diff --git a/notebooks/initial_flux_analysis.ipynb b/notebooks/initial_flux_analysis.ipynb
index 0db1a27..663ef7b 100644
--- a/notebooks/initial_flux_analysis.ipynb
+++ b/notebooks/initial_flux_analysis.ipynb
@@ -73,7 +73,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -122,11 +122,92 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 193,
    "metadata": {
     "scrolled": true
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180501.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180502.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180503.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180504.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180505.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180506.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180507.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180508.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180509.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180510.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180511.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180512.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180513.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180514.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180515.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180516.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180517.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180518.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180519.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180520.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180521.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180522.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180523.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180524.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180525.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180526.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180527.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180528.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180529.000000.nc\n",
+      "[DOWNLOADING] sgp30qcecorE14.s1.20180530.000000.nc\n",
+      "\n",
+      "If you use these data to prepare a publication, please cite:\n",
+      "\n",
+      "Xie, S. Quality Controlled Eddy Correlation Flux Measurement (30QCECOR).\n",
+      "Atmospheric Radiation Measurement (ARM) User Facility.\n",
+      "https://doi.org/10.5439/1097546\n",
+      "\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180512.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180511.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180510.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180513.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180521.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180522.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180524.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180523.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180525.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180527.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180526.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180515.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180514.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180516.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180519.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180520.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180518.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180517.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180528.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180530.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180529.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180502.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180503.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180504.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180501.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180505.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180506.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180507.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180508.000000.cdf\n",
+      "[DOWNLOADING] sgp30ecorE14.b1.20180509.000000.cdf\n",
+      "\n",
+      "If you use these data to prepare a publication, please cite:\n",
+      "\n",
+      "Sullivan, R., Billesbach, D., Keeler, E., & Ermold, B. Eddy Correlation Flux\n",
+      "Measurement System (30ECOR). Atmospheric Radiation Measurement (ARM) User\n",
+      "Facility. https://doi.org/10.5439/1025039\n",
+      "\n"
+     ]
+    }
+   ],
    "source": [
     "# Set your ARM Live data username and password.\n",
     "username = 'YourUserName'\n",
@@ -138,7 +219,7 @@
     "# You can also easily change the facility (E14) to other ones as well\n",
     "datastream = 'sgp30qcecorE14.s1'\n",
     "startdate = '20180501'\n",
-    "enddate = '20180507'\n",
+    "enddate = '20180530'\n",
     "\n",
     "# Download data using the webservice\n",
     "qcecor_files = act.discovery.download_data(username, token, datastream, startdate, enddate)\n",
@@ -157,9 +238,933 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 194,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
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+       ".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;\n",
+       "Dimensions:                (time: 1440)\n",
+       "Coordinates:\n",
+       "  * time                   (time) datetime64[ns] 2018-05-01 ... 2018-05-30T23...\n",
+       "Data variables:\n",
+       "    base_time              (time) datetime64[ns] 2018-05-01 ... 2018-05-30\n",
+       "    time_offset            (time) datetime64[ns] 2018-05-01 ... 2018-05-30T23...\n",
+       "    sensible_heat_flux     (time) float32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "    qc_sensible_heat_flux  (time) int32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "    latent_heat_flux       (time) float32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "    qc_latent_heat_flux    (time) int32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "    lat                    (time) float32 36.61 36.61 36.61 ... 36.61 36.61\n",
+       "    lon                    (time) float32 -97.49 -97.49 -97.49 ... -97.49 -97.49\n",
+       "    alt                    (time) float32 315.0 315.0 315.0 ... 315.0 315.0\n",
+       "    wind_dir               (time) float32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "    wind_spd               (time) float32 dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;\n",
+       "Attributes: (12/25)\n",
+       "    Conventions:           CF-1.6\n",
+       "    title:                 Quality Controlled Eddy Correlation Flux Measureme...\n",
+       "    description1:          This VAP of surface latent and sensible heat flux\\...\n",
+       "    description2:          Eddy correlation corrections applied: \\nWebb-Pearm...\n",
+       "    description3:          LLNL added QC includes: \\ndata range check, outlie...\n",
+       "    description4:          Additional QC is added on latent heat flux based o...\n",
+       "    ...                    ...\n",
+       "    doi:                   10.5439/1097546\n",
+       "    history:               created by user dsmgr on machine ruby at 2019-10-0...\n",
+       "    _file_dates:           [&#x27;20180501&#x27;, &#x27;20180502&#x27;, &#x27;20180503&#x27;, &#x27;20180504&#x27;, &#x27;...\n",
+       "    _file_times:           [&#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;,...\n",
+       "    _datastream:           sgp30qcecorE14.s1\n",
+       "    _arm_standards_flag:   1</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-d4f2fe12-6d09-452f-85d2-3d641c65f940' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d4f2fe12-6d09-452f-85d2-3d641c65f940' 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'>time</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f2295d64-a0ae-43a5-870a-7ccde8548a46' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f2295d64-a0ae-43a5-870a-7ccde8548a46' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-05-01 ... 2018-05-30T23:30:00</div><input id='attrs-2712623a-6070-4651-8268-f64a0ebc06f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2712623a-6070-4651-8268-f64a0ebc06f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a35ae73c-4aff-4a21-99c1-041886160069' class='xr-var-data-in' type='checkbox'><label for='data-a35ae73c-4aff-4a21-99c1-041886160069' 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 offset from midnight</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-05-01T00:00:00.000000000&#x27;, &#x27;2018-05-01T00:30:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-01T01:00:00.000000000&#x27;, ..., &#x27;2018-05-30T22:30:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-30T23:00:00.000000000&#x27;, &#x27;2018-05-30T23:30:00.000000000&#x27;],\n",
+       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-05458738-6e2e-45db-9ee7-ab5ce81baef5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-05458738-6e2e-45db-9ee7-ab5ce81baef5' class='xr-section-summary' >Data variables: <span>(11)</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>base_time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-05-01 ... 2018-05-30</div><input id='attrs-7473ae44-3230-448f-9029-c9794619c271' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7473ae44-3230-448f-9029-c9794619c271' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87a9506a-0188-4248-be58-c3e1b95072b0' class='xr-var-data-in' type='checkbox'><label for='data-87a9506a-0188-4248-be58-c3e1b95072b0' 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>string :</span></dt><dd>2018-05-01 00:00:00 0:00</dd><dt><span>long_name :</span></dt><dd>Base time in Epoch</dd><dt><span>ancillary_variables :</span></dt><dd>time_offset</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-05-01T00:00:00.000000000&#x27;, &#x27;2018-05-01T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-01T00:00:00.000000000&#x27;, ...,\n",
+       "       &#x27;2018-05-30T00:00:00.000000000&#x27;, &#x27;2018-05-30T00:00:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-30T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_offset</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-05-01 ... 2018-05-30T23:30:00</div><input id='attrs-265019ea-123b-4eac-b8fa-55e4e58280e9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-265019ea-123b-4eac-b8fa-55e4e58280e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08ee2717-40df-44e8-81bf-d558827d9ab4' class='xr-var-data-in' type='checkbox'><label for='data-08ee2717-40df-44e8-81bf-d558827d9ab4' 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 offset from base_time</dd><dt><span>ancillary_variables :</span></dt><dd>base_time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-05-01T00:00:00.000000000&#x27;, &#x27;2018-05-01T00:30:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-01T01:00:00.000000000&#x27;, ...,\n",
+       "       &#x27;2018-05-30T22:30:00.000000000&#x27;, &#x27;2018-05-30T23:00:00.000000000&#x27;,\n",
+       "       &#x27;2018-05-30T23:30:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sensible_heat_flux</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-d1363ec1-f2e0-4b3c-9980-3fcdfa9f1e03' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d1363ec1-f2e0-4b3c-9980-3fcdfa9f1e03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09514080-b42d-498e-8f32-20f4226569c1' class='xr-var-data-in' type='checkbox'><label for='data-09514080-b42d-498e-8f32-20f4226569c1' 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>Sensible heat flux at surface</dd><dt><span>units :</span></dt><dd>W/m^2</dd><dt><span>standard_name :</span></dt><dd>surface_upward_sensible_heat_flux</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>valid_max :</span></dt><dd>1100.0</dd><dt><span>valid_min :</span></dt><dd>-300.0</dd><dt><span>ancillary_variables :</span></dt><dd>qc_sensible_heat_flux</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
+       "        <td>\n",
+       "            <table>\n",
+       "                <thead>\n",
+       "                    <tr>\n",
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+       "                        <th> Array </th>\n",
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+       "                    </tr>\n",
+       "                </thead>\n",
+       "                <tbody>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Bytes </th>\n",
+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
+       "                    </tr>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Shape </th>\n",
+       "                        <td> (1440,) </td>\n",
+       "                        <td> (48,) </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                        <th> Count </th>\n",
+       "                        <td> 90 Tasks </td>\n",
+       "                        <td> 30 Chunks </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                    <th> Type </th>\n",
+       "                    <td> float32 </td>\n",
+       "                    <td> numpy.ndarray </td>\n",
+       "                    </tr>\n",
+       "                </tbody>\n",
+       "            </table>\n",
+       "        </td>\n",
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+       "        </td>\n",
+       "    </tr>\n",
+       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>qc_sensible_heat_flux</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-dadc71c9-d266-42a1-b0b8-36a0e2855a91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dadc71c9-d266-42a1-b0b8-36a0e2855a91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35f63d70-f676-4687-8ecc-c8952ea13d43' class='xr-var-data-in' type='checkbox'><label for='data-35f63d70-f676-4687-8ecc-c8952ea13d43' 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>Quality check results on field: Sensible heat flux at surface</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>This field contains integer values indicating the results of QC test on the data. Non-zero integers indicate the QC condition given in the description for those integers; a value of 0 indicates the data has not failed any QC tests.</dd><dt><span>flag_method :</span></dt><dd>integer</dd><dt><span>flag_2_description :</span></dt><dd>Value not available or failed one or more quality control tests, value set to missing_value.</dd><dt><span>flag_2_assessment :</span></dt><dd>Bad</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
+       "        <td>\n",
+       "            <table>\n",
+       "                <thead>\n",
+       "                    <tr>\n",
+       "                        <td> </td>\n",
+       "                        <th> Array </th>\n",
+       "                        <th> Chunk </th>\n",
+       "                    </tr>\n",
+       "                </thead>\n",
+       "                <tbody>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Bytes </th>\n",
+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
+       "                    </tr>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Shape </th>\n",
+       "                        <td> (1440,) </td>\n",
+       "                        <td> (48,) </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                        <th> Count </th>\n",
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+       "                        <td> 30 Chunks </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                    <th> Type </th>\n",
+       "                    <td> int32 </td>\n",
+       "                    <td> numpy.ndarray </td>\n",
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+       "        </td>\n",
+       "    </tr>\n",
+       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latent_heat_flux</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-b8f5b59b-bff8-4401-87da-52b1952a427a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8f5b59b-bff8-4401-87da-52b1952a427a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d44563d7-e189-4d49-b14b-c4ee5abfedc2' class='xr-var-data-in' type='checkbox'><label for='data-d44563d7-e189-4d49-b14b-c4ee5abfedc2' 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>Latent heat flux at surface</dd><dt><span>units :</span></dt><dd>W/m^2</dd><dt><span>standard_name :</span></dt><dd>surface_upward_latent_heat_flux</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>valid_max :</span></dt><dd>1100.0</dd><dt><span>valid_min :</span></dt><dd>-300.0</dd><dt><span>ancillary_variables :</span></dt><dd>qc_latent_heat_flux</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
+       "        <td>\n",
+       "            <table>\n",
+       "                <thead>\n",
+       "                    <tr>\n",
+       "                        <td> </td>\n",
+       "                        <th> Array </th>\n",
+       "                        <th> Chunk </th>\n",
+       "                    </tr>\n",
+       "                </thead>\n",
+       "                <tbody>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Bytes </th>\n",
+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
+       "                    </tr>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Shape </th>\n",
+       "                        <td> (1440,) </td>\n",
+       "                        <td> (48,) </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                        <th> Count </th>\n",
+       "                        <td> 90 Tasks </td>\n",
+       "                        <td> 30 Chunks </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                    <th> Type </th>\n",
+       "                    <td> float32 </td>\n",
+       "                    <td> numpy.ndarray </td>\n",
+       "                    </tr>\n",
+       "                </tbody>\n",
+       "            </table>\n",
+       "        </td>\n",
+       "        <td>\n",
+       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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+       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
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+       "</svg>\n",
+       "        </td>\n",
+       "    </tr>\n",
+       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>qc_latent_heat_flux</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-30681b95-fd63-477b-8241-837ffc59154e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30681b95-fd63-477b-8241-837ffc59154e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6371f799-d992-4414-abfb-096919e27bbc' class='xr-var-data-in' type='checkbox'><label for='data-6371f799-d992-4414-abfb-096919e27bbc' 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>Quality check results on field: Latent heat flux at surface</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>This field contains integer values indicating the results of QC test on the data. Non-zero integers indicate the QC condition given in the description for those integers; a value of 0 indicates the data has not failed any QC tests.</dd><dt><span>flag_method :</span></dt><dd>integer</dd><dt><span>flag_1_description :</span></dt><dd>Use caution, Value might be impacted by wetness issue of instrument based on SEBS wetness data</dd><dt><span>flag_1_assessment :</span></dt><dd>Indeterminate</dd><dt><span>flag_2_description :</span></dt><dd>Value not available or failed one or more quality control tests, value set to missing_value.</dd><dt><span>flag_2_assessment :</span></dt><dd>Bad</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
+       "        <td>\n",
+       "            <table>\n",
+       "                <thead>\n",
+       "                    <tr>\n",
+       "                        <td> </td>\n",
+       "                        <th> Array </th>\n",
+       "                        <th> Chunk </th>\n",
+       "                    </tr>\n",
+       "                </thead>\n",
+       "                <tbody>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Bytes </th>\n",
+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
+       "                    </tr>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Shape </th>\n",
+       "                        <td> (1440,) </td>\n",
+       "                        <td> (48,) </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                        <th> Count </th>\n",
+       "                        <td> 90 Tasks </td>\n",
+       "                        <td> 30 Chunks </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                    <th> Type </th>\n",
+       "                    <td> int32 </td>\n",
+       "                    <td> numpy.ndarray </td>\n",
+       "                    </tr>\n",
+       "                </tbody>\n",
+       "            </table>\n",
+       "        </td>\n",
+       "        <td>\n",
+       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+       "\n",
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+       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
+       "\n",
+       "  <!-- Colored Rectangle -->\n",
+       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#8B4903A0;stroke-width:0\"/>\n",
+       "\n",
+       "  <!-- Text -->\n",
+       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1440</text>\n",
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+       "</svg>\n",
+       "        </td>\n",
+       "    </tr>\n",
+       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>36.61 36.61 36.61 ... 36.61 36.61</div><input id='attrs-b96257db-c01c-4287-bd22-e26cc99c63fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b96257db-c01c-4287-bd22-e26cc99c63fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65f0c83d-b1c4-4c9b-9e68-1b068670348b' class='xr-var-data-in' type='checkbox'><label for='data-65f0c83d-b1c4-4c9b-9e68-1b068670348b' 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>North latitude</dd><dt><span>units :</span></dt><dd>degree_N</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd></dl></div><div class='xr-var-data'><pre>array([36.607, 36.607, 36.607, ..., 36.607, 36.607, 36.607], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-97.49 -97.49 ... -97.49 -97.49</div><input id='attrs-67de97f0-58c8-426f-84b2-e5dd653e8491' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67de97f0-58c8-426f-84b2-e5dd653e8491' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4036faea-f0f2-4bef-969e-187270c5df17' class='xr-var-data-in' type='checkbox'><label for='data-4036faea-f0f2-4bef-969e-187270c5df17' 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>East longitude</dd><dt><span>units :</span></dt><dd>degree_E</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd></dl></div><div class='xr-var-data'><pre>array([-97.488, -97.488, -97.488, ..., -97.488, -97.488, -97.488],\n",
+       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>alt</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>315.0 315.0 315.0 ... 315.0 315.0</div><input id='attrs-ab005fc8-dda9-44c1-a13c-c7c925b2dd99' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ab005fc8-dda9-44c1-a13c-c7c925b2dd99' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86358ff6-3034-44ae-84e0-0adad4e22858' class='xr-var-data-in' type='checkbox'><label for='data-86358ff6-3034-44ae-84e0-0adad4e22858' 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>Altitude above mean sea level</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>standard_name :</span></dt><dd>altitude</dd></dl></div><div class='xr-var-data'><pre>array([315., 315., 315., ..., 315., 315., 315.], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_dir</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-229fa3b2-59f4-4ada-a212-c19bb8e88271' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-229fa3b2-59f4-4ada-a212-c19bb8e88271' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27265776-6f49-4970-9447-496c5cec527f' class='xr-var-data-in' type='checkbox'><label for='data-27265776-6f49-4970-9447-496c5cec527f' 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>Vector averaged wind direction</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>360.0</dd><dt><span>resolution :</span></dt><dd>1.0</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
+       "        <td>\n",
+       "            <table>\n",
+       "                <thead>\n",
+       "                    <tr>\n",
+       "                        <td> </td>\n",
+       "                        <th> Array </th>\n",
+       "                        <th> Chunk </th>\n",
+       "                    </tr>\n",
+       "                </thead>\n",
+       "                <tbody>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Bytes </th>\n",
+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
+       "                    </tr>\n",
+       "                    \n",
+       "                    <tr>\n",
+       "                        <th> Shape </th>\n",
+       "                        <td> (1440,) </td>\n",
+       "                        <td> (48,) </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                        <th> Count </th>\n",
+       "                        <td> 90 Tasks </td>\n",
+       "                        <td> 30 Chunks </td>\n",
+       "                    </tr>\n",
+       "                    <tr>\n",
+       "                    <th> Type </th>\n",
+       "                    <td> float32 </td>\n",
+       "                    <td> numpy.ndarray </td>\n",
+       "                    </tr>\n",
+       "                </tbody>\n",
+       "            </table>\n",
+       "        </td>\n",
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+       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_spd</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(48,), meta=np.ndarray&gt;</div><input id='attrs-b5e63622-b4a6-40fc-b788-eb9155cada55' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b5e63622-b4a6-40fc-b788-eb9155cada55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2dfd6b1-871c-493b-8ebc-d46889536e36' class='xr-var-data-in' type='checkbox'><label for='data-b2dfd6b1-871c-493b-8ebc-d46889536e36' 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>Vector averaged wind speed</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>42.0</dd><dt><span>resolution :</span></dt><dd>0.01</dd></dl></div><div class='xr-var-data'><table>\n",
+       "    <tr>\n",
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+       "                <tbody>\n",
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+       "                    <tr>\n",
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+       "                        <td> 5.62 kiB </td>\n",
+       "                        <td> 192 B </td>\n",
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+       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-65649073-0bf7-41f9-ab82-e09a6f4205f0' class='xr-section-summary-in' type='checkbox'  ><label for='section-65649073-0bf7-41f9-ab82-e09a6f4205f0' class='xr-section-summary' >Indexes: <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-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7d7c7721-0175-4377-a93b-f195541e3a36' class='xr-index-data-in' type='checkbox'/><label for='index-7d7c7721-0175-4377-a93b-f195541e3a36' 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(DatetimeIndex([&#x27;2018-05-01 00:00:00&#x27;, &#x27;2018-05-01 00:30:00&#x27;,\n",
+       "               &#x27;2018-05-01 01:00:00&#x27;, &#x27;2018-05-01 01:30:00&#x27;,\n",
+       "               &#x27;2018-05-01 02:00:00&#x27;, &#x27;2018-05-01 02:30:00&#x27;,\n",
+       "               &#x27;2018-05-01 03:00:00&#x27;, &#x27;2018-05-01 03:30:00&#x27;,\n",
+       "               &#x27;2018-05-01 04:00:00&#x27;, &#x27;2018-05-01 04:30:00&#x27;,\n",
+       "               ...\n",
+       "               &#x27;2018-05-30 19:00:00&#x27;, &#x27;2018-05-30 19:30:00&#x27;,\n",
+       "               &#x27;2018-05-30 20:00:00&#x27;, &#x27;2018-05-30 20:30:00&#x27;,\n",
+       "               &#x27;2018-05-30 21:00:00&#x27;, &#x27;2018-05-30 21:30:00&#x27;,\n",
+       "               &#x27;2018-05-30 22:00:00&#x27;, &#x27;2018-05-30 22:30:00&#x27;,\n",
+       "               &#x27;2018-05-30 23:00:00&#x27;, &#x27;2018-05-30 23:30:00&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=1440, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-266e8c2f-33cf-4ca0-91ab-04736da11ac1' class='xr-section-summary-in' type='checkbox'  ><label for='section-266e8c2f-33cf-4ca0-91ab-04736da11ac1' class='xr-section-summary' >Attributes: <span>(25)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>title :</span></dt><dd>Quality Controlled Eddy Correlation Flux Measurement (QCECOR) for surface sensible and latent fluxes</dd><dt><span>description1 :</span></dt><dd>This VAP of surface latent and sensible heat flux\n",
+       "is generated based on original ECOR data\n",
+       "by Yunyan Zhang and Shaocheng Xie (LLNL)\n",
+       "with help from ARM ECOR instrument mentor David R. Cook (ANL).</dd><dt><span>description2 :</span></dt><dd>Eddy correlation corrections applied: \n",
+       "Webb-Pearman correction, frequency correction,\n",
+       "sensor separation correction, stability corrections, filtering correction,\n",
+       "and line-averaging and volume-averaging corrections.\n",
+       "For data after the installation of Surface Energy Balance System (SEBS) (Jan. 2011),\n",
+       "the SEBS wetness data are used to constrain heat fluxes when processing.\n",
+       "Sonic anemometer height is set to be 3 meters,\n",
+       "except for SGP.E21 where it is set to be 4 meters.</dd><dt><span>description3 :</span></dt><dd>LLNL added QC includes: \n",
+       "data range check, outlier check, standard deviation check, \n",
+       "and temporal variability check\n",
+       "Value is set to missing if it fails LLNL QC, qc flag value is set to 2</dd><dt><span>description4 :</span></dt><dd>Additional QC is added on latent heat flux based on SEBS wetness data which become available after Oct. 2010. \n",
+       "If SEBS wetness &lt; 2, then latent heat flux qc flag is set to 1.\n",
+       "However the value of latent heat flux is kept and NOT set to missing.\n",
+       "This is because SEBS wetness &lt; 2 happens so frequently during night, for users&#x27; benefit or interest\n",
+       "on diurnal cycle data, the value is kept. Please USE with CAUTION!</dd><dt><span>institution :</span></dt><dd>United States Department of Energy - Atmospheric Radiation Measurement (ARM) program</dd><dt><span>process_version :</span></dt><dd>vap-qcecor-1.2-0.el6</dd><dt><span>dod_version :</span></dt><dd>30qcecor-s1-1.1</dd><dt><span>datastream :</span></dt><dd>sgp30qcecorE14.s1</dd><dt><span>platform_id :</span></dt><dd>30qcecor</dd><dt><span>data_level :</span></dt><dd>s1</dd><dt><span>site_id :</span></dt><dd>sgp</dd><dt><span>facility_id :</span></dt><dd>E14</dd><dt><span>location_description :</span></dt><dd>Southern Great Plains (SGP), Lamont, Oklahoma</dd><dt><span>authors :</span></dt><dd>Yunyan Zhang (zhang25@llnl.gov)</dd><dt><span>qc_date :</span></dt><dd>Thu Jan 28 21:54:10 UTC 2016</dd><dt><span>command_line :</span></dt><dd>idl -R -n qcecor -s sgp -f E14 -D -b 20030912 -e 20191008</dd><dt><span>input_datastreams :</span></dt><dd>sgp30ecorE14.b1 : 13.4 : 20180501.000000\n",
+       "sgpsebsE14.b1 : 1.5 : 20180501.000000</dd><dt><span>doi :</span></dt><dd>10.5439/1097546</dd><dt><span>history :</span></dt><dd>created by user dsmgr on machine ruby at 2019-10-08 14:25:59, using vap-qcecor-1.2-0.el6</dd><dt><span>_file_dates :</span></dt><dd>[&#x27;20180501&#x27;, &#x27;20180502&#x27;, &#x27;20180503&#x27;, &#x27;20180504&#x27;, &#x27;20180505&#x27;, &#x27;20180506&#x27;, &#x27;20180507&#x27;, &#x27;20180508&#x27;, &#x27;20180509&#x27;, &#x27;20180510&#x27;, &#x27;20180511&#x27;, &#x27;20180512&#x27;, &#x27;20180513&#x27;, &#x27;20180514&#x27;, &#x27;20180515&#x27;, &#x27;20180516&#x27;, &#x27;20180517&#x27;, &#x27;20180518&#x27;, &#x27;20180519&#x27;, &#x27;20180520&#x27;, &#x27;20180521&#x27;, &#x27;20180522&#x27;, &#x27;20180523&#x27;, &#x27;20180524&#x27;, &#x27;20180525&#x27;, &#x27;20180526&#x27;, &#x27;20180527&#x27;, &#x27;20180528&#x27;, &#x27;20180529&#x27;, &#x27;20180530&#x27;]</dd><dt><span>_file_times :</span></dt><dd>[&#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;, &#x27;000000&#x27;]</dd><dt><span>_datastream :</span></dt><dd>sgp30qcecorE14.s1</dd><dt><span>_arm_standards_flag :</span></dt><dd>1</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:                (time: 1440)\n",
+       "Coordinates:\n",
+       "  * time                   (time) datetime64[ns] 2018-05-01 ... 2018-05-30T23...\n",
+       "Data variables:\n",
+       "    base_time              (time) datetime64[ns] 2018-05-01 ... 2018-05-30\n",
+       "    time_offset            (time) datetime64[ns] 2018-05-01 ... 2018-05-30T23...\n",
+       "    sensible_heat_flux     (time) float32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "    qc_sensible_heat_flux  (time) int32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "    latent_heat_flux       (time) float32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "    qc_latent_heat_flux    (time) int32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "    lat                    (time) float32 36.61 36.61 36.61 ... 36.61 36.61\n",
+       "    lon                    (time) float32 -97.49 -97.49 -97.49 ... -97.49 -97.49\n",
+       "    alt                    (time) float32 315.0 315.0 315.0 ... 315.0 315.0\n",
+       "    wind_dir               (time) float32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "    wind_spd               (time) float32 dask.array<chunksize=(48,), meta=np.ndarray>\n",
+       "Attributes: (12/25)\n",
+       "    Conventions:           CF-1.6\n",
+       "    title:                 Quality Controlled Eddy Correlation Flux Measureme...\n",
+       "    description1:          This VAP of surface latent and sensible heat flux\\...\n",
+       "    description2:          Eddy correlation corrections applied: \\nWebb-Pearm...\n",
+       "    description3:          LLNL added QC includes: \\ndata range check, outlie...\n",
+       "    description4:          Additional QC is added on latent heat flux based o...\n",
+       "    ...                    ...\n",
+       "    doi:                   10.5439/1097546\n",
+       "    history:               created by user dsmgr on machine ruby at 2019-10-0...\n",
+       "    _file_dates:           ['20180501', '20180502', '20180503', '20180504', '...\n",
+       "    _file_times:           ['000000', '000000', '000000', '000000', '000000',...\n",
+       "    _datastream:           sgp30qcecorE14.s1\n",
+       "    _arm_standards_flag:   1"
+      ]
+     },
+     "execution_count": 194,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "# Reading in data to an xarray dataset is very easy using ACT\n",
     "# ARM has some standards that can cause issues with the xarray reader at times\n",
@@ -189,9 +1194,30 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 195,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7fabe9bd5d80>]"
+      ]
+     },
+     "execution_count": 195,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# We can use xarray funcationality to quickly plot up the data\n",
     "ds['sensible_heat_flux'].plot()"
@@ -199,9 +1225,30 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 196,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7fabd8e97c70>]"
+      ]
+     },
+     "execution_count": 196,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# Let's just make sure the wind data looks good as well\n",
     "ds['wind_spd'].plot()"
@@ -218,7 +1265,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 197,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -308,7 +1355,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 198,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -338,58 +1385,115 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
+   "execution_count": 199,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/urllib3/connectionpool.py:1056: InsecureRequestWarning: Unverified HTTPS request is being made to host 'nassgeodata.gmu.edu'. Adding certificate verification is strongly advised. See: https://urllib3.readthedocs.io/en/1.26.x/advanced-usage.html#ssl-warnings\n",
+      "  warnings.warn(\n"
+     ]
+    }
+   ],
    "source": [
-    "# Get data variables\n",
-    "wdir = ds['wind_dir'].values\n",
+    "# Set a dummy wind direction variable\n",
+    "c_dir = np.arange(0, 361, 45)\n",
     "lat = ds['lat'].values\n",
     "lon = ds['lon'].values\n",
     "time = ds['time'].values\n",
     "\n",
     "# We will need the year for getting the crop type\n",
     "year = time.astype('datetime64[Y]').astype(int) + 1970\n",
+    "unique_year = np.unique(year)\n",
     "\n",
-    "# Get good fetch ranges for this site\n",
+    "# Create a dictionary to house all the crop information\n",
+    "crop_dict = {}\n",
+    "for yr in unique_year:\n",
+    "        crop = []\n",
+    "        for i, d in enumerate(c_dir):\n",
+    "            lat2, lon2 = act.utils.geo_utils.destination_azimuth_distance(lat[0], lon[0], d, 50.)\n",
+    "            crop.append(act.discovery.get_cropscape.croptype(lat2, lon2, yr))\n",
+    "        if crop[0] == None:\n",
+    "            crop[0] = crop[-1]\n",
+    "        crop_dict[yr] = {'c_dir': c_dir, 'crop_type': crop}"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 205,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# Set bins and get data.  We want the crop types pulled earlier\n",
+    "# to be at the center of the bin so since we set the bins to 45º\n",
+    "# earlier, we want to shift them by half.  In doing this, we also\n",
+    "# have to add 0 back to the array so it properly bins for 0-22.5\n",
+    "bins = list(c_dir + 22.5)\n",
+    "bins = np.asarray([0] + bins)\n",
+    "wdir = ds['wind_dir'].values\n",
+    "\n",
+    "# Get the data grouped by year as the crop type may\n",
+    "# change each yet\n",
+    "ds_year = ds.groupby('time.year')\n",
+    "\n",
+    "# Get good fetch ranges for this site and set the QC\n",
     "site = ds.attrs['site_id']\n",
     "fac = ds.attrs['facility_id']\n",
     "ranges = get_arm_fetch(site, fac)\n",
+    "qc_ind = []\n",
+    "for r in ranges:\n",
+    "    qc_ind = np.concatenate((qc_ind, np.where((wdir >= r[0]) & (wdir <= r[1]))[0]))\n",
+    "\n",
+    "# Set the QC variable for the wind direction.\n",
+    "qc_crop = np.zeros(len(wdir))\n",
+    "qc_crop[qc_ind.astype(int)] = 1\n",
     "\n",
-    "# Run through each wind sample and get the crop type\n",
-    "# Run through each wind direction and get crop type based on wind direction\n",
-    "# Default of 100 m distance, but not sure if that needs to be updated.\n",
-    "# QC flag will be set to either 0 or 1 for good or bad data\n",
-    "\n",
-    "# Note!  You will see some warnings come through\n",
-    "crop = []\n",
-    "qc_crop = []\n",
-    "for i, d in enumerate(wdir):\n",
-    "    lat2, lon2 = act.utils.geo_utils.destination_azimuth_distance(lat[0], lon[0], d, 100.)\n",
-    "    if np.isnan(lat2) or np.isnan(lon2):\n",
-    "        crop.append(np.nan)\n",
-    "    else:\n",
-    "        crop.append(act.discovery.get_cropscape.croptype(lat2, lon2, year[i]))\n",
-    "    flag = 1\n",
-    "    for r in ranges:\n",
-    "        if r[0] <= d <= r[1]:\n",
-    "            flag = 0\n",
-    "    if flag == 1:\n",
-    "        qc_crop.append(1)\n",
-    "    else:\n",
-    "        qc_crop.append(0)\n",
+    "# Create an empty variable for the crop information\n",
+    "crop_type = np.empty(len(wdir), dtype=object)\n",
     "\n",
+    "# For each year, group the data by bins from earlier.\n",
+    "for yr in ds_year.groups.keys():\n",
+    "    ds_wind = ds_year[yr].groupby_bins('wind_dir', bins, labels=bins.astype(str)[:-1], include_lowest=True)\n",
+    "    \n",
+    "    # For each bin, set the crop type for all the corresponding data points\n",
+    "    for i, b in enumerate(bins[:-1].astype(str)):\n",
+    "        # We can get the indices of the data in the group easily\n",
+    "        ind = ds_wind.groups[b]\n",
+    "        crop_type[ind] = crop_dict[yr]['crop_type'][i]\n",
+    "        \n",
     "# Add crop type and QC flag to existing object\n",
     "atts = {'long_name': 'Crop type information based on wind direction as taken from CropScape',\n",
     "            'units': 'unitless'}\n",
-    "da = xr.DataArray(data=crop, dims=ds['wind_dir'].dims, name='crop_type', attrs=atts)\n",
+    "da = xr.DataArray(data=crop_type, dims=ds['wind_dir'].dims, name='crop_type', attrs=atts)\n",
     "ds['crop_type'] = da \n",
     "        \n",
     "ds.qcfilter.create_qc_variable('crop_type',flag_type=True)\n",
     "ds['qc_crop_type'].values = qc_crop\n",
     "ds['qc_crop_type'].attrs['flag_values'] = [0,1]\n",
     "ds['qc_crop_type'].attrs['flag_meanings'] = ['Sufficient Fetch','Insufficient Fetch']\n",
-    "ds['qc_crop_type'].attrs['flag_assessments'] = ['Good','Suspect']\n"
+    "ds['qc_crop_type'].attrs['flag_assessments'] = ['Good','Suspect']"
    ]
   },
   {
@@ -403,20 +1507,57 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 201,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'plot_handle': <Axes: title={'center': 'sgp30qcecorE14.s1 sensible_heat_flux on 20180501'}, xlabel='(W/m^2)', ylabel='count'>,\n",
+       " 'bins': array([-252.07791 , -176.64098 , -101.20404 ,  -25.767105,   49.66983 ,\n",
+       "         125.106766,  200.5437  ,  275.98065 ,  351.41757 ,  426.8545  ,\n",
+       "         502.29144 ], dtype=float32),\n",
+       " 'histogram': array([  1,   6, 306, 579, 136, 106, 133,  89,  49,  12])}"
+      ]
+     },
+     "execution_count": 201,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# First let's plot out all the data\n",
-    "hist = act.plotting.HistogramDisplay(ds)\n",
+    "hist = act.plotting.DistributionDisplay(ds)\n",
     "hist.plot_stairstep_graph('sensible_heat_flux')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 202,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array(['Alfalfa', 'Alfalfa', 'Alfalfa', ..., 'Grass/Pasture',\n",
+       "       'Grass/Pasture', 'Grass/Pasture'], dtype=object)"
+      ]
+     },
+     "execution_count": 202,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "# Next let's look at the crop types we have for this site\n",
     "ds['crop_type'].values"
@@ -424,9 +1565,30 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 203,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x7fabcb474670>"
+      ]
+     },
+     "execution_count": 203,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# Let's pick two of these to plot up\n",
     "# Feel free to change the types around as well\n",
@@ -434,7 +1596,7 @@
     "ds_wheat = ds.where(ds.crop_type == 'Winter Wheat')\n",
     "\n",
     "# Let's plot again\n",
-    "hist = act.plotting.HistogramDisplay({'Alfalfa': ds_alfalfa, 'Wheat': ds_wheat})\n",
+    "hist = act.plotting.DistributionDisplay({'Alfalfa': ds_alfalfa, 'Wheat': ds_wheat})\n",
     "hist.plot_stairstep_graph('sensible_heat_flux', dsname='Alfalfa', label='Alfalfa')\n",
     "hist.plot_stairstep_graph('sensible_heat_flux', dsname='Wheat', label='Wheat')\n",
     "plt.legend()"
@@ -442,9 +1604,42 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 204,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/atheisen/Code/ACT/act/plotting/windrosedisplay.py:424: RuntimeWarning: Mean of empty slice\n",
+      "  mean_data[i, j] = np.nanmean(data[idx])\n",
+      "/opt/anaconda3/lib/python3.10/site-packages/dask/array/reductions.py:569: RuntimeWarning: All-NaN slice encountered\n",
+      "  return np.nanmax(x_chunk, axis=axis, keepdims=keepdims)\n",
+      "/Users/atheisen/Code/ACT/act/plotting/windrosedisplay.py:424: RuntimeWarning: Mean of empty slice\n",
+      "  mean_data[i, j] = np.nanmean(data[idx])\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<PolarAxes: title={'center': 'Mean of sensible_heat_flux (W/m^2) by\\n wind_dir from 20180501 to 20180530'}>"
+      ]
+     },
+     "execution_count": 204,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1600x1000 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# Lets try a different type of display that will show at\n",
     "# which wind direction and speeds we see larger fluxes\n",
@@ -542,7 +1737,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.10.9"
+   "version": "3.10.11"
   },
   "nbdime-conflicts": {
    "local_diff": [