AusLAMP-MtISa-New.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "cloudy-mouse",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import pyvista as pv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "final-bachelor",
   "metadata": {},
   "outputs": [],
   "source": [
    "TISA = np.loadtxt(r\"J:\\AusLAMP\\145233_02_1 (1)\\AusLAMP_EFTF1__ascii@@\", skiprows = 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "introductory-sapphire",
   "metadata": {},
   "outputs": [],
   "source": [
    "names = ['X'               ,'Y'              ,'Z'                ,'Resistivity'        ,'I'        ,'J'        ,'K']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "great-mongolia",
   "metadata": {},
   "outputs": [],
   "source": [
    "dfTISA = pd.DataFrame(TISA, columns=names)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "atomic-damages",
   "metadata": {},
   "outputs": [
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       "               X             Y    Z  Resistivity    I    J    K\n",
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     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfTISA.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "historical-mortgage",
   "metadata": {},
   "outputs": [],
   "source": [
    "dfTISA.to_csv(r'J:\\AusLAMP\\145233_02_1 (1)\\145233_02.csv', index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "available-thunder",
   "metadata": {},
   "outputs": [
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       "                    X             Y         Z   Resistivity      I      J  \\\n",
       "0       -1.855297e+05  7.066770e+06       0.0    103.098000    0.0    0.0   \n",
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       "4       -1.855297e+05  7.098770e+06       0.0    105.500954    4.0    0.0   \n",
       "...               ...           ...       ...           ...    ...    ...   \n",
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       "\n",
       "            K  \n",
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       "3         0.0  \n",
       "4         0.0  \n",
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       "\n",
       "[2570400 rows x 7 columns]"
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     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfTISA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "reserved-mountain",
   "metadata": {},
   "outputs": [
    {
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       "180"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfTISA['X'].unique().size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b9988e67",
   "metadata": {},
   "outputs": [
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     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfTISA['X'].unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b9531f28",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = dfTISA.sort_values(['Z', 'Y', 'X'], ascending=[True, True, True])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "6382dfe2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2570400, 3)"
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     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.asarray(df[['X','Y','Z']]).shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f9799474",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<table>\n",
       "<tr><th>RectilinearGrid</th><th>Information</th></tr>\n",
       "<tr><td>N Cells</td><td>2511012</td></tr>\n",
       "<tr><td>N Points</td><td>2570400</td></tr>\n",
       "<tr><td>X Bounds</td><td>-1.855e+05, 1.246e+06</td></tr>\n",
       "<tr><td>Y Bounds</td><td>7.067e+06, 8.403e+06</td></tr>\n",
       "<tr><td>Z Bounds</td><td>-3.079e+05, 0.000e+00</td></tr>\n",
       "<tr><td>Dimensions</td><td>180, 168, 85</td></tr>\n",
       "<tr><td>N Arrays</td><td>0</td></tr>\n",
       "</table>\n",
       "\n"
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      "text/plain": [
       "RectilinearGrid (0x22da85a4ee0)\n",
       "  N Cells:\t2511012\n",
       "  N Points:\t2570400\n",
       "  X Bounds:\t-1.855e+05, 1.246e+06\n",
       "  Y Bounds:\t7.067e+06, 8.403e+06\n",
       "  Z Bounds:\t-3.079e+05, 0.000e+00\n",
       "  Dimensions:\t180, 168, 85\n",
       "  N Arrays:\t0"
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     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "grid = pv.RectilinearGrid( np.asarray(df['X']),np.asarray(df['Y']),np.asarray(df['Z']))\n",
    "grid"
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  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "f70fabdb",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-25-cac7825f6ca0>:2: RuntimeWarning: invalid value encountered in log\n",
      "  grid['logres'] = np.log(grid['resistivity'])\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768 at 0x22DA5D6ADC0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "[(2741673.140795234, 9945972.876390938, 2057232.873949531),\n",
       " (530470.2668457031, 7734770.002441406, -153970.0),\n",
       " (0.0, 0.0, 1.0)]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid['resistivity'] = df['Resistivity']\n",
    "grid['logres'] = np.log(grid['resistivity'])\n",
    "grid.plot(scalars='logres', clim=(0,10),cmap='seismic_r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "7c2d2472",
   "metadata": {},
   "outputs": [],
   "source": [
    "grid.save(r'J:/AusLAMP/145233_02_1 (1)/AusLAMP_TISA_NEW_CORRECT.vtr')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9cf36561",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:gempy2021]",
   "language": "python",
   "name": "conda-env-gempy2021-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}