def __init__(
self,
shape: goos.Shape,
region: goos.Box3d,
mesh: simspace.MeshModel,
wavelength: float,
background: goos.material.Material = None,
simulation_symmetry: List[int] = None,
num_points_per_arclen: float = 0.084,
) -> None:
super().__init__(shape)
self._edge_coords = simspace.create_edge_coords(
region, mesh.dx, simulation_symmetry)
if background:
bg_eps = goos.material.get_material(background).permittivity(
wavelength)
else:
bg_eps = 0
self._grid = gridlock.Grid(self._edge_coords,
ext_dir=gridlock.Direction.z,
initial=bg_eps,
num_grids=3)
self._render_params = RenderParams(
wlen=wavelength, pts_per_arclen=num_points_per_arclen)
def __init__(
self,
eps: goos.Function,
sources: List[SimSource],
solver: str,
wavelength: float,
bloch_vector: List[float],
simulation_space: simspace.SimulationSpace,
outputs: List[SimOutput],
) -> None:
# Determine the output flow types.
output_flow_types = [
maxwell.SIM_REGISTRY.get(out.type).meta["output_type"]
for out in outputs
]
output_names = [out.name for out in outputs]
super().__init__([eps],
flow_names=output_names,
flow_types=output_flow_types)
# Create an empty grid to have access to `dxes` and `shape`.
self._grid = gridlock.Grid(simspace.create_edge_coords(
simulation_space.sim_region,
simulation_space.mesh.dx,
reflection_symmetry=simulation_space.reflection_symmetry),
ext_dir=gridlock.Direction.z,
initial=0,
num_grids=3)
self._dxes = [self._grid.dxyz, self._grid.autoshifted_dxyz()]
eigen_solvers = ["maxwell_eig", "local_direct_eig"]
if solver in eigen_solvers:
self._solver = _create_solver(solver, None, self._grid.shape)
else:
raise ValueError(
"Invalid solver, solver for eigensolves need to be in " +
str(eigen_solvers) + ".")
self._simspace = simulation_space
if bloch_vector:
self._bloch_vector = bloch_vector
else:
self._bloch_vector = np.array([0, 0, 0])
self._wlen = wavelength #this will be used for the initial guess
self._pml_layers = [
int(length / self._simspace.mesh.dx)
for length in self._simspace.pml_thickness
]
self._symmetry = simulation_space.reflection_symmetry
self._sources = _create_sources(sources)
self._outputs = _create_outputs(outputs)
# Handle caching of simulation results.
self._last_results = None
self._last_eps = None
def test_gaussian_source_2d():
grid = gridlock.Grid(simspace.create_edge_coords(
goos.Box3d(center=[0, 0, 0], extents=[14000, 40, 3000]), 40),
ext_dir=gridlock.Direction.z,
initial=1,
num_grids=3)
grid.render()
eps = np.array(grid.grids)
dxes = [grid.dxyz, grid.autoshifted_dxyz()]
sim = maxwell.FdfdSimProp(eps=eps,
source=np.zeros_like(eps),
wlen=1550,
dxes=dxes,
pml_layers=[10, 10, 0, 0, 10, 10],
grid=grid,
solver=maxwell.DIRECT_SOLVER)
src = maxwell.GaussianSourceImpl(
maxwell.GaussianSource(w0=5200,
center=[0, 0, 0],
extents=[14000, 0, 0],
normal=[0, 0, -1],
power=1,
theta=0,
psi=0,
polarization_angle=np.pi / 2,
normalize_by_sim=True))
src.before_sim(sim)
fields = maxwell.DIRECT_SOLVER.solve(
omega=2 * np.pi / sim.wlen,
dxes=sim.dxes,
epsilon=fdfd_tools.vec(sim.eps),
mu=None,
J=fdfd_tools.vec(sim.source),
pml_layers=sim.pml_layers,
bloch_vec=sim.bloch_vec,
)
fields = fdfd_tools.unvec(fields, grid.shape)
field_y = fields[1].squeeze()
np.testing.assert_allclose(field_y[:, 53],
np.zeros_like(field_y[:, 53]),
atol=1e-4)
# Calculate what the amplitude of the Gaussian field should look like.
# Amplitude determined empirically through simulation.
coords = (np.arange(len(field_y[:, 20])) - len(field_y[:, 20]) / 2) * 40
target_gaussian = np.exp(-coords**2 / 5200**2) * 0.00278
np.testing.assert_allclose(np.abs(field_y[:, 20]),
target_gaussian,
atol=1e-4)
def __init__(
self,
eps: goos.Function,
sources: List[SimSource],
wavelength: float,
simulation_space: simspace.SimulationSpace,
outputs: List[SimOutput],
solver: str = None,
solver_info: Solver = None,
) -> None:
# Determine the output flow types.
output_flow_types = [
maxwell.SIM_REGISTRY.get(out.type).meta["output_type"]
for out in outputs
]
output_names = [out.name for out in outputs]
super().__init__([eps],
flow_names=output_names,
flow_types=output_flow_types,
heavy_compute=True)
# Create an empty grid to have access to `dxes` and `shape`.
self._grid = gridlock.Grid(simspace.create_edge_coords(
simulation_space.sim_region,
simulation_space.mesh.dx,
reflection_symmetry=simulation_space.reflection_symmetry),
ext_dir=gridlock.Direction.z,
initial=0,
num_grids=3)
self._dxes = [self._grid.dxyz, self._grid.autoshifted_dxyz()]
self._solver = _create_solver(solver, solver_info, self._grid.shape)
self._simspace = simulation_space
self._bloch_vector = [0, 0, 0]
self._wlen = wavelength
self._pml_layers = [
int(length / self._simspace.mesh.dx)
for length in self._simspace.pml_thickness
]
self._symmetry = simulation_space.reflection_symmetry
self._sources = _create_sources(sources)
self._outputs = _create_outputs(outputs)
# Handle caching of simulation results.
self._last_results = None
self._last_eps = None