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COMPLETE MATRIX SOLUTION OF RADIATIVE TRANSFER EQUATION FOR HORIZONTALY HOMOGENEOUS SLABS

DOI: 10.1615/ICHMT.2010.RAD-6.360
10 pages

Vladimir P. Budak
Moscow Power-Engineering Institute (TU), Light Engineering Department, 14, Krasnokazarmennaya str., Moscow, 111250, Russia

Dmitriy A. Klyuykov
Light Engineering Department, Moscow Power Engineering Institute (TU) 14, Krasnokazarmennaya str., Moscow, 111250

S. V. Korkin
Moscow Power-Engineering Institute (TU), Light Engineering Department, 14, Krasnokazarmennaya str., Moscow, 111250, Russia

Resumo

The paper deals with the solution of radiative transfer equation that takes into account a high degree of scattering anisotropy. The solution is built upon the representation of the light field inside a scattering medium as a superposition of the most anisotropic part and a smooth regular part. The first of them is calculated analytically using the smoothness of the solution angular spectrum. The regular part is obtained from a radiative transfer equation boundary problem with the anisotropic part as a source function by discrete ordinates method with a scaling transformation and a matrix-operator method applied.

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