pyarts3.arts.vdisort
VDISORT polarized solver internal types
Classes
An array of polarized BDRF Fourier modes |
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Solver-ready result of an explicitly specified polarized delta-M transform |
Functions
Convert ordinary cosine/sine beam phase coefficients to the combined VDISORT representation. |
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Form a weighted sum of two polarized Fourier-mode surface models |
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Convert ordinary cosine/sine phase coefficients to the combined VDISORT representation. |
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Construct VDISORT-ready combined Fourier modes for a polarized Cox-Munk ocean |
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Construct a rough Fresnel Cox-Munk/depolarizing-Lambertian VDISORT mixture |
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Evaluate the raw polarized Cox-Munk BPrDF in the ARTS Stokes basis |
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Apply a caller-defined polarized delta-M split and return solver-ready transport inputs |
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Construct quadrature-normalized VDISORT Fourier modes for an ideal Fresnel surface |
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Construct an ideal Fresnel/depolarizing-Lambertian VDISORT mixture |
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Evaluate the polarized Fresnel reflection matrix of a flat dielectric interface |
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Construct fully depolarizing Hapke VDISORT Fourier modes |
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Construct exact fully depolarizing Lambertian VDISORT Fourier modes |
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Construct fully depolarizing Ross-Li VDISORT Fourier modes |
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Construct fully depolarizing RPV VDISORT Fourier modes |
Static Data
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0 |
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1 |
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4 |