{ "cells": [ { "cell_type": "markdown", "id": "0", "metadata": {}, "source": [ "# 15 - TTI pure qP-wave equation implementation" ] }, { "cell_type": "markdown", "id": "1", "metadata": {}, "source": [ "The aim of this notebook is to show how to solve the pure qP-wave equation using the finite-difference (FD) scheme. The 2D TTI pure qP-wave equation can be written as ([Mu et al., 2020](https://library.seg.org/doi/10.1190/geo2019-0320.1))\n", "\n", "$$\n", "\\begin{align}\n", "\\frac{1}{v_{p}^{2}}\\frac{\\partial^{2}p(\\textbf{x},t)}{\\partial t^{2}} = & \\,\\, (1+2\\delta\\sin^{2}\\theta\\cos^{2}\\theta + 2\\epsilon\\cos^{4}\\theta)\\frac{\\partial^{4}q(\\textbf{x},t)}{\\partial x^{4}} \\nonumber \\\\\n", "& + (1+2\\delta\\sin^{2}\\theta\\cos^{2}\\theta + 2\\epsilon\\sin^{4}\\theta)\\frac{\\partial^{4}q(\\textbf{x},t)}{\\partial z^{4}} \\nonumber \\\\\n", "& + (2 - \\delta\\sin^{2}2\\theta+3\\epsilon\\sin^{2}2\\theta+2\\delta\\cos^{2}\\theta)\\frac{\\partial^{4}q(\\textbf{x},t)}{\\partial x^{2}\\partial z^{2}} \\nonumber \\\\\n", "& +(\\delta\\sin4\\theta-4\\epsilon\\sin2\\theta\\cos^{2}\\theta)\\frac{\\partial^4 q(\\textbf{x},t)}{\\partial x^{3}\\partial z} \\nonumber \\\\\n", "& +(-\\delta\\sin4\\theta-4\\epsilon\\sin2\\theta\\cos^{2}\\theta)\\frac{\\partial^4 q(\\textbf{x},t)}{\\partial x\\partial z^{3}} \\nonumber \\\\\n", "& + f(\\textbf{x}_{s},t), \\nonumber \\\\\n", "\\frac{\\partial^{2}q(\\textbf{x},t)}{\\partial x^{2}} + \\frac{\\partial^{2}q(\\textbf{x},t)}{\\partial z^{2}} = & p(\\textbf{x},t), \\nonumber\n", "\\end{align}\n", "$$\n", "\n", "where $q(\\textbf{x},t)$ is an auxiliary wavefield, which is introduced for implementing the FD scheme." ] }, { "cell_type": "markdown", "id": "2", "metadata": {}, "source": [ "First of all, it is necessary to import some Devito modules and other packages that will be used in the implementation." ] }, { "cell_type": "code", "execution_count": 1, "id": "3", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from devito import (Function, TimeFunction, cos, sin, solve,\n", " Eq, Operator)\n", "from examples.seismic import TimeAxis, RickerSource, Receiver, demo_model\n", "from matplotlib import pyplot as plt" ] }, { "cell_type": "markdown", "id": "4", "metadata": {}, "source": [ "We will start with the definitions of the grid and the physical parameters $v_{p}, \\theta, \\epsilon, \\delta$. For simplicity, we won't use any absorbing boundary conditions to avoid reflections of outgoing waves at the boundaries of the computational domain, but we will have boundary conditions (zero Dirichlet) at $x=0,nx$ and $z=0,nz$ for the solution of the Poisson equation. We use a homogeneous model. The model is discretized with a grid of $101 \\times 101$ and spacing of 10 m. The $v_{p}, \\epsilon, \\delta$ and $\\theta$ parameters of this model are 3600 m∕s, 0.23, 0.17, and 45°, respectively. " ] }, { "cell_type": "code", "execution_count": 2, "id": "5", "metadata": {}, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "\n", "shape = (101, 101) # 101x101 grid\n", "spacing = (10., 10.) # spacing of 10 meters\n", "origin = (0., 0.)\n", "nbl = 0 # number of pad points\n", "\n", "model = demo_model('layers-tti', spacing=spacing, space_order=8,\n", " shape=shape, nbl=nbl, nlayers=1)\n", "\n", "# initialize Thomsem parameters to those used in Mu et al., (2020)\n", "model.update('vp', np.ones(shape)*3.6) # km/s\n", "model.update('epsilon', np.ones(shape)*0.23)\n", "model.update('delta', np.ones(shape)*0.17)\n", "model.update('theta', np.ones(shape)*(45.*(np.pi/180.))) # radians" ] }, { "cell_type": "markdown", "id": "6", "metadata": {}, "source": [ "In cell below, symbols used in the PDE definition are obtained from the `model` object. Note that trigonometric functions proper of Devito are exploited." ] }, { "cell_type": "code", "execution_count": 3, "id": "7", "metadata": {}, "outputs": [], "source": [ "# Get symbols from model\n", "theta = model.theta\n", "delta = model.delta\n", "epsilon = model.epsilon\n", "m = model.m\n", "\n", "# Use trigonometric functions from Devito\n", "costheta = cos(theta)\n", "sintheta = sin(theta)\n", "cos2theta = cos(2*theta)\n", "sin2theta = sin(2*theta)\n", "sin4theta = sin(4*theta)" ] }, { "cell_type": "markdown", "id": "8", "metadata": {}, "source": [ "Accordingly to [Mu et al., (2020)](https://library.seg.org/doi/10.1190/geo2019-0320.1), the time sampling can be chosen as \n", "$$\n", "\\Delta t < \\frac{\\Delta d}{\\pi \\cdot (v_{p})_{max}}\\sqrt{\\dfrac{1}{(1+\\eta_{max}|\\cos\\theta-\\sin\\theta|_{max}^{2})}}\n", "$$,\n", "\n", "where $\\eta_{max}$ denotes the maximum value between $|\\epsilon|_{max}$ and $|\\delta|_{max}$, $|cos\\theta-sin\\theta|_{max}$ is the maximum value of $|cos\\theta-sin\\theta|$." ] }, { "cell_type": "code", "execution_count": 4, "id": "9", "metadata": {}, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "\n", "# Values used to compute the time sampling\n", "epsilonmax = np.max(np.abs(epsilon.data[:]))\n", "deltamax = np.max(np.abs(delta.data[:]))\n", "etamax = max(epsilonmax, deltamax)\n", "vmax = model._max_vp\n", "max_cos_sin = np.amax(np.abs(np.cos(theta.data[:]) - np.sin(theta.data[:])))\n", "dvalue = min(spacing)" ] }, { "cell_type": "markdown", "id": "10", "metadata": {}, "source": [ "The next step is to define the simulation time. It has to be small enough to avoid reflections from borders. Note we will use the `dt` computed below rather than the one provided by the property() function `critical_dt` in the `SeismicModel` class, as the latter only works for the coupled pseudoacoustic equation." ] }, { "cell_type": "code", "execution_count": 5, "id": "11", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "time_range; TimeAxis: start=0, stop=150.313, step=0.884194, num=171\n" ] } ], "source": [ "# Compute the dt and set time range\n", "t0 = 0. # Simulation time start\n", "tn = 150. # Simulation time end (0.15 second = 150 msec)\n", "dt = (dvalue/(np.pi*vmax))*np.sqrt(1/(1+etamax*(max_cos_sin)**2)) # eq. above (cell 3)\n", "time_range = TimeAxis(start=t0, stop=tn, step=dt)\n", "print(\"time_range; \", time_range)" ] }, { "cell_type": "markdown", "id": "12", "metadata": {}, "source": [ "In exactly the same form as in the [Cavity flow with Navier-Stokes]() tutorial, we will use two operators, one for solving the Poisson equation in pseudotime and one for advancing in time. But unlike what was done in such tutorial, in this case, we write the FD solution of the poisson equation in a manually way, without using the `laplace` shortcut and `solve` functionality (just to break up the routine and try to vary). The internal time loop can be controlled by supplying the number of pseudotime steps (`niter_poisson` iterations) as a `time` argument to the operator. A Ricker wavelet source with peak frequency of 20 Hz is located at center of the model." ] }, { "cell_type": "code", "execution_count": 6, "id": "13", "metadata": {}, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "\n", "# time stepping\n", "p = TimeFunction(name=\"p\", grid=model.grid, time_order=2, space_order=2)\n", "q = Function(name=\"q\", grid=model.grid, space_order=8)\n", "\n", "# Main equations\n", "term1_p = (1 + 2*delta*(sintheta**2)*(costheta**2) + 2*epsilon*costheta**4)*q.dx4\n", "term2_p = (1 + 2*delta*(sintheta**2)*(costheta**2) + 2*epsilon*sintheta**4)*q.dy4\n", "term3_p = (2-delta*(sin2theta)**2 + 3*epsilon*(sin2theta)**2 + 2*delta*(cos2theta)**2)*((q.dy2).dx2)\n", "term4_p = (delta*sin4theta - 4*epsilon*sin2theta*costheta**2)*((q.dy).dx3)\n", "term5_p = (-delta*sin4theta - 4*epsilon*sin2theta*sintheta**2)*((q.dy3).dx)\n", "\n", "stencil_p = solve(m*p.dt2 - (term1_p + term2_p + term3_p + term4_p + term5_p), p.forward)\n", "update_p = Eq(p.forward, stencil_p)\n", "\n", "# Poisson eq. (following notebook 6 from CFD examples)\n", "b = Function(name='b', grid=model.grid, space_order=2)\n", "pp = TimeFunction(name='pp', grid=model.grid, space_order=2)\n", "\n", "# Create stencil and boundary condition expressions\n", "x, z = model.grid.dimensions\n", "t = model.grid.stepping_dim\n", "\n", "update_q = Eq(\n", " pp[t+1, x, z],\n", " (\n", " (pp[t, x+1, z] + pp[t, x-1, z])*z.spacing**2\n", " + (pp[t, x, z+1] + pp[t, x, z-1])*x.spacing**2\n", " - b[x, z]*x.spacing**2*z.spacing**2\n", " ) / (2*(x.spacing**2 + z.spacing**2))\n", ")\n", "\n", "bc = [Eq(pp[t+1, x, 0], 0.)]\n", "bc += [Eq(pp[t+1, x, shape[1]+2*nbl-1], 0.)]\n", "bc += [Eq(pp[t+1, 0, z], 0.)]\n", "bc += [Eq(pp[t+1, shape[0]-1+2*nbl, z], 0.)]\n", "\n", "# set source and receivers\n", "src = RickerSource(name='src', grid=model.grid, f0=0.02, npoint=1, time_range=time_range)\n", "src.coordinates.data[:, 0] = model.domain_size[0]* .5\n", "src.coordinates.data[:, 1] = model.domain_size[0]* .5\n", "# Define the source injection\n", "src_term = src.inject(field=p.forward, expr=src * dt**2 / m)\n", "\n", "rec = Receiver(name='rec', grid=model.grid, npoint=shape[0], time_range=time_range)\n", "rec.coordinates.data[:, 0] = np.linspace(model.origin[0], model.domain_size[0], num=model.shape[0])\n", "rec.coordinates.data[:, 1] = 2*spacing[1]\n", "# Create interpolation expression for receivers\n", "rec_term = rec.interpolate(expr=p.forward)\n", "\n", "# Operators\n", "optime = Operator([update_p] + src_term + rec_term)\n", "oppres = Operator([update_q] + bc)\n", "\n", "# you can print the generated code for both operators by typing print(optime) and print(oppres)" ] }, { "cell_type": "markdown", "id": "14", "metadata": {}, "source": [ "The time steps are advanced through a Python loop where both operators `optime` and `oppres`are called. Note the use of module indices to get proper buffers. We set the number of iteration `niter_poisson` for approximating the solution to Poisson equation as 1200." ] }, { "cell_type": "code", "execution_count": 7, "id": "15", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.03 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", 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"text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.01 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 0.02 s\n" ] } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "psave = np.empty((time_range.num, model.grid.shape[0], model.grid.shape[1]))\n", "niter_poisson = 1200\n", "\n", "# This is the time loop.\n", "for step in range(0, time_range.num-2):\n", " q.data[:, :] = pp.data[(niter_poisson+1) % 2, :, :]\n", " optime(time_m=step, time_M=step, dt=dt)\n", " pp.data[:, :] = 0.\n", " b.data[:, :] = p.data[(step+1) % 3, :, :]\n", " oppres(time_M=niter_poisson)\n", " psave[step, :, :] = p.data[(step+1) % 3, :, :]" ] }, { "cell_type": "code", "execution_count": 8, "id": "16", "metadata": {}, "outputs": [], "source": [ "# Some useful definitions for plotting if nbl is set to any other value than zero\n", "nxpad, nzpad = shape[0] + 2 * nbl, shape[1] + 2 * nbl\n", "shape_pad = np.array(shape) + 2 * nbl\n", "origin_pad = tuple([o - s*nbl for o, s in zip(origin, spacing, strict=True)])\n", "extent_pad = tuple([s*(n-1) for s, n in zip(spacing, shape_pad, strict=True)])" ] }, { "cell_type": "markdown", "id": "17", "metadata": {}, "source": [ "We can plot equally spaced snaps (by `factor`) from the full history saved in `psave` using matplotlib." ] }, { "cell_type": "code", "execution_count": 9, "id": "18", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "\n", "# Note: flip sense of second dimension to make the plot positive downwards\n", "plt_extent = [origin_pad[0], origin_pad[0] + extent_pad[0],\n", " origin_pad[1] + extent_pad[1], origin_pad[1]]\n", "\n", "# Plot the wavefields, each normalized to scaled maximum of last time step\n", "kt = (time_range.num - 2) - 1\n", "amax = 0.05 * np.max(np.abs(psave[kt, :, :]))\n", "\n", "nsnaps = 10\n", "factor = round(time_range.num/nsnaps)\n", "\n", "fig, axes = plt.subplots(2, 5, figsize=(18, 7), sharex=True)\n", "fig.suptitle(\"Snapshots\", size=14)\n", "for count, ax in enumerate(axes.ravel()):\n", " snapshot = factor*count\n", " ax.imshow(np.transpose(psave[snapshot, :, :]), cmap=\"seismic\",\n", " vmin=-amax, vmax=+amax, extent=plt_extent)\n", " ax.plot(model.domain_size[0]* .5, model.domain_size[1]* .5,\n", " 'red', linestyle='None', marker='*', markersize=8, label=\"Source\")\n", " ax.grid()\n", " ax.tick_params('both', length=2, width=0.5, which='major', labelsize=10)\n", " ax.set_title(\"Wavefield at t=%.2fms\" % (factor*count*dt), fontsize=10)\n", "for ax in axes[1, :]:\n", " ax.set_xlabel(\"X Coordinate (m)\", fontsize=10)\n", "for ax in axes[:, 0]:\n", " ax.set_ylabel(\"Z Coordinate (m)\", fontsize=10)" ] }, { "cell_type": "markdown", "id": "19", "metadata": {}, "source": [ "## References\n", "\n", "- **Least-squares reverse time migration in TTI media using a pure qP-wave equation** (2020)\n", "
Xinru Mu, Jianping Huang, Jidong Yang, Xu Guo, and Yundong Guo\n", "
Geophysics, Vol. 85, No. 4\n", "
https://doi.org/10.1190/geo2019-0320.1" ] } ], "metadata": { "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": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 5 }