On the Phase Matrix Basic to the Scattering of Polarized Light

Astronomy and Astrophysics – Astrophysics

Scientific paper

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Scientific paper

A special representation of the scattering matrix, basic to studies of polarized light, that allows the components in a Fourier decomposition to be expressed analytically is reviewed. In order to provide a convenient method of using the representation for practical calculations, a basic set of orthogonality and recursive relations is reported and used to provide working formulas for the basic constants and basic matrices required in the established formalism. The final results are also used to provide an independent verification of known symmetry relations satisfied by the phase matrix.

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