ccd9e76593' 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([ -0.5,   0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
                            "       ...\n",
                            "       354.5, 355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b54b4414-4978-4dd0-8eec-6eb848a88b3c' class='xr-section-summary-in' type='checkbox'  ><label for='section-b54b4414-4978-4dd0-8eec-6eb848a88b3c' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>1</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_godae</dd><dt><span>product :</span></dt><dd>GMET</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model (NAVGEM, 2013-2024) and Navy Operational Global Atmospheric Prediction (NOGAPS, 2004-2013).</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
                        ],
                        "text/plain": [
                            "<xarray.Dataset> Size: 3MB\n",
                            "Dimensions:              (latitude: 361, longitude: 720)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2023-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
                            "    isobaricInhPa        float64 8B 500.0\n",
                            "  * latitude             (latitude) float64 3kB -90.0 -89.5 -89.0 ... 89.5 90.0\n",
                            "  * longitude            (longitude) float64 6kB -0.5 0.0 0.5 ... 358.5 359.0\n",
                            "    valid_time           datetime64[ns] 8B 2023-02-13T12:00:00\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    u                    (latitude, longitude) float32 1MB -6.4 -6.5 ... -14.6\n",
                            "    v                    (latitude, longitude) float32 1MB 9.8 10.4 ... -16.7\n",
                            "    wspd                 (latitude, longitude) float32 1MB 11.7 12.26 ... 22.18\n",
                            "Attributes:\n",
                            "    GRIB_edition:            1\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    search:                  None"
                        ]
                    },
                    "execution_count": 21,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "wind = [\n",
                "    Herbie(\n",
                "        \"2023-02-13 12:00\",\n",
                "        model=\"navgem_godae\",\n",
                "        product=\"GMET\",\n",
                "        level=\"0100_005000-000000\",\n",
                "        variable=variable,\n",
                "    ).xarray()\n",
                "    for variable in [\"wnd_ucmp\", \"wnd_vcmp\"]\n",
                "]\n",
                "\n",
                "\n",
                "ds_wind = xr.combine_by_coords(wind, combine_attrs=\"drop_conflicts\")\n",
                "ds_wind[\"wspd\"] = np.sqrt(ds_wind.u**2 + ds_wind.v**2)\n",
                "ds_wind"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 23,
            "id": "2151c5b7",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "Text(0.0, 1.0, 'NAVGEM_GODAE: 12:00 UTC 13 Feb 2023 F000')"
                        ]
                    },
                    "execution_count": 23,
                    "metadata": {},
                    "output_type": "execute_result"
                },
                {
                    "data": {
                        "image/png": 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",
                        "text/plain": [
                            "<Figure size 1000x800 with 2 Axes>"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                }
            ],
            "source": [
                "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 8]).ax\n",
                "p = ax.pcolormesh(\n",
                "    ds_wind.longitude,\n",
                "    ds_wind.latitude,\n",
                "    ds_wind.wspd,\n",
                "    transform=pc,\n",
                "    **paint.NWSWindSpeed.kwargs2,\n",
                ")\n",
                "plt.colorbar(\n",
                "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSWindSpeed.cbar_kwargs2\n",
                ")\n",
                "\n",
                "ax.set_title(\n",
                "    f\"Wind Speed {float(ds_wind[ds_wind.u.GRIB_typeOfLevel])} {str(ds_wind[ds_wind.u.GRIB_typeOfLevel].units)}\",\n",
                "    loc=\"right\",\n",
                ")\n",
                "ax.set_title(\n",
                "    f'{H.model.upper()}: {ds_wind.time.dt.strftime(\"%H:%M UTC %d %b %Y\").item()} F{int(ds_wind.step.dt.total_seconds() / 60 / 60):03d}',\n",
                "    loc=\"left\",\n",
                ")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "e692d43d",
            "metadata": {},
            "source": [
                "### Shortcuts\n",
                "\n",
                "You may use wgrib-style strings in place of the `variable` (and omit `level`) for a few common variables. Please open a pull request to add additional variables to the shortcuts. Some examples:\n",
                "\n",
                "- `TMP:2 m`\n",
                "- `RH:2 m`\n",
                "- `UGRD:10 m`\n",
                "- `VGRD:10 m`\n",
                "- `TMP:### mb` - Pressure levels\n",
                "- `PRES:surface`"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 5,
            "id": "1f017ce0",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-04 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ navgem\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "'https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/2024/2024010400/US058GMET-GR1mdl.0018_0056_00600F0RL2024010400_0105_000020-000000air_temp'"
                        ]
                    },
                    "execution_count": 5,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\n",
                "    \"2024-01-04 00:00\",\n",
                "    model=\"navgem_godae\",\n",
                "    variable=\"TMP:2 m\",\n",
                "    fxx=6,\n",
                ")\n",
                "H.grib"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 6,
            "id": "68ffa21f",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-04 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ navgem\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "'https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/2024/2024010400/US058GMET-GR1mdl.0018_0056_00600F0RL2024010400_0100_000500-000000rltv_hum'"
                        ]
                    },
                    "execution_count": 6,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\n",
                "    \"2024-01-04 00:00\",\n",
                "    model=\"navgem_godae\",\n",
                "    variable=\"RH:500 mb\",\n",
                "    fxx=6,\n",
                ")\n",
                "H.grib"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 7,
            "id": "28358924",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-04 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ navgem\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "'https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/2024/2024010400/US058GMET-GR1mdl.0018_0056_00600F0RL2024010400_0001_000000-000000cape'"
                        ]
                    },
                    "execution_count": 7,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\n",
                "    \"2024-01-04 00:00\",\n",
                "    model=\"navgem_godae\",\n",
                "    variable=\"CAPE:surface\",\n",
                "    fxx=6,\n",
                ")\n",
                "H.grib\n"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "978ca0ab",
            "metadata": {},
            "source": [
                "## NOGAPS on GODAE\n",
                "\n",
                "NOGAPS is the Navy Operational Global Atmospheric Prediction, the U.S Navy's model preceeding NAVGEM from 2004-2013."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 24,
            "id": "6f3a6afa",
            "metadata": {},
            "outputs": [
                {
                    "name": "stdout",
                    "output_type": "stream",
                    "text": [
                        "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2005-Feb-13 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ nogaps\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
                    ]
                },
                {
                    "data": {
                        "text/plain": [
                            "'https://usgodae.org/ftp/outgoing/fnmoc/models/nogaps/2005/2005021312/US058GMET-GR1mdl.0058_0240_00000F0RL2005021312_0105_000020-000000air_temp'"
                        ]
                    },
                    "execution_count": 24,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "H = Herbie(\n",
                "    \"2005-02-13 12:00\",\n",
                "    model=\"navgem_godae\",\n",
                "    product=\"GMET\",\n",
                "    level=\"0105_000020-000000\",\n",
                "    variable=\"air_temp\",\n",
                "    overwrite=True,\n",
                ")\n",
                "H.grib"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 25,
            "id": "a4e7d04c",
            "metadata": {},
            "outputs": [
                {
                    "name": "stderr",
                    "output_type": "stream",
                    "text": [
                        "/home/blaylock/GITHUB/Herbie/herbie/core.py:1097: UserWarning: Will not remove GRIB file because it previously existed.\n",
                        "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
                    ]
                },
                {
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                            "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 265kB\n",
                            "Dimensions:              (latitude: 181, longitude: 360)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2005-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
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                            "  * latitude             (latitude) float64 1kB -90.0 -89.0 -88.0 ... 89.0 90.0\n",
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                            "Attributes:\n",
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                            "    GRIB_centre:             fnmo\n",
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                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    remote_grib:             https://usgodae.org/ftp/outgoing/fnmoc/models/no...\n",
                            "    local_grib:              /home/blaylock/data/navgem_godae/20050213/US058G...\n",
                            "    search:                  None</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-187101f1-ed03-4634-990d-5fa83f6e208b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-187101f1-ed03-4634-990d-5fa83f6e208b' 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>: 181</li><li><span class='xr-has-index'>longitude</span>: 360</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f3884c3a-1c52-4106-891f-50ece916d453' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f3884c3a-1c52-4106-891f-50ece916d453' 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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2005-02-13T12:00:00</div><input id='attrs-0c19a7b0-97f1-499c-861c-dad453219f83' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0c19a7b0-97f1-499c-861c-dad453219f83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e8c0949-d2ef-48d0-b618-96b644eb7f6e' class='xr-var-data-in' type='checkbox'><label for='data-0e8c0949-d2ef-48d0-b618-96b644eb7f6e' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2005-02-13T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-a908e7a4-10b9-47f1-b2e4-c00f0db95ec1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a908e7a4-10b9-47f1-b2e4-c00f0db95ec1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d375d1e9-72a0-4997-9791-8085498081e8' class='xr-var-data-in' type='checkbox'><label for='data-d375d1e9-72a0-4997-9791-8085498081e8' 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>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-22bda787-0cd2-4269-b71c-82748727f151' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-22bda787-0cd2-4269-b71c-82748727f151' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d608282-8876-454f-8142-9c759c559977' class='xr-var-data-in' type='checkbox'><label for='data-6d608282-8876-454f-8142-9c759c559977' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</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'>-90.0 -89.0 -88.0 ... 89.0 90.0</div><input id='attrs-d09467c7-fb68-4af3-a857-17e71b7d33d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d09467c7-fb68-4af3-a857-17e71b7d33d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58e68b72-e548-4957-8942-499a5f7ed264' class='xr-var-data-in' type='checkbox'><label for='data-58e68b72-e548-4957-8942-499a5f7ed264' 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>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-90., -89., -88., -87., -86., -85., -84., -83., -82., -81., -80., -79.,\n",
                            "       -78., -77., -76., -75., -74., -73., -72., -71., -70., -69., -68., -67.,\n",
                            "       -66., -65., -64., -63., -62., -61., -60., -59., -58., -57., -56., -55.,\n",
                            "       -54., -53., -52., -51., -50., -49., -48., -47., -46., -45., -44., -43.,\n",
                            "       -42., -41., -40., -39., -38., -37., -36., -35., -34., -33., -32., -31.,\n",
                            "       -30., -29., -28., -27., -26., -25., -24., -23., -22., -21., -20., -19.,\n",
                            "       -18., -17., -16., -15., -14., -13., -12., -11., -10.,  -9.,  -8.,  -7.,\n",
                            "        -6.,  -5.,  -4.,  -3.,  -2.,  -1.,   0.,   1.,   2.,   3.,   4.,   5.,\n",
                            "         6.,   7.,   8.,   9.,  10.,  11.,  12.,  13.,  14.,  15.,  16.,  17.,\n",
                            "        18.,  19.,  20.,  21.,  22.,  23.,  24.,  25.,  26.,  27.,  28.,  29.,\n",
                            "        30.,  31.,  32.,  33.,  34.,  35.,  36.,  37.,  38.,  39.,  40.,  41.,\n",
                            "        42.,  43.,  44.,  45.,  46.,  47.,  48.,  49.,  50.,  51.,  52.,  53.,\n",
                            "        54.,  55.,  56.,  57.,  58.,  59.,  60.,  61.,  62.,  63.,  64.,  65.,\n",
                            "        66.,  67.,  68.,  69.,  70.,  71.,  72.,  73.,  74.,  75.,  76.,  77.,\n",
                            "        78.,  79.,  80.,  81.,  82.,  83.,  84.,  85.,  86.,  87.,  88.,  89.,\n",
                            "        90.])</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'>-1.0 0.0 1.0 ... 356.0 357.0 358.0</div><input id='attrs-53497ea2-5f4c-49f6-bd9c-55083369b3f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53497ea2-5f4c-49f6-bd9c-55083369b3f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d180a30-0069-4bf6-9257-44057716601f' class='xr-var-data-in' type='checkbox'><label for='data-9d180a30-0069-4bf6-9257-44057716601f' 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>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([ -1.,   0.,   1., ..., 356., 357., 358.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_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-45a2b010-5d43-4390-bab3-e6d37b6b80d4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45a2b010-5d43-4390-bab3-e6d37b6b80d4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3671f129-cb00-494f-bac5-ae8a5bc81616' class='xr-var-data-in' type='checkbox'><label for='data-3671f129-cb00-494f-bac5-ae8a5bc81616' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></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>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-17364d50-89ce-47de-9b7d-4a6b34fa3af3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-17364d50-89ce-47de-9b7d-4a6b34fa3af3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b450c3c-1c5e-452d-b282-3c692c48fc80' class='xr-var-data-in' type='checkbox'><label for='data-6b450c3c-1c5e-452d-b282-3c692c48fc80' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6367470,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6367470.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6367470.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</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>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_GODAE model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d88a5455-f768-407e-be3a-cdbd5f1cd933' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d88a5455-f768-407e-be3a-cdbd5f1cd933' 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>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-02471afe-46de-44e4-8cae-7cafa907dcae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02471afe-46de-44e4-8cae-7cafa907dcae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91e20a2a-3359-42fb-be14-85e6d8aebe5d' class='xr-var-data-in' type='checkbox'><label for='data-91e20a2a-3359-42fb-be14-85e6d8aebe5d' 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>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>65160</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>360</dd><dt><span>GRIB_Ny :</span></dt><dd>181</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>1.0</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>1.0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-1.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>T Temperature K</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>unknown</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[65160 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-47c851b6-bd4d-45db-b97a-211dbad08689' class='xr-section-summary-in' type='checkbox'  ><label for='section-47c851b6-bd4d-45db-b97a-211dbad08689' 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>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f9e60867-81d8-409b-b09b-68228baa9699' class='xr-index-data-in' type='checkbox'/><label for='index-f9e60867-81d8-409b-b09b-68228baa9699' 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([-90.0, -89.0, -88.0, -87.0, -86.0, -85.0, -84.0, -83.0, -82.0, -81.0,\n",
                            "       ...\n",
                            "        81.0,  82.0,  83.0,  84.0,  85.0,  86.0,  87.0,  88.0,  89.0,  90.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=181))</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-5180a18d-801f-4d26-86e4-319582dcfb4b' class='xr-index-data-in' type='checkbox'/><label for='index-5180a18d-801f-4d26-86e4-319582dcfb4b' 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([ -1.0,   0.0,   1.0,   2.0,   3.0,   4.0,   5.0,   6.0,   7.0,   8.0,\n",
                            "       ...\n",
                            "       349.0, 350.0, 351.0, 352.0, 353.0, 354.0, 355.0, 356.0, 357.0, 358.0],\n",
                            "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=360))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4b6591cd-eedd-4815-8f1d-b1fd6a9ddc75' class='xr-section-summary-in' type='checkbox'  ><label for='section-4b6591cd-eedd-4815-8f1d-b1fd6a9ddc75' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>1</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_godae</dd><dt><span>product :</span></dt><dd>GMET</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model (NAVGEM, 2013-2024) and Navy Operational Global Atmospheric Prediction (NOGAPS, 2004-2013).</dd><dt><span>remote_grib :</span></dt><dd>https://usgodae.org/ftp/outgoing/fnmoc/models/nogaps/2005/2005021312/US058GMET-GR1mdl.0058_0240_00000F0RL2005021312_0105_000020-000000air_temp</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/navgem_godae/20050213/US058GMET-GR1mdl.0018_0056_00000F0RL2005021312_0105_000020-000000air_temp</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
                        ],
                        "text/plain": [
                            "<xarray.Dataset> Size: 265kB\n",
                            "Dimensions:              (latitude: 181, longitude: 360)\n",
                            "Coordinates:\n",
                            "    time                 datetime64[ns] 8B 2005-02-13T12:00:00\n",
                            "    step                 timedelta64[ns] 8B 00:00:00\n",
                            "    heightAboveGround    float64 8B 2.0\n",
                            "  * latitude             (latitude) float64 1kB -90.0 -89.0 -88.0 ... 89.0 90.0\n",
                            "  * longitude            (longitude) float64 3kB -1.0 0.0 1.0 ... 357.0 358.0\n",
                            "    valid_time           datetime64[ns] 8B ...\n",
                            "    gribfile_projection  object 8B None\n",
                            "Data variables:\n",
                            "    t2m                  (latitude, longitude) float32 261kB ...\n",
                            "Attributes:\n",
                            "    GRIB_edition:            1\n",
                            "    GRIB_centre:             fnmo\n",
                            "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
                            "    GRIB_subCentre:          0\n",
                            "    Conventions:             CF-1.7\n",
                            "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
                            "    model:                   navgem_godae\n",
                            "    product:                 GMET\n",
                            "    description:             Navy Global Environment Model (NAVGEM, 2013-2024...\n",
                            "    remote_grib:             https://usgodae.org/ftp/outgoing/fnmoc/models/no...\n",
                            "    local_grib:              /home/blaylock/data/navgem_godae/20050213/US058G...\n",
                            "    search:                  None"
                        ]
                    },
                    "execution_count": 25,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "ds = H.xarray()\n",
                "ds"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 26,
            "id": "b80dd5d0",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "<matplotlib.collections.QuadMesh at 0x7fdc8876b9e0>"
                        ]
                    },
                    "execution_count": 26,
                    "metadata": {},
                    "output_type": "execute_result"
                },
                {
                    "data": {
                        "image/png": 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",
                        "text/plain": [
                            "<Figure size 640x480 with 2 Axes>"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                }
            ],
            "source": [
                "ds.t2m.plot()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": null,
            "id": "f5968811",
            "metadata": {},
            "outputs": [],
            "source": []
        }
    ],
    "metadata": {
        "kernelspec": {
            "display_name": "flight",
            "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": "3.12.3"
        }
    },
    "nbformat": 4,
    "nbformat_minor": 5
}