{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Introduction to creating seismic synthetics\n", "In this tutorial, we will create a simple geological model using GemPy, turn this into a 3D synthetic model of seismic wave velocities, then forward propagate a source through the model. We will then plot the synthetic shot gathers generated, and visualise the wavefield in 3D using PyVista.\n", "\n", "The synthetics which we will be building in this tutorial will be made with the use of GemPy, an open-source 3D geological modelling package for python. As this is not a core dependency of Devito, we will need to install it. If issues are encountered whilst installing GemPy into a `conda` environment using `pip`, you can alternatively create a python `venv` and install Devito in this environment using `pip` as per usual. Note that it will also be necesary to install an `ipykernel` in this environment to run this notebook. From here, we can install GemPy:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No module named 'osgeo'\n" ] } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "try:\n", " # Import gempy\n", " import gempy as gp\n", "except ModuleNotFoundError:\n", " # Need to install these\n", " ! pip install aiohttp==3.7.1\n", " ! pip install pyvista==0.29\n", " ! pip install pyqt5\n", " # Install gempy\n", " ! pip install gempy==2.2.9\n", " # Import gempy\n", " import gempy as gp\n", " \n", "try:\n", " # Import jinja2 (used for colour coding geology)\n", " import jinja2\n", "except ModuleNotFoundError:\n", " # Install jinja2\n", " ! pip install jinja2\n", " # Import jinja2\n", " import jinja2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The simple geological model which we will be building is designed to evoke carbon-capture and storage (CCS) scenarios.\n", "\n", "The model consists of a CO2 lens in a sandstone reservoir, with a shale layer in the overarching anticline providing the structural trap. This is then overlain by a layer of sediment, with water at the top of the model. Geological strata and their respective velocities are based on values detailed in [Queißer et al. 2013](https://doi.org/10.1190/geo2012-0216.1), a paper imaging the P-wave velocity anomaly generated by CO2 injection into the Utsira Sand at Sleipnir in the North Sea using FWI. The model we will create features a similar shale trap/permeable sandstone reservoir structure, albeit with a small number of thick layers rather than the thin interbedding, to limit model complexity for this tutorial. Further inspiration was taken from [Chadwick et al. 2004](https://doi.org/10.1016/j.energy.2004.03.071), a paper characterizing the Utsira Sand reservoir based on 2D seismic lines and well logs.\n", "\n", "\n", "## Creating our geological model:\n", "\n", "To begin, alongside GemPy, we need to import auxiliary modules:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Import auxiliary modules\n", "import numpy as np\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now set up a GemPy `Model` object. This encapsulates the grid onto which the scalar fields associated with various surfaces are interpolated. Note that the extent is slightly greater than it will be for our Devito model (an extra half a grid spacing is added to each side).\n", "\n", "![gempy_devito_grid_diagram.png](https://github.com/devitocodes/devito/examples/seismic/tutorials/gempy_devito_grid_diagram.png?raw=1)\n", "A comparison of the cell-centered vs node-centered conventions of GemPy and Devito respectively, along with the differences in how they measure extent. It is necessary to account for this to ensure that the two grids are co-located.\n", "\n", "As we can see in the figure above, this is due to differences in the way in which grids are defined in each package and is necessary to ensure that the model is not stretched and distorted when transistioning between the two, and that they are correctly aligned." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Active grids: ['regular']\n" ] } ], "source": [ "# Set overarching model parameters\n", "extent = (-5., 1005., -5., 1005., -1005., 5.)\n", "shape = (101, 101, 101)\n", "\n", "geo_model = gp.create_model('Gempy-tutorial')\n", "geo_model = gp.init_data(geo_model, extent=extent, resolution=shape)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up Theano for our model (used by GemPy for interpolation). Bear in mind that that this may take some time to run." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Setting kriging parameters to their default values.\n", "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 1749.371316\n", "$C_o$ 72864.285714\n", "drift equations [3]\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "gp.set_interpolator(geo_model, output=['geology'], theano_optimizer='fast_compile')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the top CO2 surface is truncated by the upper shale layer, we will need to separate the geological strata into two GemPy `Series`. Each `Series` object, as the name suggests is intended to correspond with a geological unit, and they can be made to onlap, erode, etc one another. Whilst in practice, the top CO2 contact is not an erosive surface, treating it as such is the most straightforward way to create the desired truncation.\n", "\n", "A default series is included in the model. As such, rather than creating a new series, we will simply rename it to 'Lower'. As you can imagine, this is going to be used to contain the lower geological units, these being the lower shale, reservoir sandstone, and CO2 lens." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "geo_model.rename_series({'Default series': 'Lower'})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And now add our surfaces:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
0co2Lower1#0154821
1sandsLower2#9f00522
2lowershaleLower3#ffbe003
" ], "text/plain": [ " surface series order_surfaces color id\n", "0 co2 Lower 1 #015482 1\n", "1 sands Lower 2 #9f0052 2\n", "2 lowershale Lower 3 #ffbe00 3" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surfaces(['co2', 'sands', 'lowershale'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now set some points for the base of the sands and CO2. The lower shale is considered the basement, meaning that its base does not need to be defined and it will extend to the bottom of the model. Alongside these points, we wil need to define an orientation for the surface.\n", "\n", "To minimise repetition, we will define a function to loop over a list of points and add each to the surface." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def create_surface(model, points, surface):\n", " \"\"\"Add a list of points to a surface in a model\"\"\"\n", " xyz = ('X', 'Y', 'Z')\n", " for point in points:\n", " kwargs = {**dict(zip(xyz, point)), 'surface': surface}\n", " model.add_surface_points(**kwargs)\n", "\n", "# The points defining the base of the sand layer\n", "sand_points = [(322, 135, -783), (635, 702, -791), (221, 668, -772), (732, 235, -801), (442, 454, -702)]\n", "\n", "# Call our function\n", "create_surface(geo_model, sand_points, 'sands')\n", "\n", "# Add the surface orientation\n", "geo_model.add_orientations(X=442., Y=495., Z=-752.,\n", " surface='sands', pole_vector=(0.05, 0.05, 0.95))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now repeat this process for the CO2 lens." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
1495.0495.0-650.00.000.001.000.01co2
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "1 495.0 495.0 -650.0 0.00 0.00 1.00 0.01 co2\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Points defining the base of the CO2 layer\n", "co2_points = [(322, 135, -650), (635, 702, -650), (221, 668, -650), (732, 235, -650), (442, 454, -650)]\n", "\n", "create_surface(geo_model, co2_points, 'co2')\n", "\n", "# Add the surface orientation\n", "geo_model.add_orientations(X=495., Y=495., Z=-650.,\n", " surface='co2', pole_vector=(0., 0., 1.))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now add an upper series, containing statigraphy above the CO2 lens." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
order_seriesBottomRelationisActiveisFaultisFinite
Lower1ErosionTrueFalseFalse
Upper2ErosionFalseFalseFalse
" ], "text/plain": [ " order_series BottomRelation isActive isFault isFinite\n", "Lower 1 Erosion True False False\n", "Upper 2 Erosion False False False" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.add_series('Upper')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the upper series has been added below the lower series. This is not ideal for obvious reasons, and hence we will reorder them:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
order_seriesBottomRelationisActiveisFaultisFinite
Upper1ErosionFalseFalseFalse
Lower2ErosionTrueFalseFalse
" ], "text/plain": [ " order_series BottomRelation isActive isFault isFinite\n", "Upper 1 Erosion False False False\n", "Lower 2 Erosion True False False" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.reorder_series(['Upper', 'Lower'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And add our remaining surfaces:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
0co2Lower1#0154821
1sandsLower2#9f00522
2lowershaleLower3#ffbe003
3waterLower4#728f024
4sedimentsLower5#4439885
5uppershaleLower6#ff3f206
" ], "text/plain": [ " surface series order_surfaces color id\n", "0 co2 Lower 1 #015482 1\n", "1 sands Lower 2 #9f0052 2\n", "2 lowershale Lower 3 #ffbe00 3\n", "3 water Lower 4 #728f02 4\n", "4 sediments Lower 5 #443988 5\n", "5 uppershale Lower 6 #ff3f20 6" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surfaces(['water', 'sediments', 'uppershale'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As these surfaces are not mapped to the upper series by default, we shall do so:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
3waterUpper1#728f021
4sedimentsUpper2#4439882
5uppershaleUpper3#ff3f203
0co2Lower1#0154824
1sandsLower2#9f00525
2lowershaleLower3#ffbe006
" ], "text/plain": [ " surface series order_surfaces color id\n", "3 water Upper 1 #728f02 1\n", "4 sediments Upper 2 #443988 2\n", "5 uppershale Upper 3 #ff3f20 3\n", "0 co2 Lower 1 #015482 4\n", "1 sands Lower 2 #9f0052 5\n", "2 lowershale Lower 3 #ffbe00 6" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "gp.map_stack_to_surfaces(geo_model, {'Upper': ('water', 'sediments', 'uppershale')})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we will add the points for the upper series. Note that there is only a single orientation included. It is not necessary to define an orientation for each surface, so long as there is an orientation in the series." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
2442.0495.0-502.00.050.050.950.01uppershale
1495.0495.0-650.00.000.001.000.01co2
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "2 442.0 495.0 -502.0 0.05 0.05 0.95 0.01 uppershale\n", "1 495.0 495.0 -650.0 0.00 0.00 1.00 0.01 co2\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Surface points\n", "uppershale_points = [(322, 135, -633), (635, 702, -641), (221, 668, -622), (732, 235, -651), (442, 454, -552)]\n", "sediments_points = [(322, 135, -433), (635, 702, -441), (221, 668, -422), (732, 235, -451), (442, 454, -352)]\n", "water_points = [(232, 153, -221), (653, 234, -216), (112, 872, -198), (532, 572, -223),\n", " (722, 884, -189), (632, 429, -201), (732, 348, -222)]\n", "\n", "# Add the points to our surfaces\n", "create_surface(geo_model, uppershale_points, 'uppershale')\n", "create_surface(geo_model, sediments_points, 'sediments')\n", "create_surface(geo_model, water_points, 'water')\n", "\n", "# Set an orientation\n", "geo_model.add_orientations(X=442., Y=495., Z=-502.,\n", " surface='uppershale', pole_vector=(0.05, 0.05, 0.95))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we can add the p wave velocities associated with each of these layers. Note that any parameter can be set in this manner (density, elastic parameters, attenuation, etc) if desired for more complex synthetics." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id vp
3waterUpper1#728f0211.500000
4sedimentsUpper2#44398821.750000
5uppershaleUpper3#ff3f2032.500000
0co2Lower1#01548241.100000
1sandsLower2#9f005252.000000
2lowershaleLower3#ffbe0062.500000
" ], "text/plain": [ " surface series order_surfaces color id vp\n", "3 water Upper 1 #728f02 1 1.50\n", "4 sediments Upper 2 #443988 2 1.75\n", "5 uppershale Upper 3 #ff3f20 3 2.50\n", "0 co2 Lower 1 #015482 4 1.10\n", "1 sands Lower 2 #9f0052 5 2.00\n", "2 lowershale Lower 3 #ffbe00 6 2.50" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surface_values([1.5, 1.75, 2.5, 1.1, 2., 2.5], ['vp'])\n", "geo_model.surfaces" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can visualise our model, plotting data points and orientations. Then we must compute our model to interpolate the surfaces and any associated scalar fields. Then we can plot our surfaces and the associated units." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "# Compute the model. Note that a solution is returned. We will use this later\n", "sol = gp.compute_model(geo_model)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[StructuredGrid (0x7f26b9356e50)\n", " N Cells:\t1000000\n", " N Points:\t1030301\n", " X Bounds:\t0.000e+00, 1.000e+03\n", " Y Bounds:\t0.000e+00, 1.000e+03\n", " Z Bounds:\t-1.000e+03, 0.000e+00\n", " Dimensions:\t101, 101, 101\n", " N Arrays:\t1,\n", " ]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "# Set up plotter\n", "p3d = gp.plot_3d(geo_model, plotter_type='background', notebook=True)\n", "# Plot data points and orientations\n", "p3d.plot_data()\n", "\n", "# Plot the surfaces\n", "p3d.plot_surfaces()\n", "# Plot the lithological units\n", "p3d.plot_structured_grid('lith')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bridging the gap from GemPy to Devito:\n", "\n", "As you may have noticed, when we compute our GemPy model, a `Solution` object is returned. From this, we can extract the rasterized values attached to each of our geological units. With this in mind, we can print the solution values:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[2.5 , 2.44720385, 2. , ..., 1.5 , 1.5 ,\n", " 1.5 ]])" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sol.values_matrix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You will notice that these values correspond with the p wave velocities we specified. However, they are in the form of 1D vector. Consequently, will need to reshape this array to fit into the `vp` parameter of a Devito `Model`. Note that you could do this with further parameters such as density or shear wave velocity for more complex models. In this case, you would want to set up a Devito `Function` to contain each parameter.\n", "\n", "Note that in this case, we need to select c-like index order to get the axis in the correct order." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(101, 101, 101)" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Reshaping our data to the shape required by Devito\n", "reshaped = np.reshape(sol.values_matrix, shape, order='C')\n", "reshaped.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now let us plot a slice through this model for quality checking purposes." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "import matplotlib.pyplot as plt\n", "\n", "# Take the center slice in the x direction\n", "# Remember that in Devito, indexing convention is [x, y, z] (need to flip for correct imshow display)\n", "plt.imshow(reshaped[50].T, cmap='viridis', origin='lower')\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Seismic modelling with Devito\n", "\n", "We can now start building our Devito model. The following draws heavily from the Devito `examples/sesimic/tutorials/01_modelling.ipynb` notebook. We will begin, as always with some imports." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "import devito as dv\n", "from examples.seismic import Model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As mentioned earlier, Devito and GemPy have slightly different grid implementations, so we need to tweak the Devito configuration slightly to make it map to the GemPy grid. We can now construct a Devito `Model`. This is a convenience object encapsulating the necessary parameters and components of an acoustic wave model, including additional damping layers around the perimeter (specified by `bcs=\"damp\"`). For custom setups, see the `examples/userapi/04_boundary_conditions.ipynb`. Note that we are using a relatively large amount of damping layers here. This is to avoid our gathers becoming too messy, and ensure that reflections from horizons can be straightforwardly identified in the gathers." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Operator `initdamp` ran in 0.06 s\n", "Operator `pad_vp` ran in 0.01 s\n" ] } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "seis_model = Model(vp=reshaped, origin=(0., 0., -1000.), spacing=(10., 10., 10.), shape=shape, nbl=30, space_order=4, bcs=\"damp\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we will set up the time axis for our model. Again, this is a convenience object, which we will use in setting up the source and recievers." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "from examples.seismic import TimeAxis\n", "\n", "t0 = 0. # Simulation starts a t=0\n", "tn = 1000. # Simulation last 1 second (1000 ms)\n", "dt = seis_model.critical_dt # Time step from model grid spacing\n", "\n", "time_range = TimeAxis(start=t0, stop=tn, step=dt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will position our source at a depth of 20m, and center it in all other axes." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from examples.seismic import RickerSource\n", "\n", "f0 = 0.015 # Source peak frequency is 15Hz (0.015 kHz)\n", "src = RickerSource(name='src', grid=seis_model.grid, f0=f0,\n", " npoint=1, time_range=time_range)\n", "\n", "# First, position source centrally in all dimensions, then set depth\n", "src.coordinates.data[:] = np.array(seis_model.domain_size) * .5\n", "src.coordinates.data[0, -1] = -20 # Depth is 20m\n", "\n", "# We can plot the time signature to see the wavelet\n", "src.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will also configure our recievers in a line along the x axis, centered in the y, also at a depth of 20m." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "from examples.seismic import Receiver\n", "\n", "# Create symbol for 101 receivers\n", "rec = Receiver(name='rec', grid=seis_model.grid, npoint=101, time_range=time_range)\n", "\n", "# Prescribe even spacing for receivers along the x-axis\n", "rec.coordinates.data[:, 0] = np.linspace(0, seis_model.domain_size[0], num=101)\n", "rec.coordinates.data[:, 1] = 0.5*seis_model.domain_size[1]\n", "rec.coordinates.data[:, -1] = -20. # Depth is 20m" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In Devito, equation parameters which vary in space only are represented using `Function` objects. If we also want them to vary over time, we must use a `TimeFunction`.\n", "\n", "With this, we can define our partial differential equation." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle \\operatorname{damp}{\\left(x,y,z \\right)} \\frac{\\partial}{\\partial t} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial x^{2}} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial y^{2}} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial z^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\frac{\\partial^{2}}{\\partial t^{2}} u{\\left(t,x,y,z \\right)}}{\\operatorname{vp}^{2}{\\left(x,y,z \\right)}}$" ], "text/plain": [ "damp(x, y, z)*Derivative(u(t, x, y, z), t) - Derivative(u(t, x, y, z), (x, 2)) - Derivative(u(t, x, y, z), (y, 2)) - Derivative(u(t, x, y, z), (z, 2)) + Derivative(u(t, x, y, z), (t, 2))/vp(x, y, z)**2" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Define the wavefield with the size of the model and the time dimension\n", "u = dv.TimeFunction(name=\"u\", grid=seis_model.grid, time_order=2, space_order=4)\n", "\n", "# We can now write the PDE\n", "pde = seis_model.m * u.dt2 - u.laplace + seis_model.damp * u.dt\n", "\n", "# The PDE representation is as on paper\n", "pde" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now create our update stencil:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle u{\\left(t + dt,x,y,z \\right)} = \\frac{- \\frac{- \\frac{2.0 u{\\left(t,x,y,z \\right)}}{dt^{2}} + \\frac{u{\\left(t - dt,x,y,z \\right)}}{dt^{2}}}{\\operatorname{vp}^{2}{\\left(x,y,z \\right)}} + \\frac{\\partial^{2}}{\\partial x^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\partial^{2}}{\\partial y^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\partial^{2}}{\\partial z^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\operatorname{damp}{\\left(x,y,z \\right)} u{\\left(t,x,y,z \\right)}}{dt}}{\\frac{\\operatorname{damp}{\\left(x,y,z \\right)}}{dt} + \\frac{1}{dt^{2} \\operatorname{vp}^{2}{\\left(x,y,z \\right)}}}$" ], "text/plain": [ "Eq(u(t + dt, x, y, z), (-(-2.0*u(t, x, y, z)/dt**2 + u(t - dt, x, y, z)/dt**2)/vp(x, y, z)**2 + Derivative(u(t, x, y, z), (x, 2)) + Derivative(u(t, x, y, z), (y, 2)) + Derivative(u(t, x, y, z), (z, 2)) + damp(x, y, z)*u(t, x, y, z)/dt)/(damp(x, y, z)/dt + 1/(dt**2*vp(x, y, z)**2)))" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# This discrete PDE can be solved in a time-marching way updating u(t+dt) from the previous time step\n", "# Devito as a shortcut for u(t+dt) which is u.forward. We can then rewrite the PDE as \n", "# a time marching updating equation known as a stencil using customized SymPy functions\n", "\n", "stencil = dv.Eq(u.forward, dv.solve(pde, u.forward))\n", "stencil" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can set up our source and reciever terms to include in our `Operator`." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "# Finally we define the source injection and receiver read function to generate the corresponding code\n", "src_term = src.inject(field=u.forward, expr=src * dt**2 / seis_model.m)\n", "\n", "# Create interpolation expression for receivers\n", "rec_term = rec.interpolate(expr=u.forward)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create our operator:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "op = dv.Operator([stencil] + src_term + rec_term, subs=seis_model.spacing_map)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And run it." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 8.12 s\n" ] }, { "data": { "text/plain": [ "PerformanceSummary([(PerfKey(name='section0', rank=None),\n", " PerfEntry(time=8.100275999999996, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n", " (PerfKey(name='section1', rank=None),\n", " PerfEntry(time=0.0007340000000000083, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n", " (PerfKey(name='section2', rank=None),\n", " PerfEntry(time=0.010583000000000004, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[]))])" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "op(time=time_range.num-1, dt=seis_model.critical_dt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now plot our shot record using everyone's favourite colourmap. We can clearly see the reflected arrivals from the seabed, top shale, and top CO2. We can also distinguish the base of the CO2 lens and the interface between the reservoir sandstone and the underlying shale." ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.imshow(rec.data, cmap='viridis', aspect='auto', vmax=0.01, vmin=-0.01)\n", "plt.xlabel(\"Reciever number\")\n", "plt.ylabel(\"Time (ms)\")\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualisation with PyVista:\n", "As PyVista is a dependency of GemPy, we can use its plotting capabilities to plot some slices to visualise our wavefield" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "import pyvista as pv\n", "\n", "# Trim down the data from u to remove damping field\n", "trimmed_data = u.data[1, 30:-30, 30:-30, 30:-30]\n", "\n", "# Create the spatial reference\n", "grid = pv.UniformGrid()\n", "\n", "# Set the grid dimensions: shape + 1 because we want to inject our values on\n", "# the CELL data\n", "grid.dimensions = np.array(trimmed_data.shape) + 1\n", "\n", "# Edit the spatial reference\n", "grid.origin = (0., 0., -1000.) # The bottom left corner of the data set\n", "grid.spacing = (10, 10, 10) # These are the cell sizes along each axis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now fill the grid cells:" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "# Add the data values to the cell data\n", "grid.cell_arrays[\"values\"] = trimmed_data.flatten(order=\"F\") # Flatten the array!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And plot!" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[(2456.1701691039184, 2456.1701691039184, 1456.1701691039184),\n", " (505.0, 505.0, -495.0),\n", " (0.0, 0.0, 1.0)]" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "orth_slices = grid.slice_orthogonal(x=200, y=200, z=-500)\n", "\n", "orth_slices.plot(cmap='seismic', clim=[-0.01, 0.01])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some other visualisation shenanigans:" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[(2456.1701691039184, 2456.1701691039184, 1456.1701691039184),\n", " (505.0, 505.0, -495.0),\n", " (0.0, 0.0, 1.0)]" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "y_slices = grid.slice_along_axis(n=5, axis=\"y\")\n", "p = pv.Plotter()\n", "p.add_mesh(grid.outline(), color=\"k\")\n", "p.add_mesh(y_slices, cmap='seismic', clim=[-0.01, 0.01], opacity=0.8)\n", "p.show()" ] } ], "metadata": { "celltoolbar": "Tags", "kernelspec": { "display_name": "Python 3", "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": "3.9.4" } }, "nbformat": 4, "nbformat_minor": 4 }