Abstract
Abstract The direct problem for time-dependent energy transport in a two dimensional stratified planar slab is considered. An obliquely incident planar field penetrates the slab at one boundary, and the internal energy intensity distribution is determined. The intensity is represented by the Green's function, so that the problem may be solved in terms of a canonical solution. The representation is simple, and leads to a straightforward numerical algorithm. This paper is the first step in the development of a more comprehensive theory of time-dependent transport via the Green's function representation.
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