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https://github.com/wassname/simpeg.git
synced 2026-07-04 20:09:14 +08:00
interp bug fixes
This commit is contained in:
+46
-33
@@ -24,7 +24,13 @@ def _interp_point_1D(x, xr_i):
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ind_x2 = max(min(ind_x2, x.size-1), 0)
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dx1 = xr_i - x[ind_x1]
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dx2 = x[ind_x2] - xr_i
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return ind_x1, ind_x2, dx1, dx2
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Dx = x[ind_x2] - x[ind_x1]
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if ind_x1 == ind_x2:
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dx1 = 0.5
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dx2 = 0.5
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Dx = 1
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return ind_x1, ind_x2, dx1, dx2, Dx
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def interpmat(locs, x, y=None, z=None):
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@@ -72,13 +78,16 @@ def _interpmat1D(locs, x):
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Q = sp.lil_matrix((npts, nx))
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for i in range(npts):
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ind_x1, ind_x2, dx1, dx2 = _interp_point_1D(x, locs[i])
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dv = (x[ind_x2] - x[ind_x1])
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Dx = x[ind_x2] - x[ind_x1]
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ind_x1, ind_x2, dx1, dx2, Dx = _interp_point_1D(x, locs[i])
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# dv = (x[ind_x2] - x[ind_x1])
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# Get the row in the matrix
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inds = [ind_x1, ind_x2]
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vals = [(1-dx1/Dx),(1-dx2/Dx)]
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Q[i, inds] = vals
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for I, V in zip(inds, vals):
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Q[i, I] += V
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# Q[i, mkvc(inds)] = vals
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return Q
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@@ -93,13 +102,10 @@ def _interpmat2D(locs, x, y):
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for i in range(npts):
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ind_x1, ind_x2, dx1, dx2 = _interp_point_1D(x, locs[i, 0])
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ind_y1, ind_y2, dy1, dy2 = _interp_point_1D(y, locs[i, 1])
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ind_x1, ind_x2, dx1, dx2, Dx = _interp_point_1D(x, locs[i, 0])
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ind_y1, ind_y2, dy1, dy2, Dy = _interp_point_1D(y, locs[i, 1])
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dv = (x[ind_x2] - x[ind_x1]) * (y[ind_y2] - y[ind_y1])
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Dx = x[ind_x2] - x[ind_x1]
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Dy = y[ind_y2] - y[ind_y1]
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# dv = (x[ind_x2] - x[ind_x1]) * (y[ind_y2] - y[ind_y1])
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# Get the row in the matrix
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@@ -114,7 +120,11 @@ def _interpmat2D(locs, x, y):
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(1-dx2/Dx)*(1-dy1/Dy),
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(1-dx2/Dx)*(1-dy2/Dy)]
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Q[i, mkvc(inds)] = vals
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for I, V in zip(mkvc(inds), vals):
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Q[i, I] += V
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# Q[i, mkvc(inds)] = vals
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return Q
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@@ -131,15 +141,11 @@ def _interpmat3D(locs, x, y, z):
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for i in range(npts):
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ind_x1, ind_x2, dx1, dx2 = _interp_point_1D(x, locs[i, 0])
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ind_y1, ind_y2, dy1, dy2 = _interp_point_1D(y, locs[i, 1])
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ind_z1, ind_z2, dz1, dz2 = _interp_point_1D(z, locs[i, 2])
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ind_x1, ind_x2, dx1, dx2, Dx = _interp_point_1D(x, locs[i, 0])
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ind_y1, ind_y2, dy1, dy2, Dy = _interp_point_1D(y, locs[i, 1])
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ind_z1, ind_z2, dz1, dz2, Dz = _interp_point_1D(z, locs[i, 2])
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dv = (x[ind_x2] - x[ind_x1]) * (y[ind_y2] - y[ind_y1]) *(z[ind_z2] - z[ind_z1])
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Dx = x[ind_x2] - x[ind_x1]
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Dy = y[ind_y2] - y[ind_y1]
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Dz = z[ind_z2] - z[ind_z1]
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# dv = (x[ind_x2] - x[ind_x1]) * (y[ind_y2] - y[ind_y1]) *(z[ind_z2] - z[ind_z1])
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# Get the row in the matrix
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@@ -162,22 +168,29 @@ def _interpmat3D(locs, x, y, z):
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(1-dx2/Dx)*(1-dy1/Dy)*(1-dz2/Dz),
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(1-dx2/Dx)*(1-dy2/Dy)*(1-dz2/Dz)]
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Q[i, mkvc(inds)] = vals
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for I, V in zip(mkvc(inds), vals):
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Q[i, I] += V
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# Q[i, mkvc(inds)] = vals
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return Q
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if __name__ == '__main__':
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import SimPEG
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import numpy as np
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from SimPEG import *
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import matplotlib.pyplot as plt
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locs = np.random.rand(50)*0.8+0.1
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x = np.linspace(0,1,7)
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dense = np.linspace(0,1,200)
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fun = lambda x: np.cos(2*np.pi*x)
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Q = SimPEG.Utils.interpmat(locs, x)
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plt.plot(x, fun(x), 'bs-')
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plt.plot(dense, fun(dense), 'y:')
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plt.plot(locs, Q*fun(x), 'mo')
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plt.plot(locs, fun(locs), 'rx')
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plt.show()
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M = Mesh.TensorMesh([4])
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M.vectorCCx
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Q = M.getInterpolationMat(np.array([[0],[0.126],[0.127]]),'CC',zerosOutside=True)
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print Q.todense()
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# locs = np.random.rand(50)*0.8+0.1
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# x = np.linspace(0,1,7)
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# dense = np.linspace(0,1,200)
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# fun = lambda x: np.cos(2*np.pi*x)
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# Q = Utils.interpmat(locs, x)
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# plt.plot(x, fun(x), 'bs-')
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# plt.plot(dense, fun(dense), 'y:')
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# plt.plot(locs, Q*fun(x), 'mo')
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# plt.plot(locs, fun(locs), 'rx')
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# plt.show()
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