[fdmath] correct Gridlock Yee spacing order
Use center-to-center intervals for forward E derivatives and base-cell widths for backward H derivatives in the Gridlock examples. Document the distinction from meshes defined directly by forward intervals and fix the random fixture's backward averaging direction. Add coordinate-derivative regression coverage for graded periodic and nonperiodic Gridlock meshes using both functional and sparse operators. Validation: 1689 tests passed, 586 skipped; no new Ruff findings in changed Python files.
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10 changed files with 50 additions and 9 deletions
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@ -119,7 +119,7 @@ def main(
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# Add SCPML stretching to the FDFD grid; this matches the CPML-backed FDTD
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# run below so the two solvers see the same absorbing boundary profile.
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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dxes = [grid.autoshifted_dxyz(), grid.dxyz]
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for a in (0, 1, 2):
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for p in (-1, 1):
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dxes = scpml.stretch_with_scpml(dxes, omega=omega, axis=a, polarity=p, thickness=pml_thickness)
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@ -269,7 +269,7 @@ def main2():
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ee = numpy.zeros_like(epsilon, dtype=complex)
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hh = numpy.zeros_like(epsilon, dtype=complex)
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dxes = [grid.dxyz, grid.autoshifted_dxyz()]
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dxes = [grid.autoshifted_dxyz(), grid.dxyz]
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# PMLs in every direction
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pml_params = [
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