Volume 78,   №1

NUMERICAL SOLUTION OF THE RADIATIVE-TRANSFER EQUATION FOR AN ABSORBING, EMITTING, AND SCATTERING MEDIUM WITH A COMPLEX 3-D GEOMETRY



A method is proposed for numerically solving the integro-differential,  radiative-transfer equation with the use of its piecewise-analytic 
solutions obtained by the discrete-ordinate method and grids constructed  by the finite-element method. The advantages of the method proposed 
and some results of calculation of the radiative-transfer characteristics for one-, two-, and three-dimensional problems are discussed.

A method is proposed for numerically solving the integro-differential,  radiative-transfer equation with the use of its piecewise-analytic 
solutions obtained by the discrete-ordinate method and grids constructed  by the finite-element method. The advantages of the method proposed 
and some results of calculation of the radiative-transfer characteristics for one-, two-, and three-dimensional problems are discussed.

Author:  V. I. Timoshpol'skii, M. L. German, P. S. Grinchuk, A. N. Oznobishin
Page:  144

Link
V. I. Timoshpol'skii, M. L. German, P. S. Grinchuk, A. N. Oznobishin.  NUMERICAL SOLUTION OF THE RADIATIVE-TRANSFER EQUATION FOR AN ABSORBING, EMITTING, AND SCATTERING MEDIUM WITH A COMPLEX 3-D GEOMETRY //Journal of engineering physics and thermophysics. . Volume 78, №1. P. 144.


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