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We derive the form of reciprocal generalized radiative transfer (RGRT) thatincludes the Levermore-Pomraning attenuation law for paths leaving adeterministic origin. The resulting model describes linear transport withinmulti-dimensional stochastic binary mixtures with Markovian mixing statisticsand nonstochastic albedo and phase function. The derivation includes a newattenuation law and related free-path distribution between collisions, whichwas previously estimated using a Monte Carlo approach. We also show thatprevious stationary descriptions of binary mixtures with binomial mixingstatistics reduce to exponential attenuations and, thus, have an exacthomogenization within classical radiative transfer.

A Reciprocal Formulation of Nonexponential Radiative Transfer. 3: Binary Mixtures