Use overlap_e
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@ -137,7 +137,7 @@ def test1(solver=generic_solver):
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wg_results = waveguide_mode.solve_waveguide_mode(mode_number=0, **wg_args)
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wg_results = waveguide_mode.solve_waveguide_mode(mode_number=0, **wg_args)
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J = waveguide_mode.compute_source(**wg_args, E=wg_results['E'], wavenumber=wg_results['wavenumber'])
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J = waveguide_mode.compute_source(**wg_args, E=wg_results['E'], wavenumber=wg_results['wavenumber'])
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H_overlap, slices = waveguide_mode.compute_overlap_ce(E=wg_results['E'], wavenumber=wg_results['wavenumber'],
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e_overlap = waveguide_mode.compute_overlap_e(E=wg_results['E'], wavenumber=wg_results['wavenumber'],
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dxes=dxes, axis=src_axis, polarity=wg_args['polarity'],
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dxes=dxes, axis=src_axis, polarity=wg_args['polarity'],
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slices=wg_args['slices'])
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slices=wg_args['slices'])
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@ -212,8 +212,8 @@ def test1(solver=generic_solver):
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q = []
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q = []
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for i in range(-5, 30):
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for i in range(-5, 30):
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H_rolled = [numpy.roll(h, i, axis=0) for h in H_overlap]
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e_ovl_rolled = numpy.roll(e_overlap, i, axis=1)
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q += [numpy.abs(vec(E) @ vec(H_rolled).conj())]
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q += [numpy.abs(vec(E) @ vec(e_ovl_rolled).conj())]
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pyplot.figure()
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pyplot.figure()
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pyplot.plot(q)
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pyplot.plot(q)
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pyplot.title('Overlap with mode')
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pyplot.title('Overlap with mode')
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