{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1 - Introduction to Acoustic Problem"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.1 - Introduction\n",
"\n",
"This notebook brings the description of the acoustic wave equation, which we also refer as the *acoustic problem*, \n",
"including the discretization by finite differences and the setup for the tests we employ."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.2 - The acoustic problem\n",
"\n",
"Let $D=\\Omega \\times I\\subset\\mathbb{R}^{3}$ be the domain of the problem to be studied, where $\\Omega=\\left[x_{I},x_{F}\\right] \\times\\left[z_{I},z_{F}\\right]$ is the spatial domain $D$ and $I=\\left[0,t_{F}\\right]$ is the time interval of the integration. As usual, $\\partial\\Omega$ denotes the boundary of $\\Omega$, \n",
"represented bellow.\n",
"\n",
"\n",
"\n",
"The spatial variables are $x$ and $z$ (which represents depth) and $t$ denotes time. The function $u(x,z,t):D\\rightarrow \\mathbb{R}$ represents the displacament of the acoustic wave, obeying the following equation:\n",
"\n",
"\\begin{equation}\n",
"u_{tt}(x,z,t)-c^2(x,z)\\Delta(u(x,z,t))=c^2(x,z)f(x,z,t).\n",
"\\end{equation}\n",
"\n",
"where $f(x,z,t):D\\rightarrow \\mathbb{R}$ denotes external forcing and $c(x,z):\\Omega\\rightarrow \\mathbb{R}$ is the speed of propagation of the wave. The initial conditions are given by:\n",
"\n",
"\\begin{equation}\n",
"u(x,z,0) = 0.0 \\hspace{.5cm} \\mbox{ and } \\hspace{.5cm} u_t(x,z,0)= 0.0.\n",
"\\end{equation}\n",
"\n",
"The usual boundary conditions for the wave equation, leading to a well posed problem, are either of Dirichlet or Neumann type. At the surface ($z=0$) a Neumann boundary condition will be employed, while at the bottom and lateral boundaries we initially employ Dirichlet null boundary conditions:\n",
"\n",
"\\begin{equation}\n",
"\\left. u(x,z,t) \\right|_{\\partial\\Omega_{i}} = 0.0 \\hspace{.3cm} \\mbox{ for $i=1,2$ and $3$ } \\hspace{.5cm} \\mbox{ and } \\hspace{.5cm}\n",
"\\left. \\displaystyle\\frac{\\partial u(x,z,t)}{\\partial z} \\right|_{\\partial\\Omega_{4}}= 0.0.\n",
"\\end{equation}\n",
"\n",
"These boundary conditions on $\\partial\\Omega_{1}$, $\\partial\\Omega_{2}$ and $\\partial\\Omega_{3}$ are not natural for the seismic applications, being imposed by the necessity of employing a limited domain for computational purposes. They are the source of artificial wave reflections, which need to be mitigated by special treatments, with the use of absorbing boundary conditions or absorbing layers, which are the main subject of our notebooks.\n",
"\n",
"As a source term we employ a Ricker wave, given by: \n",
"\n",
"\\begin{equation}\n",
"R(t)= \\left(1-2\\pi^{2}f_{0}^{2}\\left(t-\\displaystyle\\frac{1}{f_{0}} \\right)^{2}\\right)e^{\\pi^{2}f_{0}^{2}\\left(t-\\displaystyle\\frac{1}{f_{0}} \\right)^{2}},\n",
"\\end{equation}\n",
"\n",
"where $f_{0}\\in\\mathbb{R}_{+}$ is the peak frequency. This will be used as a point source at a fixed position $(\\bar{x},\\bar{z})$, such that $f(\\bar{x},\\bar{z},t)=R(t)$ and $f$ is zero elsewhere."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.3 - Finite Difference Discretization\n",
"\n",
"\n",
"## 1.3.1 - The computational grid\n",
"\n",
"The time interval $I=\\left[0,t_{F}\\right]$ is discretized as:\n",
"\n",
"- $t_k=k\\Delta t, k=0,1,\\cdots,m, \\mbox{ where } \\Delta t=t_F/m$, \n",
" while the spatial domain grid is given by \n",
"- $\\Omega_\\Delta = \\{(x_i,z_j),i=0,\\cdots,nx, \\ j=0,\\cdots,nz\\}$, \n",
" with $x_i=x_I+i\\Delta x$ and $z_j=j\\Delta z$, $\\Delta_x=(x_F-x_I)/nx$ and $\\Delta_z=(z_F-z_I)/nz$.\n",
"\n",
" The choices of the values of $\\Delta t$, $\\Delta x$ and $\\Delta z$ will have to obey a CFL restriction,\n",
" due to the fact that we will employ an explicit temporal discretization.\n",
"\n",
" Normally, the variables will be computed on the grid. For example, the velocity field $c(x,z)$ will be evaluated on $\\Omega_\\Delta$. The source term, which is time dependent, is evaluated at points $(x_i,z_j,t_k)$.\n",
" \n",
" In some cases, the discretization will require to have fields on grids which are staggered (in one or more directions). For instance, a spatial grid staggered only in the x-direction will be given by:\n",
"- $\\Omega^x_\\Delta=\\{(x_{i+1/2},z_j), i=0,\\cdots,nx-1,\\ j=0,\\cdots,nz\\}, \\mbox{ with } x_{i+1/2}=(i+\\frac{1}{2})\\Delta x$.\n",
"\n",
" Grid staggering in other directions, including the temporal one, are defined analogously. \n",
"\n",
"\n",
"\n",
"## 1.3.2 - Discretization of the wave equation\n",
"\n",
" We employ a stantard second order explicit discretization of the wave equation, based on centered finite differences. Using the notation $u_{i,j,k}=u(x_i,z_j,t_k)$ we have the following discrete set of equations:\n",
"\n",
"\\begin{equation}\n",
" \\frac{u_{i,j,k+1}-2u_{i,j,k}+u_{i,j,k-1}}{\\Delta^2 t}= c^2_{i,j,k}(\\frac{u_{i-1,j,k}-2u_{i,j,k}+u_{i+1,j,k}}{\\Delta^2 x} + \\frac{u_{i,j-1,k}-2u_{i,j,k}+u_{i,j+1,k}}{\\Delta^2 z}) + c^2_{i,j,k} f_{i,j,k}\n",
"\\end{equation}\n",
" for $i=1,\\cdots,nx-1, \\ j=1,\\cdots,nz-1, k=1,\\cdots,m-1$. \n",
" \n",
" The boundary conditions complete the set of equations. We have that $u_{0,j,k}=u_{nx,j,k}=u_{i,nz,k}=0$, according to the Dirichlet null conditions at the bottom and lateral boundaries. Moreover, $u_{i,0,k}=u_{i,1,k}$ due to the zero Neumman boundary condition at the surface and $u_{i,j,0}=u_{i,j,1}=0$ due to the initial conditions. \n",
"\n",
" This is the basic discretization of the wave equation, to be employed in all notebooks. It will be complemented\n",
" by some other terms and / or equations, when considering how to discretize the absorbing boundary conditions\n",
" and absorbing boundary layers."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.4 - The standard problem\n",
"\n",
"In order to simulate the acoustic problem with the several absorbing boundary treatments, we define a standard problem to be used not only in this notebook, but also in the following ones. The spatial domain $\\Omega$ will be defined by the following parameters:\n",
"\n",
"- $x_{I}$ = 0.0 Km;\n",
"- $x_{F}$ = 1.0 Km = 1000 m;\n",
"- $z_{I}$ = 0.0 Km;\n",
"- $z_{F}$ = 1.0 Km = 1000 m;\n",
"\n",
"with\n",
"\n",
"- $\\Delta x$ = 0.01 km = 10m;\n",
"- $\\Delta z$ = 0.01 km = 10m;\n",
"\n",
" The integration will be carried out from \n",
"\n",
"- $t_{I}$ = 0 s = 0 ms;\n",
"\n",
"to\n",
"\n",
"- $t_{F}$ = 1 s = 1000 ms;\n",
"\n",
"The choice of $\\Delta t$ has to respect the CFL condition:\n",
"\n",
"\\begin{equation}\n",
"{\\Delta t}\\leq\\displaystyle\\frac{h\\nu}{v_{max}},\n",
"\\end{equation}\n",
"\n",
"where $\\nu\\leq\\frac{1}{\\sqrt{2}}$ and\n",
"\n",
"\\begin{equation}\n",
"h = \\min\\{ \\Delta x, \\Delta z \\}.\n",
"\\end{equation}\n",
"\n",
"The term $v_{max}$ is the maximum velocity propagation in $\\Omega$ and is given by:\n",
"\n",
"\\begin{equation}\n",
"v_{max}=\\max_{(x,z)\\in \\Omega}\\left\\vert c(x,z) \\right\\vert.\n",
"\\end{equation}\n",
"\n",
"The choice of $\\Delta t$ respecting the CFL condition defines the number of timesteps $NT$:\n",
"\n",
"\\begin{equation}\n",
"\\Delta t =\\frac{T}{NT}.\n",
"\\end{equation}\n",
"\n",
"In all the simulations we employ $\\nu=0.4$. In this way, the temporal parameters are given by:\n",
"\n",
"- $\\Delta t$ $\\approx$ 0.0016 s = 1.6 ms;\n",
"- $NT$ = 626.\n",
"\n",
" The source $f(x, z, t)$ will be a Ricker source with the following properties:\n",
"\n",
"- Position at $x:$ $\\bar{x} = 500 m = 0.5 Km$;\n",
"- Position at $z:$ $\\bar{z} = 10 m = 0.01 Km$;\n",
"- Peak frequency: $f_{0} = 10 Hz = 0.01 Khz$;\n",
"\n",
"The graph of $f(\\bar{x}, \\bar{z}, t)$ will be generated when building the code. We employ a synthetic velocity model $c(x,z)$ with the following properties:\n",
"\n",
"- Minimum propagation speed: $v_{min} = 1500 m/s = 1,5 Km/s$;\n",
"- Maximum propagation speed: $v_{max} = 2500 m/s = 2,5 Km/s$;\n",
"\n",
"The figure of the velocity profile will be generated when building the code. We will consider 'receivers' along the $x$ direction (at all discrete points between $0.0$ Km and $1.0$ Km) at the depth $z=0.01$ Km, where we measure the displacement $u(x,z,t)$ throughout the time integration. Based on these values at the receivers we bild a $seismogram$ at the end of the integration."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.5 - Numerical Simulations\n",
"\n",
"In the numerical simulations, we initially import the packages of interest, in particular, those that are part of the Devito library. First we import the basic Python packages."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"import numpy as np\n",
"import matplotlib.pyplot as plot\n",
"import matplotlib.ticker as mticker\n",
"from mpl_toolkits.axes_grid1 import make_axes_locatable\n",
"from matplotlib import cm"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"From Devito's library of examples, we import some specific functions, such as:\n",
"\n",
"- *TimeAxis* which generates a temporal structure;\n",
"- *RickerSource* for the setup of the source term;\n",
"- *Receiver* which generates a structure of receivers;\n",
"\n",
"So, we import these sample libraries and other importants libraries with the following commands:"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"%matplotlib inline\n",
"from examples.seismic import TimeAxis\n",
"from examples.seismic import RickerSource\n",
"from examples.seismic import Receiver\n",
"from devito import SubDomain, Grid, NODE, TimeFunction, Function, Eq, solve, Operator"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Previously we used the expression *configuration ['log-level']='PERF'*, whose objective is that during execution we can verify the execution parameters of the operators used. We define the spatial parameters to be used in the simulations. In Devito, the mesh data must be defined taking into account *meter (m)* as the unit of measurement. Thus, we have the following variables:\n",
"\n",
"- *nptx* and *nptz* correspond to the number of points (nx+1 and nz+1) in the $x$ and $z$ directions, respectively;\n",
"- *x0* and *x1* determine the starting and ending point in the direction $x$;\n",
"- *z0* and *z1* determine the starting and ending points in the $z$ direction;\n",
"- *compx* and *compz* the lengths of the domain in the directions $x$ and $z$, respectively. These values are obtained from *x0*, *x1*, *z0* and *z1*;\n",
"- *hx* and *hz* correspond to $\\Delta x$ and $\\Delta z$, respectively. These values are calculated in terms of the start/end points and the number of points in each direction, respectively;\n",
"\n",
"These variables are defined in the code as follows:"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"nptx = 101\n",
"nptz = 101\n",
"x0 = 0.\n",
"x1 = 1000.\n",
"compx = x1-x0\n",
"z0 = 0.\n",
"z1 = 1000.\n",
"compz = z1-z0\n",
"hx = (x1-x0)/(nptx-1)\n",
"hz = (z1-z0)/(nptz-1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once the spatial parameters are defined, we start the construction of the *spatial grid* using the Devito DSL. The required parameters are:\n",
"\n",
"- *origin* is the point of origin of the grid;\n",
"- *extent* is the vector with the lengths of the domain in each of the directions;\n",
"- *shape* is the vector with the number of points in each direction;\n",
"- *spacing* is the vector with the spacing in each of the directions;\n",
"\n",
"These parameters are set as follows:"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"origin = (x0, z0)\n",
"extent = (compx, compz)\n",
"shape = (nptx, nptz)\n",
"spacing = (hx, hz)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once the mesh parameters are built, we can define the structures that represent $\\Omega$ subdomains, that is, particular regions of $\\Omega$, named *subdomains*. In the present notebook, there is no need to split the domain in particular subregions, so we define a single *subdomain* that corresponds to the full domain $\\Omega$. This *subdomain* is built with the following command:"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"class d0domain(SubDomain):\n",
" name = 'd0'\n",
"\n",
" def define(self, dimensions):\n",
" x, z = dimensions\n",
" return {x: z, z: z}\n",
"\n",
"\n",
"d0_domain = d0domain()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"After defining the spatial parameters and *subdomains*, we generate the *spatial grid*:"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"grid = Grid(origin=origin, extent=extent, shape=shape, subdomains=(d0_domain))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The velocity field is set bellow, representing two different layers:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"v0 = np.zeros((nptx, nptz))\n",
"p0 = 0\n",
"p1 = int((1/2)*nptz)\n",
"p2 = nptz\n",
"v0[0:nptx, p0:p1] = 1.5\n",
"v0[0:nptx, p1:p2] = 2.5"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Below we include a routine to plot the velocity field."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"def graph2dvel(vel):\n",
" plot.figure()\n",
" plot.figure(figsize=(16, 8))\n",
" fscale = 1/10**(3)\n",
" scale = np.amax(vel)\n",
" extent = [fscale*x0, fscale*x1, fscale*z1, fscale*z0]\n",
" fig = plot.imshow(np.transpose(vel), vmin=0., vmax=scale, cmap=cm.seismic, extent=extent)\n",
" plot.gca().xaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f km'))\n",
" plot.gca().yaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f km'))\n",
" plot.title('Velocity Profile')\n",
" plot.grid()\n",
" ax = plot.gca()\n",
" divider = make_axes_locatable(ax)\n",
" cax = divider.append_axes(\"right\", size=\"5%\", pad=0.05)\n",
" cbar = plot.colorbar(fig, cax=cax, format='%.2e')\n",
" cbar.set_label('Velocity [km/s]')\n",
" plot.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Below we include the plot of velocity field."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"graph2dvel(v0)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To build the *temporal grid* we use the command *TimeAxis*. Before using *TimeAxis*, we need to set the following parameters:\n",
"\n",
"- *t0* is the initial time simulation in milliseconds (ms);\n",
"- *tn* is the final time simulation in milliseconds (ms);\n",
"- *CFL* is the numerical value that imposes a restriction on the size of the time step, in order to obtain stability of the method;\n",
"- *vmax* denotes the maximum velocity propagation. This value is obtained by analyzing the maximum value of the *vel* array;\n",
"- *dtmax* is the upper limit for $\\Delta t$. This value is constructed from the *hx*, *hy* and *vmax* values.\n",
"- *ntmax* is the number of time steps required to reach time $t_ {F}$;\n",
"- dt0 is the value of$\\Delta t$ that can be used in the numerical method and that guarantees its stability;\n",
"\n",
"The parameters mentioned above are given by:"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"t0 = 0.\n",
"tn = 1000.\n",
"CFL = 0.4\n",
"vmax = np.amax(v0)\n",
"dtmax = np.float64((min(hx, hz)*CFL)/(vmax))\n",
"ntmax = int((tn-t0)/dtmax)+1\n",
"dt0 = np.float64((tn-t0)/ntmax)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To generate the *temporal grid* we use the variables given above and allocate them to some local variables of the *TimeAxis* function:\n",
"\n",
"- The start time *t0* is assigned to the local variable *start*;\n",
"- The final time *tn* is assigned to the local variable *stop*;\n",
"- The local variable *num* corresponds to the total number of steps in time,*ntmax*, plus 1, where this increase represents the initial time step.\n",
"\n",
"We can then generate the *time_range* as follows:"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"time_range = TimeAxis(start=t0, stop=tn, num=ntmax+1)\n",
"nt = time_range.num - 1"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once we have defined the spatial and temporal structures, we need to know the symbolic values that are associated with these grids:\n",
"\n",
"- *hxs* and *hzs* represent the symbolic values of the *hx* and *hz* parameters, respectively;\n",
"- *x* and *z* represent the symbolic values of the variables $x$ and $z$. We emphasize that in Devito we do not have the explicit values of $x$ and $z$, but their position in the spatial grid, that is, *x* and *z* are integer values and mark positions in the $x*hx$ grid and $z*hz$;\n",
"- *t* is the symbolic representation of the temporal dimension, similar to that represented by the variables *x* and *z* in the spatial dimension. *t* is also an integer position and represents $t*dt$;\n",
"- *dt* is the symbolic representation of $\\Delta t$ time step;\n",
"\n",
"These symbolic values are defined with the following commands:"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"(hxs, hzs) = grid.spacing_map\n",
"(x, z) = grid.dimensions\n",
"t = grid.stepping_dim\n",
"dt = grid.stepping_dim.spacing"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To generate the Ricker source, we set the parameters:\n",
"\n",
"- *f0*, the source frequency in $Khz$;\n",
"- *nsource* is the number of sources we want to include in the simulation;\n",
"- *xposf* is the position in meters of the source in the direction $x$. This position can be defined by a point value (when choosing 1 source) or a vector of positions (when choosing more than 1 source);\n",
"- *zposf* is the position in meters of the source in the $z$ direction. This position can be defined by a point value (when choosing 1 source) or a vector of positions (when choosing more than 1 source);\n",
"\n",
"**Observation 1:** *xposf* and *zposf* are associated as follows: these generate the ordered pairs where the sources are positioned, that is, when we define these variables we are defining the positioning of the source(s).\n",
"\n",
"**Observation 2:** The Ricker source will be used to compose the external force term $f(x, z, t)$ that appears in the acoustic equation.\n",
"\n",
"We choose a single source, with frequency of $0.005Khz$, positioned at $\\bar{x}$ = 500m and $\\bar{z}$ = 10m."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"f0 = 0.01\n",
"nsource = 1\n",
"xposf = 0.5*compx\n",
"zposf = hz"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Ricker's source is generated by the class *RickerSource* whose local variables are:\n",
"\n",
"- *name* is the symbolic name of the source;\n",
"- *grid* is the grid where the font will be placed;\n",
"- *f0* is the frequency of the source;\n",
"- *npoint* is the number of fonts that will be placed;\n",
"- *time_range* is the structure that contains the time information that we are using in our simulations;\n",
"- *staggered* is the type of positioning of the points;\n",
"- *src.coordinates.data[:, 0]* is the positioning of the source in the $x$ direction;\n",
"- *src.coordinates.data[:, 1]* is the positioning of the source in the $z$ direction;\n",
"\n",
"We choose the following values for the local variables of the *RickerSource* command:\n",
"\n",
"- *name=src;*\n",
"- *grid=grid;*\n",
"- *f0=f0;*\n",
"- *npoint=nsource*;\n",
"- *time_range=time_range;*\n",
"- *staggered=NODE;* We use the NODE option which is for grid points of type *non-staggered *;\n",
"- *src.coordinates.data [:, 0]=xposf;*\n",
"- *src.coordinates.data [:, 1]= zposf;*\n",
"\n",
"With the above definitions we generate the Ricker font as follows:"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"src = RickerSource(\n",
" name='src',\n",
" grid=grid,\n",
" f0=f0,\n",
" npoint=nsource,\n",
" time_range=time_range,\n",
" staggered=NODE,\n",
" dtype=np.float64\n",
")\n",
"src.coordinates.data[:, 0] = xposf\n",
"src.coordinates.data[:, 1] = zposf"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In order to set the receivers we need to define:\n",
"\n",
"- *nrec*, the number of receivers that we want to insert in the grid;\n",
"- *nxpos*,the position in meters of receivers in the direction $x$. This position can be defined by a point value (when choosing 1 receiver) or a vector of positions (when choosing more than 1 receivers);\n",
"- *nzpos*, the position in meters of receivers in the $z$ direction. This position can be defined by a point value (when choosing 1 receiver) or a vector of positions (when choosing more than 1 receivers);\n",
"\n",
"**Note:** *nxpos* and *nzpos* are associated as follows: these generate the ordered pairs where the receivers are positioned, that is, when we define these variables we are defining the positioning of the receiver(s).\n",
"\n",
"Below we include the plot of Ricker source."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"src.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In our case, we choose the number of grid points in the $x$ direction for the number of receivers, which are positioned along the grid line in the $x$ direction at the height $\\bar{z}$ = 10m. In this way our variables are chosen as:"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"nrec = nptx\n",
"nxpos = np.linspace(x0, x1, nrec)\n",
"nzpos = hz"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Receivers are generated by the command *Receiver* whose local variables are:\n",
"\n",
"- *name* is the symbolic name of the Receiver;\n",
"- *grid* is the grid where the receivers will be placed;\n",
"- *npoint* is the number of receivers that will be placed;\n",
"- *time_range* is the structure that contains the time information that we are using in our simulations;\n",
"- *staggered* is the type of positioning of the points;\n",
"- *rec.coordinates.data [:, 0]* is the positioning of receivers in the direction $x$;\n",
"- *rec.coordinates.data [:, 1]* is the positioning of receivers in the $z$ direction;\n",
"\n",
"We employ the following values for the local variables of the *Receiver* command:\n",
"\n",
"- *name=rec;*\n",
"- *grid=grid;*\n",
"- *npoint=nrec*;\n",
"- *time_range=time_range;*\n",
"- *staggered=NODE;* We use the NODE option which is for grid points of type *non-staggered*;\n",
"- *rec.coordinates.data[:, 0]=nxpos;*\n",
"- *rec.coordinates.data[:, 1]=nzpos;*\n",
"\n",
"We then generate the Receivers:"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"rec = Receiver(name='rec', grid=grid, npoint=nrec, time_range=time_range, staggered=NODE, dtype=np.float64)\n",
"rec.coordinates.data[:, 0] = nxpos\n",
"rec.coordinates.data[:, 1] = nzpos"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The next step is to create a variable in which we want to allocate the displacement field, which varies in space and time. It will be a field of type *TimeFunction*. The parameters needed to create a *TimeFunction* are:\n",
"\n",
"- *name* is the symbolic name that is given to this field;\n",
"- *grid* is the spatial and temporal grid in which this field will be evaluated;\n",
"- *time_order* is the order of approximation of the time derivatives;\n",
"- *space_order* is the order of approximation of spatial derivatives;\n",
"- *staggered* is the type of positioning of the points (NODE means that the variables are located at the grid points);\n"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"u = TimeFunction(name=\"u\", grid=grid, time_order=2, space_order=2, staggered=NODE, dtype=np.float64)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We also need to create a field for the wave propagation velocity, a field which will not change over time. Therefore it is defined as a *Function* type field. The parameters needed to create a *Function* are:\n",
"\n",
"- *name* is the symbolic name that is given to this field;\n",
"- *grid* is the spatial grid on which this field will be evaluated;\n",
"- *space_order* is the order of approximation of spatial derivatives;\n",
"- *staggered* is the type of positioning of the points;\n",
"\n",
"In addition, we need to associate the velocity values previously defined to the field's *.data* property, that is, we just need to do the following operation:\n",
"\n",
"- *name.data[:,:]=m[:,:]*,\n",
"\n",
"where *m* denotes the array with predefined values. "
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"vel0 = Function(name=\"vel0\", grid=grid, space_order=2, staggered=NODE, dtype=np.float64)\n",
"vel0.data[:, :] = v0[:, :]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once we have created the Ricker source, we can then create the external force term in the acoustics equation. This insertion of the external force term in the acoustic equation takes into account the discretization of the differential equation. Therefore, it is multiplied by $\\Delta^2 t$ and $c^2(x,z)$.\n",
"\n",
"To insert the Ricker source we use the *src.inject*, whose local variables are:\n",
"\n",
"- *field* is the field in which the source term will be injected;\n",
"- *expr* defines the expression of the source to be injected;\n",
"\n",
"We set\n",
"\n",
"- *field=u.forward*, where * forward * indicates that we are working with field * u * at time * t + 1 *;\n",
"- *expr=$src*dt^{2}*vel0^{2}$ *, where src represents the Ricker source that was created in a previous structure and $vel0$ denotes the velocity field of the problem;\n",
"\n",
"The source term is called *src_term* and it is created as follows:"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"src_term = src.inject(field=u.forward, expr=src*dt**2*vel0**2)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To define the Receivers we use the structure called *rec.interpolate*. We need to define the expression *expr* to\n",
"be computed at the receivers location, which in this case is the value of the displacement.\n",
"\n",
"In this way, the Receivers term is named *rec_term* and is created as follows:"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"rec_term = rec.interpolate(expr=u)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now create the acoustic equation without the external force term. As defined previously, *u* represents the displacement field and *vel0* the field that carries the velocity information. \n",
"\n",
"- The structure that creates Equations in Devito is *Eq(eq)*, where *eq* is the equation we want to assign;\n",
"- .dt2 calculates the second temporal derivative of the field it is applied to;\n",
"- .laplace builds the spatial Laplacian operator of a given field. In the present case, this operator is .dx2 + .dz2;\n",
"\n",
"The acoustic equation without the source term has the following form:\n",
"\n",
"- $ u_ {tt} - c ^ {2} (u_ {xx} + u_ {zz}) $\n",
"\n",
"Using Devito's notation, we have\n",
"\n",
"- eq = u.dt2 - vel0 * vel0 * u.laplace\n",
"\n",
"Then, using the operator *Eq(eq)* we create the *pde* that represents the acoustic equation without the source term:"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"pde = Eq(u.dt2 - u.laplace*vel0**2)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For Devito to solve a predefined *pde* we use the expression *solve(pde,field)* where the parameters are the equation we want to solve (*pde*) and the field being updated (*field1*). In our case, we want to solve the *pde* in the *u.forward* field, so we have\n",
"\n",
"- solve(pde,u.forward)\n",
"\n",
"Now we need Devito to assign this solution to a field, where we use the command *Eq()* again, with a few more options: more precisely we will have *Eq(field2,eq2,subdomain)*, where *field2* is the field who will receive the solution of *eq2* computed in the given *subdomain*. Since the only subdomain we have is *d0*,we define the expression of the subdomain as:\n",
"\n",
"- subdomain=grid.subdomains ['d0']\n",
"\n",
"Altogether we define the *stencil* for the acoustic problem:"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"stencil = Eq(u.forward, solve(pde, u.forward), subdomain=grid.subdomains['d0'])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We also need to create the boundary conditions.\n",
"\n",
"The *u* field is such that *u=u[t, x, y]* where *(t, x, y)* are integer positions. We know that $x\\in \\{0,nptx \\}$ and $z\\in \\{0,nptz \\}$. For the term $t$ the field *u* a priori stores only 3 values of *t*, since *time_order=2*. These values are:\n",
"\n",
"- *u[t-1, x, z]* or *u.backward* is the solution at the instant *t-1*;\n",
"- *u[t, x, z]* or *u* is the solution at instant *t*;\n",
"- *u[t + 1, x, z]* or *u.forward* is the solution at the instant *t+1*;\n",
"\n",
"We know that the first and last points of the mesh in the direction $x$ are associated with positions *0* and *nptx-1*. Similarly, the first and last point of the mesh in the $z$ direction are associated with positions *0* and *nptz-1*. Using the structure of the command *Eq(field,value)* we have that the condition of null Dirichilet can be described as:\n",
"\n",
"- *Eq(u[t+1,0,y],0.);*\n",
"- *Eq(u[t+1,nptx-1,y],0.);*\n",
"- *Eq(u[t+1,x,npty-1],0.);*\n",
"\n",
"The free-surface condition (using a backward discretization in the *z* direction) is given by:\n",
"\n",
"- *Eq(u[t+1,x,0],u[t+1,x,1]);*\n",
"\n",
"Putting all these boundary conditions together in a term named *bc* we have to:"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"bc = [Eq(u[t+1, 0, z], 0.), Eq(u[t+1, nptx-1, z], 0.), Eq(u[t+1, x, nptz-1], 0.), Eq(u[t+1, x, 0], u[t+1, x, 1])]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We then define the operator (*op*) that will combine the acoustic equation with the source term, boundary conditions and receivers.\n",
"\n",
"- 1. The acoustic wave equation: *[stencil];*\n",
"- 2. Source term: *src_term;*\n",
"- 3. Boundary conditions: *bc;*\n",
"- 4. Receivers: *rec_term;*\n",
"- 5. To replace any symbolic terms associated with *grid*: *subs=grid.spacing_map;*\n",
"\n",
"So we define the *op* generated by the following command:"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"op = Operator([stencil] + src_term + bc + rec_term, subs=grid.spacing_map)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Before starting we reset the field *u* in all its values."
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"u.data[:] = 0."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We assign to *op* the number of time steps it must execute, using the local variable *time*, and the size of the time step, using the local variable *dt*, so that:\n",
"\n",
"- *time=nt*;\n",
"- *dt=dt0*;\n"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"Operator `Kernel` ran in 0.02 s\n"
]
},
{
"data": {
"text/plain": [
"PerformanceSummary([(PerfKey(name='section0', rank=None),\n",
" PerfEntry(time=0.005868000000000044, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n",
" (PerfKey(name='section1', rank=None),\n",
" PerfEntry(time=0.0018010000000000114, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n",
" (PerfKey(name='section2', rank=None),\n",
" PerfEntry(time=0.002116999999999993, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n",
" (PerfKey(name='section3', rank=None),\n",
" PerfEntry(time=0.0016480000000000192, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n",
" (PerfKey(name='section4', rank=None),\n",
" PerfEntry(time=0.0025270000000000045, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[]))])"
]
},
"execution_count": 27,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"op(time=nt, dt=dt0)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To view the result of the displacement field at the end time, let's create a plot routine as follows:"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [],
"source": [
"def graph2d(U):\n",
" plot.figure()\n",
" plot.figure(figsize=(16, 8))\n",
" fscale = 1/10**(3)\n",
" scale = np.amax(U)/10.\n",
" extent = [fscale*x0, fscale*x1, fscale*z1, fscale*z0]\n",
" fig = plot.imshow(np.transpose(U), vmin=-scale, vmax=scale, cmap=cm.seismic, extent=extent)\n",
" plot.gca().xaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f km'))\n",
" plot.gca().yaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f km'))\n",
" plot.axis('equal')\n",
" plot.title('Map - Acoustic Problem with Devito')\n",
" plot.grid()\n",
" ax = plot.gca()\n",
" divider = make_axes_locatable(ax)\n",
" cax = divider.append_axes(\"right\", size=\"5%\", pad=0.05)\n",
" cbar = plot.colorbar(fig, cax=cax, format='%.2e')\n",
" cbar.set_label('Displacement [km]')\n",
" plot.draw()\n",
" plot.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To access the solution in the *u* field, we will access the *0* position in *u.data*, that is,\n",
"\n",
"-*u.data [0,:,:]*\n",
"\n",
"We pass this value as an argument to the function *graph2d(U)*."
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"graph2d(u.data[0, :, :])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Realize that the solution has a large amount of noise, which is generated by the reflections at the boundaries. The main objective of this series of notebooks is to present several numerical schemes designed to reduce the wave reflections on the computational boundaries of the domain during simulation.\n",
"\n",
"We now create a routine to plot the shot records of the Receivers"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"def graph2drec(rec):\n",
" plot.figure()\n",
" plot.figure(figsize=(16, 8))\n",
" fscaled = 1/10**(3)\n",
" fscalet = 1/10**(3)\n",
" scale = np.amax(rec)/10.\n",
" extent = [fscaled*x0, fscaled*x1, fscalet*tn, fscalet*t0]\n",
" fig = plot.imshow(rec, vmin=-scale, vmax=scale, cmap=cm.seismic, extent=extent)\n",
" plot.gca().xaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f km'))\n",
" plot.gca().yaxis.set_major_formatter(mticker.FormatStrFormatter('%.1f s'))\n",
" plot.axis('equal')\n",
" plot.title('Receivers Signal Profile - Devito')\n",
" ax = plot.gca()\n",
" divider = make_axes_locatable(ax)\n",
" cax = divider.append_axes(\"right\", size=\"5%\", pad=0.05)\n",
" _ = plot.colorbar(fig, cax=cax, format='%.2e')\n",
" plot.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To access the result of the displacement in the receivers, we access the term *rec.data* and pass this term as an argument to the function *graph2drec*."
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
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"source": [
"# NBVAL_IGNORE_OUTPUT\n",
"\n",
"graph2drec(rec.data)"
]
},
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"source": [
"From this plot we can clearly see the reflections of the waves at the lateral boundaries."
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"assert np.isclose(np.linalg.norm(rec.data), 990, rtol=1)"
]
},
{
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"metadata": {},
"source": [
"# 1.6 - Conclusions\n",
"\n",
"We conclude our introduction to the Acoustic Problem, including simulations in the Devito environment, highlighting the following items:\n",
"\n",
"- The simulation time when using Devito is small, when compared to routines that use pure Python;\n",
"- Devito has a simplified language for building operators and equations, once the user acquires familiarity with the package;\n",
"- When no reflection reduction strategy is used, at the end of the simulation we observe a large amount of noise in our image;\n",
"- The constructions employed here can be used as a basis for implementing the methods with absorbing boundary conditions or absorbing boundary layers;"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 1.7 - References\n",
"\n",
"- Berenger, J.-P. (1994). \"A perfectly matched layer for the absorption of electromagnetic waves\", Journal of Computational Physics, 114(2), 185-200. DOI: 10.1006/jcph.1994.1159. Reference Link.\n",
"\n",
"- Clayton, R., & Engquist, B. (1977). \"Absorbing boundary conditions for acoustic and elastic wave equations\", Bulletin of the seismological society of America, 67(6), 1529-1540. Reference Link.\n",
"\n",
"- Engquist, B., & Majda, A. (1979). \"Radiation boundary conditions for acoustic and elastic wave calculations,\" Communications on pure and applied mathematics, 32(3), 313-357. DOI: 10.1137/0727049. Reference Link.\n",
"\n",
"- Fichtner, A. (2010). ”Full seismic waveform modelling and inversion”, Springer Science and Business Media. Reference Link.\n",
"\n",
"- Grote, M. J. and Sim, I. (2010). \"Efficient PML for the wave equation\", arXiv preprint arXiv:1001.0319. Reference Link.\n",
"\n",
"- Higdon, R. L. (1987). \"Absorbing boundary conditions for difference approximations to the multidimensional wave equation,\" Mathematics of computation, 47(176), 437-459. DOI: 10.1090/S0025-5718-1986-0856696-4. Reference Link.\n",
"\n",
"- Higdon, Robert L. \"Numerical absorbing boundary conditions for the wave equation,\" Mathematics of computation, v. 49, n. 179, p. 65-90, 1987. DOI: 10.1090/S0025-5718-1987-0890254-1. Reference Link.\n",
"\n",
"- Liu, Y., & Sen, M. K. (2018). \"An improved hybrid absorbing boundary condition for wave equation modeling,\" Journal of Geophysics and Engineering, 15(6), 2602-2613. DOI: 10.1088/1742-2140/aadd31. Reference Link.\n",
"\n",
"- Sochaki, J., Kubichek, R., George, J., Fletcher, W.R. and Smithson, S. (1987). \"Absorbing boundary conditions and surface waves,\" Geophysics, 52(1), 60-71. DOI: 10.1190/1.1442241. Reference Link."
]
}
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