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  {
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   "source": [
    "# MAGxHR_1B (Magnetic field 50Hz)\n",
    "\n",
    "> Abstract: Access to the high rate (50Hz) magnetic data (level 1b product)."
   ]
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     "text": [
      "Python implementation: CPython\n",
      "Python version       : 3.11.6\n",
      "IPython version      : 8.18.0\n",
      "\n",
      "viresclient: 0.12.3\n",
      "pandas     : 2.1.3\n",
      "xarray     : 2023.12.0\n",
      "matplotlib : 3.8.2\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%load_ext watermark\n",
    "%watermark -i -v -p viresclient,pandas,xarray,matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
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     "shell.execute_reply": "2025-06-21T21:41:26.416458Z"
    }
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   "outputs": [],
   "source": [
    "from viresclient import SwarmRequest\n",
    "import datetime as dt\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
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   "source": [
    "request = SwarmRequest()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Product information\n",
    "\n",
    "The 50Hz measurements of the magnetic field vector (`B_NEC`) and total intensity (`F`).\n",
    "\n",
    "Documentation:\n",
    "- https://earth.esa.int/web/guest/missions/esa-eo-missions/swarm/data-handbook/level-1b-product-definitions#MAGX_HR_1B_Product\n",
    "\n",
    "Measurements are available through VirES as part of collections with names containing `MAGx_HR`, for each Swarm spacecraft:"
   ]
  },
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   "execution_count": 4,
   "metadata": {
    "execution": {
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     "data": {
      "text/plain": [
       "{'MAG_HR': ['SW_OPER_MAGA_HR_1B',\n",
       "  'SW_OPER_MAGB_HR_1B',\n",
       "  'SW_OPER_MAGC_HR_1B',\n",
       "  'SW_FAST_MAGA_HR_1B',\n",
       "  'SW_FAST_MAGB_HR_1B',\n",
       "  'SW_FAST_MAGC_HR_1B']}"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "request.available_collections(\"MAG_HR\", details=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The measurements can be used together with geomagnetic model evaluations as shall be shown below."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Check what \"MAG_HR\" data variables are available"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-06-21T21:41:26.878653Z",
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    {
     "data": {
      "text/plain": [
       "['F',\n",
       " 'B_VFM',\n",
       " 'B_NEC',\n",
       " 'dB_Sun',\n",
       " 'dB_AOCS',\n",
       " 'dB_other',\n",
       " 'B_error',\n",
       " 'q_NEC_CRF',\n",
       " 'Att_error',\n",
       " 'Flags_B',\n",
       " 'Flags_q',\n",
       " 'Flags_Platform']"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "request.available_measurements(\"MAG_HR\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fetch and load data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
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       "Downloading:   0%|          |  [ Elapsed: 00:00, Remaining: ? ] (0.181MB)"
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   "source": [
    "request = SwarmRequest()\n",
    "request.set_collection(\"SW_OPER_MAGA_HR_1B\")\n",
    "request.set_products(\n",
    "   measurements=[\"B_NEC\"],\n",
    ")\n",
    "data = request.get_between(\n",
    "   start_time=\"2015-06-21T12:00:00Z\", \n",
    "   end_time=\"2015-06-21T12:01:00Z\",\n",
    "   asynchronous=False\n",
    ")"
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     "shell.execute_reply": "2025-06-21T21:41:29.117789Z"
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    {
     "data": {
      "text/plain": [
       "['SW_OPER_MAGA_HR_1B_20150621T000000_20150621T235959_0602_MDR_MAG_HR']"
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   "source": [
    "data.sources"
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       "  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;\n",
       "Dimensions:     (Timestamp: 3000, NEC: 3)\n",
       "Coordinates:\n",
       "  * Timestamp   (Timestamp) datetime64[ns] 2015-06-21T12:00:00.007250176 ... ...\n",
       "  * NEC         (NEC) &lt;U1 &#x27;N&#x27; &#x27;E&#x27; &#x27;C&#x27;\n",
       "Data variables:\n",
       "    Spacecraft  (Timestamp) object &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;\n",
       "    Longitude   (Timestamp) float64 -17.17 -17.17 -17.17 ... -17.12 -17.12\n",
       "    B_NEC       (Timestamp, NEC) float64 9.677e+03 -3.496e+03 ... -1.817e+04\n",
       "    Latitude    (Timestamp) float64 -41.84 -41.83 -41.83 ... -38.01 -38.01\n",
       "    Radius      (Timestamp) float64 6.837e+06 6.837e+06 ... 6.836e+06 6.836e+06\n",
       "Attributes:\n",
       "    Sources:         [&#x27;SW_OPER_MAGA_HR_1B_20150621T000000_20150621T235959_060...\n",
       "    MagneticModels:  []\n",
       "    AppliedFilters:  []</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-eed4a42f-16c5-454c-9898-c8e74fd4d4af' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-eed4a42f-16c5-454c-9898-c8e74fd4d4af' 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'>Timestamp</span>: 3000</li><li><span class='xr-has-index'>NEC</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b569785d-49b6-4c2c-ba1a-05ae5eb10b3b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b569785d-49b6-4c2c-ba1a-05ae5eb10b3b' class='xr-section-summary' >Coordinates: <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-var-name'><span class='xr-has-index'>Timestamp</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2015-06-21T12:00:00.007250176 .....</div><input id='attrs-fedcbe73-f7b6-4365-bb0b-44a68c366662' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fedcbe73-f7b6-4365-bb0b-44a68c366662' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0624e161-f12d-4cd0-8da3-3aab1784c495' class='xr-var-data-in' type='checkbox'><label for='data-0624e161-f12d-4cd0-8da3-3aab1784c495' 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>description :</span></dt><dd>Time stamp</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2015-06-21T12:00:00.007250176&#x27;, &#x27;2015-06-21T12:00:00.027250176&#x27;,\n",
       "       &#x27;2015-06-21T12:00:00.047249920&#x27;, ..., &#x27;2015-06-21T12:00:59.943929600&#x27;,\n",
       "       &#x27;2015-06-21T12:00:59.963929600&#x27;, &#x27;2015-06-21T12:00:59.983929600&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>NEC</span></div><div class='xr-var-dims'>(NEC)</div><div class='xr-var-dtype'>&lt;U1</div><div class='xr-var-preview xr-preview'>&#x27;N&#x27; &#x27;E&#x27; &#x27;C&#x27;</div><input id='attrs-e6a1980a-a143-4bab-95c5-f6e26fc2b6ff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e6a1980a-a143-4bab-95c5-f6e26fc2b6ff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a60d3a8-804e-4743-aa7e-f2654bab5898' class='xr-var-data-in' type='checkbox'><label for='data-5a60d3a8-804e-4743-aa7e-f2654bab5898' 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></dd><dt><span>description :</span></dt><dd>NEC frame - North, East, Centre (down)</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;N&#x27;, &#x27;E&#x27;, &#x27;C&#x27;], dtype=&#x27;&lt;U1&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-63a5af55-e8cd-4513-92be-45c6616711bb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-63a5af55-e8cd-4513-92be-45c6616711bb' class='xr-section-summary' >Data variables: <span>(5)</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>Spacecraft</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; ... &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27; &#x27;A&#x27;</div><input id='attrs-983c4433-aea8-40e3-a30c-c519ea972c7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-983c4433-aea8-40e3-a30c-c519ea972c7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d7bea35-ed72-496b-85a8-5ba24aa7efcc' class='xr-var-data-in' type='checkbox'><label for='data-3d7bea35-ed72-496b-85a8-5ba24aa7efcc' 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>-</dd><dt><span>description :</span></dt><dd>Spacecraft identifier (values: &#x27;A&#x27;, &#x27;B&#x27;, &#x27;C&#x27; or &#x27;-&#x27; if not available).</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;A&#x27;, &#x27;A&#x27;, &#x27;A&#x27;, ..., &#x27;A&#x27;, &#x27;A&#x27;, &#x27;A&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-17.17 -17.17 ... -17.12 -17.12</div><input id='attrs-acbeecac-19d1-4c7c-adbb-ed7452f96b56' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-acbeecac-19d1-4c7c-adbb-ed7452f96b56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-811d244b-25cf-43a1-b420-94ddb69b7547' class='xr-var-data-in' type='checkbox'><label for='data-811d244b-25cf-43a1-b420-94ddb69b7547' 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>deg</dd><dt><span>description :</span></dt><dd>Position in ITRF – Longitude</dd></dl></div><div class='xr-var-data'><pre>array([-17.1669267, -17.1669038, -17.166881 , ..., -17.1159952,\n",
       "       -17.1159836, -17.115972 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_NEC</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.677e+03 -3.496e+03 ... -1.817e+04</div><input id='attrs-8b15033a-808c-4afc-a8f0-376fd9feaeca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b15033a-808c-4afc-a8f0-376fd9feaeca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a79e1922-fac1-4082-8ce3-b781adf403a4' class='xr-var-data-in' type='checkbox'><label for='data-a79e1922-fac1-4082-8ce3-b781adf403a4' 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>nT</dd><dt><span>description :</span></dt><dd>Magnetic field vector, NEC frame</dd></dl></div><div class='xr-var-data'><pre>array([[  9676.8786,  -3495.6021, -18414.1728],\n",
       "       [  9676.8108,  -3495.6706, -18414.046 ],\n",
       "       [  9676.7408,  -3495.7274, -18413.9293],\n",
       "       ...,\n",
       "       [  9555.9615,  -3706.1146, -18175.0117],\n",
       "       [  9555.9813,  -3706.1931, -18174.95  ],\n",
       "       [  9555.9687,  -3706.2709, -18174.881 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-41.84 -41.83 ... -38.01 -38.01</div><input id='attrs-10c081ea-0bf1-4718-a198-5b93b0519631' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10c081ea-0bf1-4718-a198-5b93b0519631' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02ca0c31-f452-4f77-826e-9bb9e139b097' class='xr-var-data-in' type='checkbox'><label for='data-02ca0c31-f452-4f77-826e-9bb9e139b097' 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>deg</dd><dt><span>description :</span></dt><dd>Position in ITRF – Latitude</dd></dl></div><div class='xr-var-data'><pre>array([-41.835561 , -41.8342845, -41.8330081, ..., -38.0095177,\n",
       "       -38.0082407, -38.0069638])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Radius</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.837e+06 6.837e+06 ... 6.836e+06</div><input id='attrs-798a2357-fcc1-43d3-9d35-5b02258644ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-798a2357-fcc1-43d3-9d35-5b02258644ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ea50f0f-73d5-4f6b-b933-2f86ab20ee35' class='xr-var-data-in' type='checkbox'><label for='data-3ea50f0f-73d5-4f6b-b933-2f86ab20ee35' 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>m</dd><dt><span>description :</span></dt><dd>Position in ITRF – Radius</dd></dl></div><div class='xr-var-data'><pre>array([6836757.  , 6836756.91, 6836756.83, ..., 6836497.2 , 6836497.11,\n",
       "       6836497.02])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b90a8d9a-5eab-4180-a0ef-72695451d58f' class='xr-section-summary-in' type='checkbox'  ><label for='section-b90a8d9a-5eab-4180-a0ef-72695451d58f' 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>Timestamp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c47ac9a0-9a62-446d-8404-0063e4b2e11b' class='xr-index-data-in' type='checkbox'/><label for='index-c47ac9a0-9a62-446d-8404-0063e4b2e11b' 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;2015-06-21 12:00:00.007250176&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.027250176&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.047249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.067249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.087249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.107249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.127249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.147249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.167249920&#x27;,\n",
       "               &#x27;2015-06-21 12:00:00.187249920&#x27;,\n",
       "               ...\n",
       "               &#x27;2015-06-21 12:00:59.803929856&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.823929856&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.843929856&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.863929856&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.883929856&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.903929600&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.923929600&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.943929600&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.963929600&#x27;,\n",
       "               &#x27;2015-06-21 12:00:59.983929600&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;Timestamp&#x27;, length=3000, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>NEC</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0e610c9d-867f-4ae9-98c7-47805dff0e5b' class='xr-index-data-in' type='checkbox'/><label for='index-0e610c9d-867f-4ae9-98c7-47805dff0e5b' 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([&#x27;N&#x27;, &#x27;E&#x27;, &#x27;C&#x27;], dtype=&#x27;object&#x27;, name=&#x27;NEC&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6b9705c7-a6f1-44ee-8dff-64dfccd6fefb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6b9705c7-a6f1-44ee-8dff-64dfccd6fefb' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Sources :</span></dt><dd>[&#x27;SW_OPER_MAGA_HR_1B_20150621T000000_20150621T235959_0602_MDR_MAG_HR&#x27;]</dd><dt><span>MagneticModels :</span></dt><dd>[]</dd><dt><span>AppliedFilters :</span></dt><dd>[]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (Timestamp: 3000, NEC: 3)\n",
       "Coordinates:\n",
       "  * Timestamp   (Timestamp) datetime64[ns] 2015-06-21T12:00:00.007250176 ... ...\n",
       "  * NEC         (NEC) <U1 'N' 'E' 'C'\n",
       "Data variables:\n",
       "    Spacecraft  (Timestamp) object 'A' 'A' 'A' 'A' 'A' ... 'A' 'A' 'A' 'A' 'A'\n",
       "    Longitude   (Timestamp) float64 -17.17 -17.17 -17.17 ... -17.12 -17.12\n",
       "    B_NEC       (Timestamp, NEC) float64 9.677e+03 -3.496e+03 ... -1.817e+04\n",
       "    Latitude    (Timestamp) float64 -41.84 -41.83 -41.83 ... -38.01 -38.01\n",
       "    Radius      (Timestamp) float64 6.837e+06 6.837e+06 ... 6.836e+06 6.836e+06\n",
       "Attributes:\n",
       "    Sources:         ['SW_OPER_MAGA_HR_1B_20150621T000000_20150621T235959_060...\n",
       "    MagneticModels:  []\n",
       "    AppliedFilters:  []"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = data.as_xarray()\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualisation of data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-06-21T21:41:29.146652Z",
     "iopub.status.busy": "2025-06-21T21:41:29.146483Z",
     "iopub.status.idle": "2025-06-21T21:41:29.804281Z",
     "shell.execute_reply": "2025-06-21T21:41:29.803520Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(figsize=(20, 3), ncols=3, sharex=True)\n",
    "for i in range(3):\n",
    "    axes[i].plot(ds[\"Timestamp\"], ds[\"B_NEC\"][:, i])\n",
    "    axes[i].set_ylabel(\"NEC\"[i])\n",
    "    axes[i].set_xlabel(\"Time\")\n",
    "fig.suptitle(\"B_NEC components [nT]\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-06-21T21:41:29.807072Z",
     "iopub.status.busy": "2025-06-21T21:41:29.806684Z",
     "iopub.status.idle": "2025-06-21T21:41:30.026736Z",
     "shell.execute_reply": "2025-06-21T21:41:30.026152Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2000x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(20, 3))\n",
    "dBdt = np.diff(ds[\"B_NEC\"], axis=0) * (1/50)\n",
    "ax.plot(ds[\"Timestamp\"][1:], dBdt[:, 2])\n",
    "ax.set_ylabel(\"nT / s\")\n",
    "ax.set_xlabel(\"Time\")\n",
    "ax.set_title(\"Vertical component (C) first differences\");"
   ]
  }
 ],
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   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
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   "mimetype": "text/x-python",
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   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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