Solution of the Radiative Integral Transfer Equations in Rectangular Absorbing, Emitting, and Anisotropically Scattering Homogeneous Medium
Radiative integral transfer equations for a rectangular absorbing, non-emitting, and linearly anisotropically scattering homogeneous medium are solved numerically for the incident energy and the net heat flux components using the method of “singularity subtraction.” A benchmark problem is chosen as...
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Veröffentlicht in: | Journal of heat transfer 2004-02, Vol.126 (1), p.137-140 |
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container_title | Journal of heat transfer |
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creator | Altac¸, Zekeriya Tekkalmaz, Mesut |
description | Radiative integral transfer equations for a rectangular absorbing, non-emitting, and linearly anisotropically scattering homogeneous medium are solved numerically for the incident energy and the net heat flux components using the method of “singularity subtraction.” A benchmark problem is chosen as a rectangular homogeneous cold participating medium which is subject to externally uniform diffuse radiation on the bottom wall. The solutions for the incident energy and net heat flux components for selected points for a square domain are provided in tabular form for benchmarking purposes. |
doi_str_mv | 10.1115/1.1578503 |
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Heat Transfer</addtitle><description>Radiative integral transfer equations for a rectangular absorbing, non-emitting, and linearly anisotropically scattering homogeneous medium are solved numerically for the incident energy and the net heat flux components using the method of “singularity subtraction.” A benchmark problem is chosen as a rectangular homogeneous cold participating medium which is subject to externally uniform diffuse radiation on the bottom wall. 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subjects | Exact sciences and technology Fundamental areas of phenomenology (including applications) Heat transfer Physics Thermal radiation |
title | Solution of the Radiative Integral Transfer Equations in Rectangular Absorbing, Emitting, and Anisotropically Scattering Homogeneous Medium |
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