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Original Articles

Cussic transport problems in binary homogeneous markov statistical mixtures

Pages 595-613 | Received 21 Apr 1988, Published online: 13 Sep 2006
 

Abstract

Exact analytic solutions are given for certain classic linear transport problems describing particle flow in a statistical medium. The medium is assumed to consist of two randomly mixed immiscible fluids, with the mixing statistics described as a two state homogeneous Markov process. The problems treated, in both rod and planar geometry, are: (1) the halfspace albedo problem; (2) the halfspace emissivity problem; (3) the infinite medium Green's function problem; and (4) the halfspace Hilne problem.

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