From 1baddef67a9f2555a5a5dbb36fd00b1085711f06 Mon Sep 17 00:00:00 2001 From: Bernard Giroux Date: Fri, 10 Nov 2023 10:54:15 -0500 Subject: [PATCH] tests for anisotropy added --- tests/files/Grid2Drcdsp_tt_grid_aniso.vtr | 25 -- tests/files/Grid2Drcsp_tt_grid_aniso.vtr | 6 +- tests/files/Grid2Ducsp_tt_grid_aniso.vtu | 38 +++ tests/files/elliptical_fine2d.vtr | 39 +-- tests/files/elliptical_fine2d.vtu | 41 +++ tests/files/prepare_tests_aniso.py | 241 ++++++++++++++++++ .../files/sol_analytique_elliptical_2d_tt.vtr | 35 +-- tests/test_grid2d.cpp | 6 +- tests/test_rgrid2d.py | 33 +++ tests/test_tmesh2d.py | 42 +++ 10 files changed, 445 insertions(+), 61 deletions(-) delete mode 100644 tests/files/Grid2Drcdsp_tt_grid_aniso.vtr create mode 100644 tests/files/Grid2Ducsp_tt_grid_aniso.vtu create mode 100644 tests/files/elliptical_fine2d.vtu create mode 100644 tests/files/prepare_tests_aniso.py diff --git a/tests/files/Grid2Drcdsp_tt_grid_aniso.vtr b/tests/files/Grid2Drcdsp_tt_grid_aniso.vtr deleted file mode 100644 index 604a3a6d..00000000 --- a/tests/files/Grid2Drcdsp_tt_grid_aniso.vtr +++ /dev/null @@ -1,25 +0,0 @@ - - - - - - - AgAAAACAAAD4IAAAv3cAAOUeAAA=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AgAAAACAAAB0cQAAvhgAABsWAAA=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CAAAAACAAACAKQAAlw0AAPYNAAARDgAAsQ0AAN4NAAANDgAAxg0AAJcEAAA=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CAAAAACAAACAKQAAlw0AAPYNAAARDgAAsQ0AAN4NAAANDgAAxg0AAJcEAAA=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 + + + AQAAAACAAAAQJwAAIgAAAA==eJztwTENAAAAw6Cr/i1PxxKgAAAAAAAAAAAA4N8AGtDDUQ== + + + + + diff --git a/tests/files/prepare_tests_aniso.py b/tests/files/prepare_tests_aniso.py new file mode 100644 index 00000000..68d7aa3b --- /dev/null +++ b/tests/files/prepare_tests_aniso.py @@ -0,0 +1,241 @@ +#! /usr/bin/env python3 +# -*- coding: utf-8 -*- + +import numpy as np +import matplotlib.pyplot as plt +import vtk + + +# %% + +x = np.arange(0.0, 6000.01, 60.0) +z = np.arange(0.0, 3000.01, 60.0) + + +a = 2271.0 +b = 0.88 +chi = 0.3 + +with open('rcv2daniso.dat', 'w') as f: + print('{0:d}'.format(x.size*z.size), file=f) + for ix in x: + for iz in z: + print('{0:g} {1:g}'.format(ix, iz), file=f) + + +# %% + +x[0] = 0.001 + +xx, zz = np.meshgrid(x, z) + +p = 2*xx / np.sqrt((xx*xx + (1+2*chi) * zz*zz) * + ((2*a + b*zz)**2 * (1+2*chi) + b*b * xx*xx)) + +# p[0, 0] = 0.0 + +t = 1/b * (np.arctanh(p * b * xx - np.sqrt(1 - (1+2*chi) * p*p * a*a)) + + np.arctanh(np.sqrt(1 - (1+2*chi) * p*p * a*a))) + +# t[0, 0] = 0 +# t[:, 0] = z / vz + + +# %% + +h = plt.pcolor(xx, zz, t) +plt.contour(xx, zz, t, colors='k', linewidths=0.5) +plt.gca().invert_yaxis() +plt.gca().axis('equal') +plt.colorbar(h) +plt.tight_layout() +plt.show() + +# %% + +x = np.arange(30.0, 6000.0, 60.0) +z = np.arange(30.0, 3000.0, 60.0) + +xx, zz = np.meshgrid(x, z) + +vz = a + b*zz +vx = np.sqrt( chi * 2 * vz**2 + vz**2) + + +sx = 1/vx +sz = 1/vz + +xi = sz / sx + +plt.imshow(xi) +plt.colorbar() +plt.show() + +plt.imshow(sx) +plt.colorbar() +plt.show() + + + +xCoords = vtk.vtkDoubleArray() +yCoords = vtk.vtkDoubleArray() +zCoords = vtk.vtkDoubleArray() + +for i in np.arange(0.0, 6000.1, 60.0): + xCoords.InsertNextValue(i) +for i in np.arange(0.0, 3000.1, 60.0): + zCoords.InsertNextValue(i) +yCoords.InsertNextValue(0.0) + +rgrid = vtk.vtkRectilinearGrid() +rgrid.SetDimensions(xCoords.GetNumberOfValues(), + yCoords.GetNumberOfValues(), + zCoords.GetNumberOfValues()) +rgrid.SetXCoordinates(xCoords) +rgrid.SetYCoordinates(yCoords) +rgrid.SetZCoordinates(zCoords) + +slown = vtk.vtkDoubleArray() +for i in sx.flatten(): + slown.InsertNextValue(i) +slown.SetName("Slowness") +rgrid.GetCellData().AddArray(slown) + +xi_vtk = vtk.vtkDoubleArray() +for i in xi.flatten(): + xi_vtk.InsertNextValue(i) +xi_vtk.SetName("xi") +rgrid.GetCellData().AddArray(xi_vtk) + +writer = vtk.vtkXMLRectilinearGridWriter() +writer.SetInputData(rgrid) +writer.SetFileName('elliptical_fine2d.vtr') +writer.SetDataModeToBinary() +writer.Write() + +# %% +rgrid = vtk.vtkRectilinearGrid() +rgrid.SetDimensions(xCoords.GetNumberOfValues(), + yCoords.GetNumberOfValues(), + zCoords.GetNumberOfValues()) +rgrid.SetXCoordinates(xCoords) +rgrid.SetYCoordinates(yCoords) +rgrid.SetZCoordinates(zCoords) + +tt = vtk.vtkDoubleArray() +for i in t.flatten(): + tt.InsertNextValue(i) +tt.SetName("Travel Time") +rgrid.GetPointData().AddArray(tt) + +writer = vtk.vtkXMLRectilinearGridWriter() +writer.SetInputData(rgrid) +writer.SetFileName('sol_analytique_elliptical_2d_tt.vtr') +writer.SetDataModeToBinary() +writer.Write() + +# %% + +x = np.arange(0.0, 6000.01, 60.0) +z = np.arange(0.0, 3000.01, 60.0) + +xx, zz = np.meshgrid(x, z) + +xx = xx.flatten() +zz = zz.flatten() +t = t.flatten() + +npx = x.size +ncx = x.size - 1 +ncz = z.size - 1 + +tri = [] +slo = [] +xi = [] +for nz in range(ncz): + for nx in range(ncx): + tri.append([nz*npx + nx, nz*npx + nx+1, (nz+1)*npx + nx]) + + zc = (zz[tri[-1][0]] + zz[tri[-1][1]] + zz[tri[-1][2]]) / 3. + vz = a + b*zc + vx = np.sqrt( chi * 2 * vz**2 + vz**2) + + sx = 1/vx + sz = 1/vz + + slo.append(sx) + xi.append( sz / sx ) + + tri.append([nz*npx + nx+1, (nz+1)*npx + nx, (nz+1)*npx + nx + 1]) + + zc = (zz[tri[-1][0]] + zz[tri[-1][1]] + zz[tri[-1][2]]) / 3. + vz = a + b*zc + vx = np.sqrt( chi * 2 * vz**2 + vz**2) + + sx = 1/vx + sz = 1/vz + + slo.append(sx) + xi.append( sz / sx ) + +# %% + +ugrid = vtk.vtkUnstructuredGrid() +pts = vtk.vtkPoints() + +for n in range(len(xx)): + pts.InsertNextPoint(xx[n], 0.0, zz[n]) + +ugrid.SetPoints(pts) + +triangle = vtk.vtkTriangle() +d_s = vtk.vtkDoubleArray() +d_x = vtk.vtkDoubleArray() +d_s.SetName("Slowness") +d_x.SetName("xi") +for n in range(len(tri)): + triangle.GetPointIds().SetId(0, tri[n][0]) + triangle.GetPointIds().SetId(1, tri[n][1]) + triangle.GetPointIds().SetId(2, tri[n][2]) + ugrid.InsertNextCell( triangle.GetCellType(), triangle.GetPointIds() ) + d_s.InsertNextValue(slo[n]) + d_x.InsertNextValue(xi[n]) + +ugrid.GetCellData().AddArray(d_s) +ugrid.GetCellData().AddArray(d_x) + +writer = vtk.vtkXMLUnstructuredGridWriter() +writer.SetInputData(ugrid) +writer.SetFileName('elliptical_fine2d.vtu') +writer.SetDataModeToBinary() +writer.Write() + +# %% + +ugrid = vtk.vtkUnstructuredGrid() +pts = vtk.vtkPoints() + +for n in range(len(xx)): + pts.InsertNextPoint(xx[n], 0.0, zz[n]) + +ugrid.SetPoints(pts) + +triangle = vtk.vtkTriangle() +for n in range(len(tri)): + triangle.GetPointIds().SetId(0, tri[n][0]) + triangle.GetPointIds().SetId(1, tri[n][1]) + triangle.GetPointIds().SetId(2, tri[n][2]) + ugrid.InsertNextCell( triangle.GetCellType(), triangle.GetPointIds() ) + +d_t = vtk.vtkDoubleArray() +d_t.SetName("Travel Time") +for n in range(len(t)): + d_t.InsertNextValue(t[n]) + +ugrid.GetPointData().AddArray(d_t) + +# writer = vtk.vtkXMLUnstructuredGridWriter() +# writer.SetInputData(ugrid) +# writer.SetFileName('tests/files/sol_analytique_elliptical_2d_tt.vtu') +# writer.SetDataModeToBinary() +# writer.Write() \ No newline at end of file diff --git a/tests/files/sol_analytique_elliptical_2d_tt.vtr b/tests/files/sol_analytique_elliptical_2d_tt.vtr index 48a3470d..63ea98a5 100644 --- a/tests/files/sol_analytique_elliptical_2d_tt.vtr +++ b/tests/files/sol_analytique_elliptical_2d_tt.vtr @@ -1,20 +1,25 @@ - - - - - - - - - - - - + + + + AgAAAACAAAD4IAAAQ3gAAN0eAAA=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AQAAAACAAACUAQAAAgEAAA==eJwVzTEoBFAcx/F/GZTBYLgyKIYrg8FwZTC43D2DwXBlMChXBoPhymAwIOkkXZJOkpBO0iXpJN2ibMbbbGzG24x8vPr1fd++r17E/6lMR3QtV3C3urWsY13rLUZkLGs5K1jJylaxTasWY6uGdTzHBjaxhW18w3fs4Ad+4Td28Qd/i5HvSf5K8dqXYqs/RX6AZ/ggH+IjPMtH+Rgf5zk+wSf5FC/wGT7L53iJz/MFvsjLfJmv8FVe4Wt8nW/wzRRL2+47KYZ3eTXF5543+ykuD7yr6Yf6kX6s1/UT/VQ/08/1C/1Kv9Yb+o1+q9/pTf1ef9Af9Zb+pD/rL3o7/QFQUmm9AQAAAACAAAAEAAAADAAAAA==eJxjYGBgAAAABAABAQAAAACAAADMAAAAkgAAAA==eJwVzaEOglAYhuFvM7AZDAY2g8HAZjAYzmagMDn/DXgH3gF3II1GpBlpRhrFjUakGW3G04z6crZ3z/+lI82vOEuBXM5NDXU0UaDISzEl5CinC12poBtVXmWNDd6xxQd22OOAI074wjd+MOAXf17ZwvjL9FyaypUpW7Nj9oa9Ze/YCXvPPrCPbMc+sVP7A0DFLZk= - diff --git a/tests/test_grid2d.cpp b/tests/test_grid2d.cpp index f8994a58..218b75d5 100644 --- a/tests/test_grid2d.cpp +++ b/tests/test_grid2d.cpp @@ -151,7 +151,8 @@ const char* models_L[] = { "./files/layers_coarse2d.vtu" }; const char* models_aniso[] = { - "./files/elliptical_fine2d.vtr" //, + "./files/elliptical_fine2d.vtr", + "./files/elliptical_fine2d.vtu" //, // "./files/weakly_an_fine2d.vtu" }; const char* references[] = { @@ -165,6 +166,7 @@ const char* references_L[] = { "./files/sol_analytique_couches2d_tt.vtr" }; const char* references_aniso[] = { + "./files/sol_analytique_elliptical_2d_tt.vtr", "./files/sol_analytique_elliptical_2d_tt.vtr"//, // "./files/sol_analytique_weakly_an_2d_tt.vtr" }; @@ -380,6 +382,6 @@ BOOST_DATA_TEST_CASE( double error = get_rel_error(ref, rcv); BOOST_TEST_MESSAGE( "\t\t" << get_class_name(g) << " - error = " << error ); - BOOST_TEST(error < 0.01); + BOOST_TEST(error < 0.005); } diff --git a/tests/test_rgrid2d.py b/tests/test_rgrid2d.py index 9ea507e3..2ae706ce 100644 --- a/tests/test_rgrid2d.py +++ b/tests/test_rgrid2d.py @@ -148,6 +148,39 @@ def test_Grid2Ddsp(self): self.assertLess(np.sum(np.abs(tt-tt_ref))/tt.size, 0.01, 'DSPM accuracy failed (slowness at nodes)') +class TestAniso(unittest.TestCase): + + def setUp(self): + reader = vtk.vtkXMLRectilinearGridReader() + reader.SetFileName('./files/elliptical_fine2d.vtr') + reader.Update() + + data = reader.GetOutput() + self.x = vtk_to_numpy(data.GetXCoordinates()) + self.z = vtk_to_numpy(data.GetZCoordinates()) + + self.slowness = vtk_to_numpy(data.GetCellData().GetArray('Slowness')) + dim = (self.x.size-1, self.z.size-1) + self.slowness = self.slowness.reshape(dim, order='F').flatten() + + self.xi = vtk_to_numpy(data.GetCellData().GetArray('xi')) + self.xi = self.xi.reshape(dim, order='F').flatten() + + self.src = np.loadtxt('./files/src2d.dat', skiprows=1) + self.src = np.roll(self.src, 1).reshape((1, 3)) + self.rcv = np.loadtxt('./files/rcv2daniso.dat', skiprows=1) + + def test_Grid2Dsp(self): + g = rg.Grid2d(self.x, self.z, method='SPM', nsnx=10, nsnz=10, aniso='elliptical') + g.set_slowness(self.slowness) + g.set_xi(self.xi) + tt = g.raytrace(self.src, self.rcv) + tt = g.get_grid_traveltimes() + tt = tt.flatten() + tt_ref = get_tt('./files/Grid2Drcsp_tt_grid_aniso.vtr') + self.assertLess(np.sum(np.abs(tt-tt_ref))/tt.size, 0.01, + 'SPM accuracy failed (elliptical anisotropy)') + class Data_kernel(unittest.TestCase): diff --git a/tests/test_tmesh2d.py b/tests/test_tmesh2d.py index 7ea82fd0..d8281c52 100644 --- a/tests/test_tmesh2d.py +++ b/tests/test_tmesh2d.py @@ -166,6 +166,48 @@ def test_Mesh2Ddsp(self): self.assertLess(np.sum(np.abs(tt-tt_ref))/tt.size, 0.01, 'DSPM accuracy failed (slowness at nodes)') +class TestAniso(unittest.TestCase): + + def setUp(self): + reader = vtk.vtkXMLUnstructuredGridReader() + reader.SetFileName('./files/elliptical_fine2d.vtu') + reader.Update() + + self.nodes = np.empty((reader.GetOutput().GetNumberOfPoints(), 2 )) + for n in range(reader.GetOutput().GetNumberOfPoints()): + x = reader.GetOutput().GetPoint(n) + self.nodes[n, 0] = x[0] + self.nodes[n, 1] = x[2] + + self.tri = np.empty((reader.GetOutput().GetNumberOfCells(), 3 ), + dtype=int) + ind = vtk.vtkIdList() + for n in range(reader.GetOutput().GetNumberOfCells()): + reader.GetOutput().GetCellPoints(n, ind) + self.tri[n, 0] = ind.GetId(0) + self.tri[n, 1] = ind.GetId(1) + self.tri[n, 2] = ind.GetId(2) + + data = reader.GetOutput() + self.slowness = vtk_to_numpy(data.GetCellData().GetArray('Slowness')) + self.xi = vtk_to_numpy(data.GetCellData().GetArray('xi')) + + self.src = np.loadtxt('./files/src2d.dat',skiprows=1) + # we roll because file has x z t0 and we want t0 x z + self.src = np.roll(self.src, 1).reshape((1, 3)) + self.rcv = np.loadtxt('./files/rcv2daniso.dat',skiprows=1) + + def test_Mesh2Dsp(self): + g = tm.Mesh2d(self.nodes, self.tri, method='SPM', n_secondary=10, aniso='elliptical') + g.set_slowness(self.slowness) + g.set_xi(self.xi) + tt = g.raytrace(self.src, self.rcv) + tt = g.get_grid_traveltimes() + tt = tt.flatten() + tt_ref = get_tt('./files/Grid2Ducsp_tt_grid_aniso.vtu') + self.assertLess(np.sum(np.abs(tt-tt_ref))/tt.size, 0.01, + 'SPM accuracy failed (elliptical anisotropy)') + # # class Data_kernel(unittest.TestCase): #