{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 23 Calculating Thickness Maps with PyVista\n", "\n", "Thickness maps are important tools for Geologists to investigate the spatial changes of thicknesses of a layer. These investigations could reveal depocenters of deposition or provide information about the thickness of a reservoir. A simple model (Example 1) is created of which a thickness map for the two existing layers is created. \n", "\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Set File Paths and download Tutorial Data\n", "\n", "If you downloaded the latest `GemGIS` version from the Github repository, append the path so that the package can be imported successfully. Otherwise, it is recommended to install `GemGIS` via `pip install gemgis` and import `GemGIS` using `import gemgis as gg`. In addition, the file path to the folder where the data is being stored is set. The tutorial data is downloaded using Pooch (https://www.fatiando.org/pooch/latest/index.html) and stored in the specified folder. Use `pip install pooch` if Pooch is not installed on your system yet." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "ExecuteTime": { "end_time": "2021-03-17T11:19:51.382812Z", "start_time": "2021-03-17T11:19:49.150982Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING (theano.configdefaults): g++ not available, if using conda: `conda install m2w64-toolchain`\n", "C:\\Users\\ale93371\\Anaconda3\\envs\\test_gempy\\lib\\site-packages\\theano\\configdefaults.py:560: UserWarning: DeprecationWarning: there is no c++ compiler.This is deprecated and with Theano 0.11 a c++ compiler will be mandatory\n", " warnings.warn(\"DeprecationWarning: there is no c++ compiler.\"\n", "WARNING (theano.configdefaults): g++ not detected ! Theano will be unable to execute optimized C-implementations (for both CPU and GPU) and will default to Python implementations. Performance will be severely degraded. To remove this warning, set Theano flags cxx to an empty string.\n", "WARNING (theano.tensor.blas): Using NumPy C-API based implementation for BLAS functions.\n" ] } ], "source": [ "import gemgis as gg\n", "\n", "file_path ='data/23_calculating_thickness_maps/'" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2021-03-17T11:19:51.476538Z", "start_time": "2021-03-17T11:19:51.446545Z" } }, "outputs": [], "source": [ "gg.download_gemgis_data.download_tutorial_data(filename=\"23_calculating_thickness_maps.zip\", dirpath=file_path)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Loading the data" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.328548Z", "start_time": "2020-12-13T12:14:19.353526Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING (theano.configdefaults): g++ not available, if using conda: `conda install m2w64-toolchain`\n", "C:\\Users\\ale93371\\Anaconda3\\envs\\test_gempy\\lib\\site-packages\\theano\\configdefaults.py:560: UserWarning: DeprecationWarning: there is no c++ compiler.This is deprecated and with Theano 0.11 a c++ compiler will be mandatory\n", " warnings.warn(\"DeprecationWarning: there is no c++ compiler.\"\n", "WARNING (theano.configdefaults): g++ not detected ! Theano will be unable to execute optimized C-implementations (for both CPU and GPU) and will default to Python implementations. Performance will be severely degraded. To remove this warning, set Theano flags cxx to an empty string.\n", "WARNING (theano.tensor.blas): Using NumPy C-API based implementation for BLAS functions.\n" ] } ], "source": [ "import geopandas as gpd\n", "import rasterio\n", "\n", "interfaces = gpd.read_file(file_path + 'interfaces.shp')\n", "orientations = gpd.read_file(file_path + 'orientations.shp')\n", "extent = [0,972,0,1069, 300, 800]\n", "resolution = [50, 50, 50]" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.344550Z", "start_time": "2020-12-13T12:14:22.330540Z" } }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " formation dip azimuth X Y Z geometry \\\n", "0 Ton 30.50 180.00 96.47 451.56 477.73 POINT (96.471 451.564) \n", "1 Ton 30.50 180.00 172.76 661.88 481.73 POINT (172.761 661.877) \n", "2 Ton 30.50 180.00 383.07 957.76 444.45 POINT (383.074 957.758) \n", "3 Ton 30.50 180.00 592.36 722.70 480.57 POINT (592.356 722.702) \n", "4 Ton 30.50 180.00 766.59 348.47 498.96 POINT (766.586 348.469) \n", "\n", " polarity \n", "0 1 \n", "1 1 \n", "2 1 \n", "3 1 \n", "4 1 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "orientations['polarity'] = 1\n", "orientations.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating the GemPy Model" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.375559Z", "start_time": "2020-12-13T12:14:22.361538Z" } }, "outputs": [], "source": [ "import sys \n", "sys.path.append('../../../../gempy-master')\n", "import gempy as gp" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.582596Z", "start_time": "2020-12-13T12:14:22.377554Z" } }, "outputs": [ { "data": { "text/plain": [ "Model1 2020-12-13 13:14" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model = gp.create_model('Model1')\n", "geo_model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Initiating the Model" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.756689Z", "start_time": "2020-12-13T12:14:22.587594Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Active grids: ['regular']\n" ] }, { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
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" ], "text/plain": [ " surface series order_surfaces color id\n", "0 Sand1 Default series 1 #015482 1\n", "1 Ton Default series 2 #9f0052 2" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "\n", "gp.init_data(geo_model, extent, resolution,\n", " surface_points_df = interfaces,\n", " orientations_df = orientations,\n", " default_values=True)\n", "geo_model.surfaces" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The vertices and edges are currently ``NaN`` values, so no model has been computed so far. " ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:22.772228Z", "start_time": "2020-12-13T12:14:22.758699Z" } }, "outputs": [ { "data": { "text/html": [ "
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surface series order_surfaces color id
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" ], "text/plain": [ " surface series order_surfaces color id\n", "0 Sand1 Strat_Series 1 #015482 1\n", "1 Ton Strat_Series 2 #9f0052 2\n", "2 basement Strat_Series 3 #ffbe00 3" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gp.map_stack_to_surfaces(geo_model,\n", " {\"Strat_Series\": ('Sand1', 'Ton')},\n", " remove_unused_series=True)\n", "geo_model.add_surfaces('basement')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Loading Topography" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:23.107308Z", "start_time": "2020-12-13T12:14:22.853256Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cropped raster to geo_model.grid.extent.\n", "depending on the size of the raster, this can take a while...\n", "storing converted file...\n", "Active grids: ['regular' 'topography']\n" ] }, { "data": { "text/plain": [ "Grid Object. Values: \n", "array([[ 9.72 , 10.69 , 305. ],\n", " [ 9.72 , 10.69 , 315. ],\n", " [ 9.72 , 10.69 , 325. ],\n", " ...,\n", " [ 970.056 , 1059.28181818, 622.0892334 ],\n", " [ 970.056 , 1063.16909091, 622.06713867],\n", " [ 970.056 , 1067.05636364, 622.05786133]])" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.set_topography(\n", " source='gdal', filepath=file_path + 'raster1.tif')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Setting Interpolator" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:25.544345Z", "start_time": "2020-12-13T12:14:23.109311Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Compiling theano function...\n", "Level of Optimization: fast_compile\n", "Device: cpu\n", "Precision: float64\n", "Number of faults: 0\n", "Compilation Done!\n", "Kriging values: \n", " values\n", "range 1528.90\n", "$C_o$ 55655.83\n", "drift equations [3]\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gp.set_interpolator(geo_model,\n", " compile_theano=True,\n", " theano_optimizer='fast_compile',\n", " verbose=[],\n", " update_kriging = False\n", " )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Computing Model" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:35.059578Z", "start_time": "2020-12-13T12:14:25.546353Z" } }, "outputs": [], "source": [ "sol = gp.compute_model(geo_model, compute_mesh=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The surfaces DataFrame now contains values for vertices and edges." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:35.154958Z", "start_time": "2020-12-13T12:14:35.061596Z" } }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " surface series order_surfaces isBasement isFault isActive \\\n", "0 Sand1 Strat_Series 1 False False True \n", "1 Ton Strat_Series 2 False False True \n", "2 basement Strat_Series 3 True False True \n", "\n", " hasData color vertices \\\n", "0 True #015482 [[29.160000000000004, 194.27877317428587, 305.... \n", "1 True #9f0052 [[29.160000000000004, 365.78652999877926, 305.... \n", "2 True #ffbe00 NaN \n", "\n", " edges sfai id \n", "0 [[2, 1, 0], [2, 0, 3], [3, 4, 2], [2, 4, 5], [... 0.26 1 \n", "1 [[2, 1, 0], [2, 0, 3], [3, 4, 2], [2, 4, 5], [... 0.21 2 \n", "2 NaN NaN 3 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.surfaces.df" ] }, { "cell_type": "markdown", "metadata": { "ExecuteTime": { "end_time": "2020-12-13T08:30:15.525172Z", "start_time": "2020-12-13T08:30:15.511170Z" } }, "source": [ "### Plotting the 3D Model" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:36.866026Z", "start_time": "2020-12-13T12:14:35.156953Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "gpv = gp.plot_3d(geo_model, image=False, show_topography=True,\n", " plotter_type='basic', notebook=True, show_lith=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating Depth Maps\n", "\n", "When creating the depth maps, a dict containing the mesh, the depth values and the color of the surface within the GemPy Model are returned." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:36.896320Z", "start_time": "2020-12-13T12:14:36.870027Z" } }, "outputs": [ { "data": { "text/plain": [ "{'Sand1': [PolyData (0x17c28731ca0)\n", " N Cells:\t4174\n", " N Points:\t2303\n", " X Bounds:\t9.720e+00, 9.623e+02\n", " Y Bounds:\t1.881e+02, 9.491e+02\n", " Z Bounds:\t3.050e+02, 7.250e+02\n", " N Arrays:\t0,\n", " array([305. , 305. , 314.39133763, ..., 495. ,\n", " 495. , 494.12916183]),\n", " '#015482']}" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dict_sand1 = gg.visualization.create_depth_maps_from_gempy(geo_model=geo_model,\n", " surfaces='Sand1')\n", "\n", "dict_sand1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plotting Depth Maps\n", "\n", "The depth maps can easily be plotted with PyVista." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:37.427634Z", "start_time": "2020-12-13T12:14:37.398616Z" } }, "outputs": [ { "data": { "text/plain": [ "{'Sand1': [PolyData (0x17c28887100)\n", " N Cells:\t4174\n", " N Points:\t2303\n", " X Bounds:\t9.720e+00, 9.623e+02\n", " Y Bounds:\t1.881e+02, 9.491e+02\n", " Z Bounds:\t3.050e+02, 7.250e+02\n", " N Arrays:\t0,\n", " array([305. , 305. , 314.39133763, ..., 495. ,\n", " 495. , 494.12916183]),\n", " '#015482'],\n", " 'Ton': [PolyData (0x17c27ff8160)\n", " N Cells:\t5111\n", " N Points:\t2739\n", " X Bounds:\t9.720e+00, 9.623e+02\n", " Y Bounds:\t3.578e+02, 1.058e+03\n", " Z Bounds:\t3.050e+02, 7.265e+02\n", " N Arrays:\t0,\n", " array([305. , 305. , 314.91398156, ..., 595. ,\n", " 593.61738205, 595. ]),\n", " '#9f0052']}" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dict_all = gg.visualization.create_depth_maps_from_gempy(geo_model=geo_model,\n", " surfaces=['Sand1', 'Ton'])\n", "\n", "dict_all" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This data can be accessed as before to display both surfaces." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:14:37.693293Z", "start_time": "2020-12-13T12:14:37.429620Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pyvista as pv\n", "\n", "p = pv.Plotter(notebook=True)\n", "\n", "p.add_mesh(dict_all['Sand1'][0], scalars='Depth [m]')\n", "p.add_mesh(dict_all['Ton'][0], scalars='Depth [m]')\n", "\n", "p.set_background('white')\n", "p.show_grid(color='black')\n", "p.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating Thickness Map\n", "\n", "The thickness map can be calculated using ``create_thickness_maps(..)``. The thickness is calculated using normal vectors of the bottom surface and intersecting them with the upper surface. In places where no upper surface is available, the value is set to 0. " ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:18:33.557229Z", "start_time": "2020-12-13T12:18:33.130496Z" } }, "outputs": [ { "data": { "text/html": [ "
HeaderData Arrays
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
PolyDataInformation
N Cells5111
N Points2739
X Bounds9.720e+00, 9.623e+02
Y Bounds3.578e+02, 1.058e+03
Z Bounds3.050e+02, 7.265e+02
N Arrays3
\n", "\n", "
\n", "\n", "\n", "\n", "\n", "\n", "
NameFieldTypeN CompMinMax
DataPointsfloat6413.050e+027.265e+02
NormalsPointsfloat323-9.550e-016.656e-01
Thickness [m]Pointsfloat6414.850e+018.761e+01
\n", "\n", "
" ], "text/plain": [ "PolyData (0x17c341a14c0)\n", " N Cells:\t5111\n", " N Points:\t2739\n", " X Bounds:\t9.720e+00, 9.623e+02\n", " Y Bounds:\t3.578e+02, 1.058e+03\n", " Z Bounds:\t3.050e+02, 7.265e+02\n", " N Arrays:\t3" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "thickness_map = gg.visualization.create_thickness_maps(top_surface=dict_all['Sand1'][0],\n", " base_surface=dict_all['Ton'][0])\n", "thickness_map" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plotting the Thickness map\n", "\n", "The thickness map can now be plotted using PyVista. The ``nan_opacity`` value is set to 0 so that ``nan`` values are not shown. The array ``Thickness [m]`` contains the thickness values and is plotted as ``scalars`` of the mesh. The thickness map is plotted at the location of the ``base_surface``." ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "ExecuteTime": { "end_time": "2020-12-13T12:25:55.306298Z", "start_time": "2020-12-13T12:25:55.027482Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pyvista as pv\n", "\n", "p = pv.Plotter(notebook=True)\n", "\n", "p.add_mesh(thickness_map, scalars= 'Thickness [m]', nan_opacity=0)\n", "p.add_mesh(dict_all['Sand1'][0], color=True, opacity=0.5)\n", "p.add_mesh(dict_all['Ton'][0], color=True, opacity=0.5)\n", "\n", "\n", "p.set_background('white')\n", "p.show_grid(color='black')\n", "p.show()" ] } ], "metadata": { "hide_input": false, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.8" }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 4 }