Radiative-conductive heat transfer in a medium bounded by two reflecting
and radiating plane surfaces is considered. This process is described by
a nonlinear system of two differential equations: an equation of the
radiative heat transfer and an equation of the conductive heat exchange.
The problem is characterized by anisotropic scattering of the medium and
by specularly and diffusely reflecting boundaries. For the computation
of solutions of this problem, two approaches based on iterative
techniques are considered. First, a recursive algorithm based on some
modification of the Monte Carlo method is proposed. Second, the
diffusion approximation of the radiative transfer equation is utilized.
Numerical comparisons of the approaches proposed are given in the case
of isotropic scattering. (C) 2011 Elsevier Ltd. All rights reserved.
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Radiative-conductive heat transfer in a medium bounded by two reflecting
and radiating plane surfaces is considered. This process is described by
a nonlinear system of two differential equations: an equation of the
radiative heat transfer and an equation of the conductive heat exchange.
The problem is characterized by anisotropic scattering of the medium and
by specularly and diffusely reflecting boundaries. For the computation
of solutions of this problem, two approaches based on iterative
tech...
»