solprop.modes#
Waveguide modes.
The mode protocol, capillary, rectangular and planar modes, transverse quadrature and mode collections (physics layer).
Modules
Single-ring tube-lattice modes with the Vincetti empirical fits. |
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Derived quantities of any mode: beta, alpha, group delay, dispersion, ZDW. |
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Marcatili modes of a gas-filled hollow capillary, with analytic derivatives. |
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Ordered, validated sets of modes, and the overlaps between them. |
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Derive the connection of a basis whose material interfaces move along z. |
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Share gas-fill resolution, freezing and loss policy across hollow-waveguide modes. |
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Solve radial TE/TM Maxwell sectors and a separately labelled LP approximation. |
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Build Poynting-normalised bound-mode providers with explicit material ownership. |
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Describe material laws and region ownership independently of longitudinal paths. |
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The mode protocol: what the rest of solprop needs from a waveguide mode. |
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Fixed transverse quadrature rules and the mode matrices built on them. |
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Model gas-filled rectangular waveguides with dielectric or metallic walls. |
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Model the hollow planar (slab) waveguide: two plates, a gas-filled gap, uniform y. |
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Solve the exact, lossless vector eigenproblem of a circular step-index fibre. |
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Build waveguide modes from loaded effective-index arrays. |
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Represent internal-convention Maxwell samples on physical area quadrature. |