update for new Gridlock
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831c39246a
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@ -47,10 +47,10 @@ g = gridlock.Grid([numpy.arange(-x_period/2, x_period/2, dx),
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numpy.arange(-1000, 1000, dx),
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numpy.arange(-1000, 1000, dx),
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numpy.arange(-1000, 1000, dx)],
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numpy.arange(-1000, 1000, dx)],
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shifts=numpy.array([[0,0,0]]),
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shifts=numpy.array([[0,0,0]]),
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initial=1.445**2,
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periodic=True)
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periodic=True)
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gdata = g.allocate(1.445**2)
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g.draw_cuboid([0,0,0], [200e8, 220, 220], eps=3.47**2)
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g.draw_cuboid(gdata, [0,0,0], [200e8, 220, 220], foreground=3.47**2)
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#x_period = y_period = z_period = 13000
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#x_period = y_period = z_period = 13000
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#g = gridlock.Grid([numpy.arange(3), ]*3,
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#g = gridlock.Grid([numpy.arange(3), ]*3,
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@ -60,9 +60,9 @@ g.draw_cuboid([0,0,0], [200e8, 220, 220], eps=3.47**2)
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g2 = g.copy()
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g2 = g.copy()
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g2.shifts = numpy.zeros((6,3))
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g2.shifts = numpy.zeros((6,3))
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g2.grids = [numpy.zeros(g.shape) for _ in range(6)]
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g2data = g2.allocate(0)
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epsilon = [g.grids[0],] * 3
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epsilon = [gdata[0],] * 3
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reciprocal_lattice = numpy.diag(1000/numpy.array([x_period, y_period, z_period])) #cols are vectors
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reciprocal_lattice = numpy.diag(1000/numpy.array([x_period, y_period, z_period])) #cols are vectors
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pyfftw_load_wisdom(WISDOM_FILEPATH)
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pyfftw_load_wisdom(WISDOM_FILEPATH)
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@ -93,8 +93,8 @@ for k0x in [.25]:
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z = 0
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z = 0
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e = v2e(v[0])
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e = v2e(v[0])
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for i in range(3):
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for i in range(3):
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g2.grids[i] += numpy.real(e[i])
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g2data[i] += numpy.real(e[i])
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g2.grids[i+3] += numpy.imag(e[i])
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g2data[i+3] += numpy.imag(e[i])
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f = numpy.sqrt(numpy.real(numpy.abs(n))) # TODO
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f = numpy.sqrt(numpy.real(numpy.abs(n))) # TODO
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print('k0x = {:3g}\n eigval = {}\n f = {}\n'.format(k0x, n, f))
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print('k0x = {:3g}\n eigval = {}\n f = {}\n'.format(k0x, n, f))
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@ -44,14 +44,17 @@ def test0(solver=generic_solver):
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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# #### Create the grid, mask, and draw the device ####
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# #### Create the grid, mask, and draw the device ####
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grid = gridlock.Grid(edge_coords, initial=n_air**2, num_grids=3)
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grid = gridlock.Grid(edge_coords)
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grid.draw_cylinder(surface_normal=gridlock.Direction.z,
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epsilon = grid.allocate(n_air**2, dtype=numpy.float32)
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grid.draw_cylinder(epsilon,
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surface_normal=2,
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center=center,
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center=center,
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radius=max(radii),
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radius=max(radii),
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thickness=th,
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thickness=th,
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eps=n_ring**2,
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eps=n_ring**2,
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num_points=24)
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num_points=24)
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grid.draw_cylinder(surface_normal=gridlock.Direction.z,
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grid.draw_cylinder(epsilon,
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surface_normal=2,
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center=center,
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center=center,
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radius=min(radii),
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radius=min(radii),
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thickness=th*1.1,
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thickness=th*1.1,
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@ -64,7 +67,7 @@ def test0(solver=generic_solver):
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dxes = meanas.fdfd.scpml.stretch_with_scpml(dxes, axis=a, polarity=p, omega=omega,
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dxes = meanas.fdfd.scpml.stretch_with_scpml(dxes, axis=a, polarity=p, omega=omega,
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thickness=pml_thickness)
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thickness=pml_thickness)
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J = [numpy.zeros_like(grid.grids[0], dtype=complex) for _ in range(3)]
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J = [numpy.zeros_like(epsilon[0], dtype=complex) for _ in range(3)]
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J[1][15, grid.shape[1]//2, grid.shape[2]//2] = 1
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J[1][15, grid.shape[1]//2, grid.shape[2]//2] = 1
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@ -74,11 +77,11 @@ def test0(solver=generic_solver):
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sim_args = {
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sim_args = {
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'omega': omega,
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'omega': omega,
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'dxes': dxes,
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'dxes': dxes,
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'epsilon': vec(grid.grids),
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'epsilon': vec(epsilon),
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}
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}
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x = solver(J=vec(J), **sim_args)
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x = solver(J=vec(J), **sim_args)
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A = operators.e_full(omega, dxes, vec(grid.grids)).tocsr()
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A = operators.e_full(omega, dxes, vec(epsilon)).tocsr()
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b = -1j * omega * vec(J)
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b = -1j * omega * vec(J)
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print('Norm of the residual is ', norm(A @ x - b))
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print('Norm of the residual is ', norm(A @ x - b))
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@ -117,8 +120,9 @@ def test1(solver=generic_solver):
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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# #### Create the grid and draw the device ####
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# #### Create the grid and draw the device ####
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grid = gridlock.Grid(edge_coords, initial=n_air**2, num_grids=3)
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grid = gridlock.Grid(edge_coords)
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grid.draw_cuboid(center=center, dimensions=[8e3, w, th], eps=n_wg**2)
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epsilon = grid.allocate(n_air**2, dtype=numpy.float32)
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grid.draw_cuboid(epsilon, center=center, dimensions=[8e3, w, th], eps=n_wg**2)
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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for a in (0, 1, 2):
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for a in (0, 1, 2):
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@ -139,18 +143,18 @@ def test1(solver=generic_solver):
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'polarity': +1,
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'polarity': +1,
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}
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}
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wg_results = waveguide_3d.solve_mode(mode_number=0, omega=omega, epsilon=grid.grids, **wg_args)
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wg_results = waveguide_3d.solve_mode(mode_number=0, omega=omega, epsilon=epsilon, **wg_args)
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J = waveguide_3d.compute_source(E=wg_results['E'], wavenumber=wg_results['wavenumber'],
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J = waveguide_3d.compute_source(E=wg_results['E'], wavenumber=wg_results['wavenumber'],
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omega=omega, epsilon=grid.grids, **wg_args)
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omega=omega, epsilon=epsilon, **wg_args)
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e_overlap = waveguide_3d.compute_overlap_e(E=wg_results['E'], wavenumber=wg_results['wavenumber'], **wg_args)
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e_overlap = waveguide_3d.compute_overlap_e(E=wg_results['E'], wavenumber=wg_results['wavenumber'], **wg_args)
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pecg = gridlock.Grid(edge_coords, initial=0.0, num_grids=3)
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pecg = numpy.zeros_like(epsilon)
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# pecg.draw_cuboid(center=[700, 0, 0], dimensions=[80, 1e8, 1e8], eps=1)
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# pecg.draw_cuboid(pecg, center=[700, 0, 0], dimensions=[80, 1e8, 1e8], eps=1)
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# pecg.visualize_isosurface()
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# pecg.visualize_isosurface(pecg)
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pmcg = gridlock.Grid(edge_coords, initial=0.0, num_grids=3)
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pmcg = numpy.zeros_like(epsilon)
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# pmcg.draw_cuboid(center=[700, 0, 0], dimensions=[80, 1e8, 1e8], eps=1)
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# grid.draw_cuboid(pmcg, center=[700, 0, 0], dimensions=[80, 1e8, 1e8], eps=1)
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# pmcg.visualize_isosurface()
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# grid.visualize_isosurface(pmcg)
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def pcolor(v):
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def pcolor(v):
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vmax = numpy.max(numpy.abs(v))
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vmax = numpy.max(numpy.abs(v))
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@ -171,9 +175,9 @@ def test1(solver=generic_solver):
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sim_args = {
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sim_args = {
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'omega': omega,
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'omega': omega,
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'dxes': dxes,
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'dxes': dxes,
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'epsilon': vec(grid.grids),
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'epsilon': vec(epsilon),
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'pec': vec(pecg.grids),
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'pec': vec(pecg),
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'pmc': vec(pmcg.grids),
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'pmc': vec(pmcg),
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}
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}
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x = solver(J=vec(J), **sim_args)
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x = solver(J=vec(J), **sim_args)
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@ -105,22 +105,23 @@ def main():
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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edge_coords = [numpy.hstack((-h[::-1], h)) for h in half_edge_coords]
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# #### Create the grid, mask, and draw the device ####
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# #### Create the grid, mask, and draw the device ####
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grid = gridlock.Grid(edge_coords, initial=n_air**2, num_grids=3)
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grid = gridlock.Grid(edge_coords)
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grid.draw_slab(surface_normal=gridlock.Direction.z,
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epsilon = grid.allocate(n_air**2, dtype=dtype)
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grid.draw_slab(epsilon,
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surface_normal=2,
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center=[0, 0, 0],
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center=[0, 0, 0],
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thickness=th,
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thickness=th,
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eps=n_slab**2)
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eps=n_slab**2)
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mask = perturbed_l3(a, r)
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mask = perturbed_l3(a, r)
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grid.draw_polygons(surface_normal=gridlock.Direction.z,
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grid.draw_polygons(epsilon,
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surface_normal=2,
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center=[0, 0, 0],
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center=[0, 0, 0],
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thickness=2 * th,
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thickness=2 * th,
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eps=n_air**2,
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eps=n_air**2,
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polygons=mask.as_polygons())
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polygons=mask.as_polygons())
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print(grid.shape)
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print(grid.shape)
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# #### Create the simulation grid ####
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epsilon = [eps.astype(dtype) for eps in grid.grids]
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dt = .99/numpy.sqrt(3)
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dt = .99/numpy.sqrt(3)
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e = [numpy.zeros_like(epsilon[0], dtype=dtype) for _ in range(3)]
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e = [numpy.zeros_like(epsilon[0], dtype=dtype) for _ in range(3)]
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@ -42,8 +42,9 @@ def test1(solver=generic_solver):
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edge_coords[0] = numpy.array([-dx, dx])
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edge_coords[0] = numpy.array([-dx, dx])
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# #### Create the grid and draw the device ####
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# #### Create the grid and draw the device ####
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grid = gridlock.Grid(edge_coords, initial=n_air**2, num_grids=3)
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grid = gridlock.Grid(edge_coords)
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grid.draw_cuboid(center=center, dimensions=[8e3, w, th], eps=n_wg**2)
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epsilon = grid.allocate(n_air**2, dtype=numpy.float32)
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grid.draw_cuboid(epsilon, center=center, dimensions=[8e3, w, th], eps=n_wg**2)
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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for a in (1, 2):
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for a in (1, 2):
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@ -54,7 +55,7 @@ def test1(solver=generic_solver):
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wg_args = {
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wg_args = {
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'omega': omega,
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'omega': omega,
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'dxes': [(d[1], d[2]) for d in dxes],
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'dxes': [(d[1], d[2]) for d in dxes],
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'epsilon': vec(g.transpose([1, 2, 0]) for g in grid.grids),
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'epsilon': vec(g.transpose([1, 2, 0]) for g in epsilon),
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'r0': r0,
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'r0': r0,
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}
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}
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