HyperspectralDemoProcessing.ipynb

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    "# Hyperspectral data analysis and visualization demo\n",
    "\n",
    "Basically the main analysis and visualization of an hypercube involves the visualization of the single 2D image slices and the spectral profiles.\n",
    "\n",
    "### 2D images\n",
    "The images are visualized without further processing or by combining them on using specific equation to obtain specific \"spectral indexes\" (not yet included in this notebook)\n",
    "\n",
    "### 2D spectral profiles\n",
    "Commonly the 2D spectral profiles are plotted and eventually filtered then compared to spectral libraries to look for specific mineral phase signature, etc.\n",
    "The spectral profiles retreived using the data similar to the one used here, still needs to be further processed in order to remove the noise generated by the continuum (not easy to do, workflows are under development)\n",
    "\n",
    "**TOC is available on the left panel of Jupyter Lab**"
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    "### Requirements\n",
    "* cufflinks\n",
    "* fiona\n",
    "* geopandas\n",
    "* matplotlib\n",
    "* numpy\n",
    "* plotly\n",
    "* pandas\n",
    "* scikit-image\n",
    "* sklearn\n",
    "* rasterio\n",
    "* rioxarray\n",
    "* shapely\n",
    "* spectral"
   ]
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   "source": [
    "import cufflinks as cf\n",
    "from ipywidgets import interact, Button\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import os\n",
    "import pandas as pd\n",
    "import plotly.express as px\n",
    "from plotly.offline import init_notebook_mode, plot, iplot\n",
    "import rasterio as rio\n",
    "import rioxarray as riox\n",
    "import xarray as xa\n",
    "from sklearn import preprocessing"
   ]
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   "source": [
    "# Georeferenced Data\n",
    "## Open dataset"
   ]
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   "execution_count": 38,
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   "source": [
    "cube = './M3G20090107T011405_V01_RFL_map.tiff'\n",
    "cubx = riox.open_rasterio(cube, mask_and_scale=True)"
   ]
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   "source": [
    "Assign correct wavelengths labels"
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   "cell_type": "code",
   "execution_count": 3,
   "id": "74a38c80-3a5f-494d-add3-266da28a172e",
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   "source": [
    "wavelengths = [ 460.9900 , 500.9200 , 540.8400 , 580.7600 , 620.6900 , 660.6100 , 700.5400 , 730.4800 , 750.4400 , 770.4000 , 790.3700 , 810.3300 , 830.2900 , 850.2500 , 870.2100 , 890.1700 , 910.1400 , 930.1000 , 950.0600 , 970.0200 , 989.9800 , 1009.950 , 1029.910 , 1049.870 , 1069.830 , 1089.790 , 1109.760 , 1129.720 , 1149.680 , 1169.640 , 1189.600 , 1209.570 , 1229.530 , 1249.490 , 1269.450 , 1289.410 , 1309.380 , 1329.340 , 1349.300 , 1369.260 , 1389.220 , 1409.190 , 1429.150 , 1449.110 , 1469.070 , 1489.030 , 1508.990 , 1528.960 , 1548.920 , 1578.860 , 1618.790 , 1658.710 , 1698.630 , 1738.560 , 1778.480 , 1818.400 , 1858.330 , 1898.250 , 1938.180 , 1978.100 , 2018.020 , 2057.950 , 2097.870 , 2137.800 , 2177.720 , 2217.640 , 2257.570 , 2297.490 , 2337.420 , 2377.340 , 2417.260 , 2457.190 , 2497.110 , 2537.030 , 2576.960 , 2616.880 , 2656.810 , 2696.730 , 2736.650 , 2776.580 , 2816.500 , 2856.430 , 2896.350 , 2936.270 , 2976.200 ]"
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   "id": "4a7d7578-9956-4252-b43b-4e65640fcf17",
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   "source": [
    "Map numpy index to wavelength labels"
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   "id": "d656d4f5-cddd-420a-adcf-49552f155922",
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   "source": [
    "index = list(range(0,cubx.shape[0]))\n",
    "mapped_index = dict(zip(wavelengths, index))"
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       "  * y            (y) float64 9.048e+05 9.046e+05 ... -9.539e+05 -9.54e+05\n",
       "    spatial_ref  int64 0\n",
       "    wavelengths  (band) float64 461.0 500.9 540.8 ... 2.936e+03 2.976e+03</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 85</li><li><span class='xr-has-index'>y</span>: 13278</li><li><span class='xr-has-index'>x</span>: 575</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-352cb8b3-5a7f-4e66-ad79-07882304d64d' class='xr-array-in' type='checkbox' checked><label for='section-352cb8b3-5a7f-4e66-ad79-07882304d64d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[648962250 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-f86708ef-6cb7-4cd6-bfa1-000347ac5d9d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f86708ef-6cb7-4cd6-bfa1-000347ac5d9d' class='xr-section-summary' >Coordinates: <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 class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 80 81 82 83 84 85</div><input id='attrs-eeb9882e-7b1d-4638-9418-73f6f3df30cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eeb9882e-7b1d-4638-9418-73f6f3df30cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-500c74ec-48c6-4990-b73b-a2afb5807a18' class='xr-var-data-in' type='checkbox'><label for='data-500c74ec-48c6-4990-b73b-a2afb5807a18' 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([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54,\n",
       "       55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72,\n",
       "       73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-4.991e+04 -4.977e+04 ... 3.045e+04</div><input id='attrs-4bf7093e-3a0b-408c-bb00-656292a45fc5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4bf7093e-3a0b-408c-bb00-656292a45fc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51e2e2f0-f14b-47dd-abb2-a336a3f84af6' class='xr-var-data-in' type='checkbox'><label for='data-51e2e2f0-f14b-47dd-abb2-a336a3f84af6' 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([-49910., -49770., -49630., ...,  30170.,  30310.,  30450.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.048e+05 9.046e+05 ... -9.54e+05</div><input id='attrs-7903b19a-e139-4787-9f66-defe70845380' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7903b19a-e139-4787-9f66-defe70845380' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-198561a9-3c96-4597-a702-b67759355a47' class='xr-var-data-in' type='checkbox'><label for='data-198561a9-3c96-4597-a702-b67759355a47' 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([ 904750.,  904610.,  904470., ..., -953750., -953890., -954030.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-2172905e-44f9-4f48-a493-c36a07c14560' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2172905e-44f9-4f48-a493-c36a07c14560' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc46741f-92f2-4029-a02e-761bc9a53e3f' class='xr-var-data-in' type='checkbox'><label for='data-bc46741f-92f2-4029-a02e-761bc9a53e3f' 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>PROJCS[&quot;EQUIRECTANGULAR Moon&quot;,GEOGCS[&quot;GCS_Moon&quot;,DATUM[&quot;D_Moon&quot;,SPHEROID[&quot;Moon_localRadius&quot;,1737400,0]],PRIMEM[&quot;Reference_Meridian&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]]],PROJECTION[&quot;Equirectangular&quot;],PARAMETER[&quot;standard_parallel_1&quot;,20.18935],PARAMETER[&quot;central_meridian&quot;,30.76796],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH]]</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;EQUIRECTANGULAR Moon&quot;,GEOGCS[&quot;GCS_Moon&quot;,DATUM[&quot;D_Moon&quot;,SPHEROID[&quot;Moon_localRadius&quot;,1737400,0]],PRIMEM[&quot;Reference_Meridian&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]]],PROJECTION[&quot;Equirectangular&quot;],PARAMETER[&quot;standard_parallel_1&quot;,20.18935],PARAMETER[&quot;central_meridian&quot;,30.76796],PARAMETER[&quot;false_easting&quot;,0],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH]]</dd><dt><span>GeoTransform :</span></dt><dd>-49980.0 140.0 0.0 904820.0 0.0 -140.0</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wavelengths</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>461.0 500.9 ... 2.936e+03 2.976e+03</div><input id='attrs-ea0e6e0e-b7b2-412e-ac8c-62976e620b72' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ea0e6e0e-b7b2-412e-ac8c-62976e620b72' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0883af2c-c6c0-4aa2-86b2-4153914246e4' class='xr-var-data-in' type='checkbox'><label for='data-0883af2c-c6c0-4aa2-86b2-4153914246e4' 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([ 460.99,  500.92,  540.84,  580.76,  620.69,  660.61,  700.54,\n",
       "        730.48,  750.44,  770.4 ,  790.37,  810.33,  830.29,  850.25,\n",
       "        870.21,  890.17,  910.14,  930.1 ,  950.06,  970.02,  989.98,\n",
       "       1009.95, 1029.91, 1049.87, 1069.83, 1089.79, 1109.76, 1129.72,\n",
       "       1149.68, 1169.64, 1189.6 , 1209.57, 1229.53, 1249.49, 1269.45,\n",
       "       1289.41, 1309.38, 1329.34, 1349.3 , 1369.26, 1389.22, 1409.19,\n",
       "       1429.15, 1449.11, 1469.07, 1489.03, 1508.99, 1528.96, 1548.92,\n",
       "       1578.86, 1618.79, 1658.71, 1698.63, 1738.56, 1778.48, 1818.4 ,\n",
       "       1858.33, 1898.25, 1938.18, 1978.1 , 2018.02, 2057.95, 2097.87,\n",
       "       2137.8 , 2177.72, 2217.64, 2257.57, 2297.49, 2337.42, 2377.34,\n",
       "       2417.26, 2457.19, 2497.11, 2537.03, 2576.96, 2616.88, 2656.81,\n",
       "       2696.73, 2736.65, 2776.58, 2816.5 , 2856.43, 2896.35, 2936.27,\n",
       "       2976.2 ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-06bfd0f8-35a3-4890-ab8a-18a6631ca7b4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-06bfd0f8-35a3-4890-ab8a-18a6631ca7b4' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (band: 85, y: 13278, x: 575)>\n",
       "[648962250 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * band         (band) int64 1 2 3 4 5 6 7 8 9 ... 77 78 79 80 81 82 83 84 85\n",
       "  * x            (x) float64 -4.991e+04 -4.977e+04 ... 3.031e+04 3.045e+04\n",
       "  * y            (y) float64 9.048e+05 9.046e+05 ... -9.539e+05 -9.54e+05\n",
       "    spatial_ref  int64 0\n",
       "    wavelengths  (band) float64 461.0 500.9 540.8 ... 2.936e+03 2.976e+03"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cubx.coords['wavelengths'] = ('band', wavelengths)\n",
    "cubx "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd34659c-d124-499b-8628-93b3dab72523",
   "metadata": {},
   "source": [
    "Assign an int value to nodata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "362f2bee-9048-4887-9a0c-50ce9db77924",
   "metadata": {},
   "outputs": [],
   "source": [
    "nodata = -999"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "362d2f82-5bf1-4979-9e99-b279524cb70e",
   "metadata": {},
   "source": [
    "Check if the shape of the data is raster format: band, height, width"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "77afb383-41f4-4e56-b572-465c93142764",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(85, 13278, 575)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cubx.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60933815-3453-4f23-b131-e7cc981db6f3",
   "metadata": {},
   "source": [
    "Plot a single band or a 3 channel image using internal plot of rioxarray"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "927a115c-3910-4e02-a7e3-b18539df65c6",
   "metadata": {},
   "source": [
    "**By default, band selection is perfomed using numpy index but since we mapped the band index to the proper wavelength we can used the dictionary to select the corresponding index**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ccf5dbe6-0b28-457d-aeb6-fda648860ca1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Desired wavelengths can be precise wavelength value or only the integer part\n",
    "req_wv = [2976, 2616, 770.400]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "366524cf-e726-4f02-a271-9ef619e1b363",
   "metadata": {},
   "outputs": [],
   "source": [
    "req_idx = []\n",
    "for k in mapped_index.keys():    \n",
    "    for wv in req_wv:\n",
    "        if wv == int(k) or wv == k:\n",
    "            req_idx.append(mapped_index[k])\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f2c81f13-ef59-458b-a27d-2b2fc8ec899c",
   "metadata": {},
   "outputs": [],
   "source": [
    "R, G, B = req_idx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c0e13782-6ed6-45ed-a86c-56247b1b2b96",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[9, 75, 84]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "req_idx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "dbb8beb2-bd96-40b1-9f5e-26bde745a1cd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f0c60409130>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 93.5382x2160 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cubx[[R,G,B],:,:].plot.imshow(aspect=cubx.shape[2]/cubx.shape[1], size = 30, robust=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "630989ae-e732-474c-ae6e-f8353262b170",
   "metadata": {},
   "source": [
    "### Embedding Wavelength label\n",
    "We can save direclty the above rgb combination using **cubx[[R,G,B],:,:].rio.to_raster(savename)** but wavelengths information will not be embedded in the metadata. So we create a new xarray datasets and with a for loop add all the channels with proper wavelength information)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "94d69d7e-6982-43a0-8ed8-d8242342c1ce",
   "metadata": {},
   "outputs": [],
   "source": [
    "rgb_dataset = xa.Dataset()\n",
    "for idx in req_idx:\n",
    "    rgb_dataset['Band ' + str(wavelengths[idx])]=cubx[idx,:,:]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b011196f-9262-473c-901c-219754cc11a7",
   "metadata": {},
   "source": [
    "Now if we view the xarray dataset the 3 bands are separated and have associated the corresponding wavelength label"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0e19e22-f329-4314-8332-ad1ef06324b5",
   "metadata": {},
   "source": [
    "rgb_dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96073ebb-4f92-4b17-91db-fb31f576ac38",
   "metadata": {},
   "source": [
    "### Dataset to GeoTiff\n",
    "Finally, we save the rgb_dataset in a GeoTiff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f3b012a2-7ee1-4a12-ba4e-a646fe58f2ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "savename=cube.split('.tiff')[0]+'-rgb.tiff'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "2160d0f0-19ef-4d27-bd5b-bee724a14ed9",
   "metadata": {},
   "outputs": [],
   "source": [
    "rgb_dataset.rio.to_raster(savename)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93032608-19e3-42ac-bf62-2facffc2f32b",
   "metadata": {},
   "source": [
    "## Clipping the dataset by region of interest \n",
    "Shapefile in this example"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "4418b5fe-8e73-4fb1-b4e9-237b5b76ca64",
   "metadata": {},
   "outputs": [],
   "source": [
    "from shapely.geometry import mapping\n",
    "import fiona\n",
    "import geopandas as gpd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "f53587a6-e5de-42a5-8f5a-49c6d50f6ce8",
   "metadata": {},
   "outputs": [],
   "source": [
    "Apollo17_shapefile = \"./Shapefile/Apollo17-AREA.shp\"\n",
    "Apollo17_Shape = gpd.read_file(Apollo17_shapefile)#, crs=cubx.rio.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "9e663765-7857-42ee-af35-114bd89c6f77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"300\" height=\"300\" viewBox=\"913035.0111348559 598089.3288499994 38420.50580913795 29733.69894014683\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,1225912.3566401456)\"><path fill-rule=\"evenodd\" fill=\"#66cc99\" stroke=\"#555555\" stroke-width=\"256.136705394253\" opacity=\"0.6\" d=\"M 914457.9928314907,599512.3105466341 L 914457.9928314907,626400.0460935114 L 950032.5352473591,626400.0460935114 L 950032.5352473591,599512.3105466341 L 914457.9928314907,599512.3105466341 z\" /></g></svg>"
      ],
      "text/plain": [
       "<shapely.geometry.polygon.Polygon at 0x7f0c602a59d0>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Apollo17_Shape.loc[0].geometry"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "67d42669-6419-4685-8af4-813a0e5ec862",
   "metadata": {},
   "outputs": [],
   "source": [
    "clipped = cubx.rio.clip(Apollo17_Shape.geometry.apply(mapping), Apollo17_Shape.crs, drop=True)\n",
    "del cubx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "d1d6d1f6-ffc8-43c5-8d8e-3625de2c4626",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f0c60259c70>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 892.5x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "clipped[[R,G,B],:,:].plot.imshow(aspect=clipped.shape[2]/clipped.shape[1], size = 10, robust=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "930d9f78-b41a-4a1a-ab82-e72b5caedf94",
   "metadata": {},
   "source": [
    "## Convert into Pandas DataFrame and dump as CSV"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "2f505c31-48ed-4bfb-9124-9dd9d62a40de",
   "metadata": {},
   "outputs": [],
   "source": [
    "def extract_pixels(X):\n",
    "    q = X.reshape(-1, X.shape[0])\n",
    "    df = pd.DataFrame(data = q)\n",
    "    #df = pd.concat([df, pd.DataFrame(data = y.ravel())], axis=1)\n",
    "    df.columns= [f'{i}' for i in wavelengths]\n",
    "    df = df[df!=-999].dropna()\n",
    "    dataset_name = cube.split('.tiff')[0]+'.csv'\n",
    "    df.to_csv(dataset_name)\n",
    "    return df \n",
    "df = extract_pixels(clipped.data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e62f091-c193-4233-b410-4e7f405374e4",
   "metadata": {},
   "source": [
    "## Plot Spectral Profiles"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd3b4b58-fc39-4422-9e9e-e2fadde172d1",
   "metadata": {},
   "source": [
    "### Single Interactive profile"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ac0e80a2-a037-41be-9a5a-00f2ad4975ca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-2.9.0.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-2.9.0.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "init_notebook_mode(connected=True)\n",
    "cf.go_offline()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "d47d795e-faad-4e15-a9fc-67ee12360cfe",
   "metadata": {},
   "outputs": [],
   "source": [
    "invalid_idx = []\n",
    "for el in range(len(clipped.data)):\n",
    "    if clipped.data[el].max() == -999:\n",
    "        invalid_idx.append(el)\n",
    "wl = [ wavelengths[i] for i in range(len(wavelengths)) if i not in invalid_idx]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6ac30cb-6b50-4704-a11b-30ac71c9edd0",
   "metadata": {},
   "source": [
    "Manually select the pixel to be plotted from the clipped cube"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "c76942fb-3516-44e8-b512-2c74789d5143",
   "metadata": {},
   "outputs": [],
   "source": [
    "x = 50\n",
    "y = 100\n",
    "spectral = clipped[:,x,y].data\n",
    "spectral_reshaped = spectral.reshape(1,-1)\n",
    "spectral_normalized = preprocessing.normalize(spectral_reshaped)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "92f7761e-6222-48d4-ad41-399222d99d32",
   "metadata": {},
   "outputs": [],
   "source": [
    "spectra = [ spectral[i] for i in range(len(spectral)) if i not in invalid_idx]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "e3d054e7-87b3-4cd2-84a5-3e3f5f963912",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
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        "plotlyServerURL": "https://plot.ly"
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       "data": [
        {
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         "marker": {
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         "xaxis": "x",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = px.line(x=wl, y=spectra,title = f'Spectral profile for pixel at  x:{x}, y:{y}', labels={\"y\":\" Normalized Reflectance\",\"x\":\"Wavelengths\"})\n",
    "fig.update_layout(\n",
    "    xaxis = dict(\n",
    "        tickmode = 'array',\n",
    "        tickvals= wl,\n",
    "\n",
    "    )\n",
    ")\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8bde1e8c-6548-4966-ba99-7c7f4998ca8f",
   "metadata": {},
   "source": [
    "### Dynamic nteractive spectral profiles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "3ab0a93f-6775-4ad7-a814-4fc4327dd636",
   "metadata": {},
   "outputs": [],
   "source": [
    "extents = [clipped.x.data.min(),clipped.x.data.max(),clipped.y.data.min(),clipped.y.data.max()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "763cd27c-f949-464f-bd98-6525aa0bd1d3",
   "metadata": {},
   "outputs": [],
   "source": [
    "def spectraPlot(pixel_x,pixel_y, baseband):\n",
    "    reflectance = clipped[:,pixel_x,pixel_y]\n",
    "    pixel_df = pd.DataFrame()\n",
    "    pixel_df['reflectance'] = reflectance\n",
    "    pixel_df['wavelengths'] = wavelengths\n",
    "    pixel_df = pixel_df[pixel_df!=-999]\n",
    "    fig = plt.figure(figsize=(20,5))\n",
    "    ax1 = fig.add_subplot(1,2,1)\n",
    "    pixel_df.plot(ax=ax1,x='wavelengths',y='reflectance',kind='scatter',edgecolor='none');\n",
    "    ax1.set_title('Spectra of Pixel (' + str(pixel_x) + ',' + str(pixel_y) + ')')\n",
    "    ax1.set_xlim([np.min(wl),np.max(wl)]); \n",
    "    ax1.set_ylim([np.min(pixel_df['reflectance']),np.max(pixel_df['reflectance']*1.1)])\n",
    "    ax1.set_xlabel(\"Wavelength, nm\"); ax1.set_ylabel(\"Reflectance\")\n",
    "    rotatexlabels = plt.setp(ax1.get_xticklabels(),rotation=45)\n",
    "    ax1.grid('on')\n",
    "\n",
    "    ax2 = fig.add_subplot(1,2,2)\n",
    "    plot = plt.imshow(clipped.data[baseband,:,:], extent=extents)\n",
    "    plt.title('Pixel Location'); \n",
    "    ax2.grid('on')\n",
    "    cbar = plt.colorbar(plot,aspect=20); plt.set_cmap('gist_earth'); \n",
    "    cbar.set_label('Reflectance',rotation=90,labelpad=20); \n",
    "    ax2.ticklabel_format(useOffset=False, style='plain')\n",
    "    rotatexlabels = plt.setp(ax2.get_xticklabels(),rotation=45)\n",
    "    ax2.set_xlabel(\"Longitutde\"); ax2.set_ylabel(\"Latitude\")\n",
    "    try:\n",
    "        ax2.plot(clipped[1,pixel_x,pixel_y].coords['x'].data.reshape(1,-1)[0][0],clipped[1,pixel_x,pixel_y].coords['y'].data.reshape(1,-1)[0][0],'s',markersize=5,color='red')\n",
    "    except Exception as e:\n",
    "        print(e)\n",
    "    ax2.set_xlim(extents[0],extents[1])\n",
    "    ax2.set_ylim(extents[2],extents[3])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "d4f9d46f-7415-49a1-9a37-c3d848d2e541",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c9f451fa308e4c7699ce90e3d225d1b7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(IntSlider(value=95, description='pixel_x', max=191), IntSlider(value=118, description='p…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<function __main__.spectraPlot(pixel_x, pixel_y, baseband)>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "interact(spectraPlot, pixel_x = (0,clipped.data.shape[1]-1,1),pixel_y=(0,clipped.data.shape[2]-1,1), baseband=(0,clipped.data.shape[0]-1,1))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c5eda8af-b76f-4aa4-a592-a2ff74d3b45a",
   "metadata": {},
   "source": [
    "## Compute additional analysis e.g. PCA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "d7f3a538-b6bf-4259-911b-600606beeb0a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import MinMaxScaler\n",
    "scaler = MinMaxScaler()\n",
    "data_rescaled = scaler.fit_transform(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "cda78a09-ba4e-4843-be7d-6c32ca82b62b",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.decomposition import PCA\n",
    "pca = PCA(n_components = 3)\n",
    "pca.fit(data_rescaled)\n",
    "reduced = pca.fit_transform(data_rescaled)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "2fc576c1-0fd4-4a07-8321-835c67ca2273",
   "metadata": {},
   "outputs": [],
   "source": [
    "dt = pca.fit_transform(df.iloc[:, :-1].values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "8cab2058-e80f-4567-8d93-a445325ba343",
   "metadata": {},
   "outputs": [],
   "source": [
    "pca_df = pd.DataFrame(reduced)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "ea260be3-15b3-4e15-a8cd-35b2005b7053",
   "metadata": {},
   "outputs": [
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     "data": {
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       "<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>PC1</th>\n",
       "      <th>PC2</th>\n",
       "      <th>PC3</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>-1.906522</td>\n",
       "      <td>-0.137087</td>\n",
       "      <td>-0.194649</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>-2.228122</td>\n",
       "      <td>0.174710</td>\n",
       "      <td>0.009319</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>-2.526330</td>\n",
       "      <td>-0.315917</td>\n",
       "      <td>-0.010688</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>-1.845543</td>\n",
       "      <td>0.007318</td>\n",
       "      <td>-0.138539</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>-2.404880</td>\n",
       "      <td>0.210950</td>\n",
       "      <td>-0.122654</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44615</th>\n",
       "      <td>2.908287</td>\n",
       "      <td>0.355769</td>\n",
       "      <td>-0.466801</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44616</th>\n",
       "      <td>3.175394</td>\n",
       "      <td>-0.899457</td>\n",
       "      <td>0.394021</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44617</th>\n",
       "      <td>2.629644</td>\n",
       "      <td>0.455891</td>\n",
       "      <td>0.429872</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44618</th>\n",
       "      <td>2.766367</td>\n",
       "      <td>0.669375</td>\n",
       "      <td>0.304811</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44619</th>\n",
       "      <td>3.521208</td>\n",
       "      <td>-0.673005</td>\n",
       "      <td>-0.086156</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>44620 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            PC1       PC2       PC3\n",
       "0     -1.906522 -0.137087 -0.194649\n",
       "1     -2.228122  0.174710  0.009319\n",
       "2     -2.526330 -0.315917 -0.010688\n",
       "3     -1.845543  0.007318 -0.138539\n",
       "4     -2.404880  0.210950 -0.122654\n",
       "...         ...       ...       ...\n",
       "44615  2.908287  0.355769 -0.466801\n",
       "44616  3.175394 -0.899457  0.394021\n",
       "44617  2.629644  0.455891  0.429872\n",
       "44618  2.766367  0.669375  0.304811\n",
       "44619  3.521208 -0.673005 -0.086156\n",
       "\n",
       "[44620 rows x 3 columns]"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pca_df.columns=['PC1','PC2','PC3']\n",
    "pca_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "3107639b-7c28-4b50-87c8-eccc7ec1000c",
   "metadata": {},
   "outputs": [
    {
     "ename": "ValueError",
     "evalue": "Value of 'color' is not the name of a column in 'data_frame'. Expected one of ['PC1', 'PC2', 'PC3'] but received: 10",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_30056/3025256168.py\u001b[0m in \u001b[0;36m<cell line: 2>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mplotly\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexpress\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mpx\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mfig\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mscatter_3d\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpca_df\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mx\u001b[0m \u001b[0;34m=\u001b[0m\u001b[0;34m'PC1'\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'PC2'\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mz\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'PC3'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anaconda3/envs/Py39/lib/python3.9/site-packages/plotly/express/_chart_types.py\u001b[0m in \u001b[0;36mscatter_3d\u001b[0;34m(data_frame, x, y, z, color, symbol, size, text, hover_name, hover_data, custom_data, error_x, error_x_minus, error_y, error_y_minus, error_z, error_z_minus, animation_frame, animation_group, category_orders, labels, size_max, color_discrete_sequence, color_discrete_map, color_continuous_scale, range_color, color_continuous_midpoint, symbol_sequence, symbol_map, opacity, log_x, log_y, log_z, range_x, range_y, range_z, title, template, width, height)\u001b[0m\n\u001b[1;32m    760\u001b[0m     \u001b[0msymbol\u001b[0m \u001b[0mmark\u001b[0m \u001b[0;32min\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0mD\u001b[0m \u001b[0mspace\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    761\u001b[0m     \"\"\"\n\u001b[0;32m--> 762\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mmake_figure\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mlocals\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mconstructor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mgo\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mScatter3d\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    763\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    764\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anaconda3/envs/Py39/lib/python3.9/site-packages/plotly/express/_core.py\u001b[0m in \u001b[0;36mmake_figure\u001b[0;34m(args, constructor, trace_patch, layout_patch)\u001b[0m\n\u001b[1;32m   1943\u001b[0m     \u001b[0mapply_default_cascade\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1944\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1945\u001b[0;31m     \u001b[0margs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuild_dataframe\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mconstructor\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1946\u001b[0m     \u001b[0;32mif\u001b[0m \u001b[0mconstructor\u001b[0m \u001b[0;32min\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mgo\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mTreemap\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgo\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSunburst\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgo\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mIcicle\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"path\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1947\u001b[0m         \u001b[0margs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mprocess_dataframe_hierarchy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anaconda3/envs/Py39/lib/python3.9/site-packages/plotly/express/_core.py\u001b[0m in \u001b[0;36mbuild_dataframe\u001b[0;34m(args, constructor)\u001b[0m\n\u001b[1;32m   1403\u001b[0m     \u001b[0;31m# now that things have been prepped, we do the systematic rewriting of `args`\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1404\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1405\u001b[0;31m     df_output, wide_id_vars = process_args_into_dataframe(\n\u001b[0m\u001b[1;32m   1406\u001b[0m         \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mwide_mode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvar_name\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalue_name\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1407\u001b[0m     )\n",
      "\u001b[0;32m~/anaconda3/envs/Py39/lib/python3.9/site-packages/plotly/express/_core.py\u001b[0m in \u001b[0;36mprocess_args_into_dataframe\u001b[0;34m(args, wide_mode, var_name, value_name)\u001b[0m\n\u001b[1;32m   1205\u001b[0m                         \u001b[0;32mif\u001b[0m \u001b[0margument\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"index\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1206\u001b[0m                             \u001b[0merr_msg\u001b[0m \u001b[0;34m+=\u001b[0m \u001b[0;34m\"\\n To use the index, pass it in directly as `df.index`.\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1207\u001b[0;31m                         \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0merr_msg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1208\u001b[0m                 \u001b[0;32melif\u001b[0m \u001b[0mlength\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdf_input\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0margument\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m!=\u001b[0m \u001b[0mlength\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1209\u001b[0m                     raise ValueError(\n",
      "\u001b[0;31mValueError\u001b[0m: Value of 'color' is not the name of a column in 'data_frame'. Expected one of ['PC1', 'PC2', 'PC3'] but received: 10"
     ]
    }
   ],
   "source": [
    "import plotly.express as px\n",
    "fig = px.scatter_3d(pca_df, x ='PC1',y='PC2',z='PC3')\n",
    "fig.show()"
   ]
  }
 ],
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