论文信息 - Matrix Formalism in the Theory of Diffusion of Light

Matrix Formalism in the Theory of Diffusion of Light

Matrices are introduced into the transport equation, in order to account for polarization effects. The necessary transformation of the scattering matrix is carried out by developing its components (in an appropriate representation) in generalized spherical functions. A calculation of the diffusion length may serve as an example for the application of this formalism.

I. Kuščer | M. Ribarič

[1] R. Gans. Die Farbe des Meeres , 2022 .

[2] R. S. Krishnan. The reciprocity theorem in colloid optics , 1935 .

[3] F. Perrin. Polarization of Light Scattered by Isotropic Opalescent Media , 1942 .

[4] U. Fano. Remarks on the Classical and Quantum-Mechanical Treatment of Partial Polarization* , 1949 .

[5] Milne's Problem for Anisotropic Scattering , 1955 .

[6] Stuart W. Churchill,et al. Representation of the Angular Distribution of Radiation Scattered by a Spherical Particle , 1955 .