Analytically Solvable Problems in Radiative Transfer. I

Details Analytically Solvable Problems in Radiative Transfer. I Analytically Solvable Problems in Radiative Transfer. I

May 1969

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1969phrv..181...97v&link_type=abstract

Physical Review, vol. 181, Issue 1, pp. 97-114

Physics

63

Scientific paper

As is well known, the transfer of radiation in a medium is described by an integral equation, first given by Biberman and Holstein. They assumed that the emission coefficient is proportional to the absorption coefficient. After a discussion of the relation of this type of radiative transfer to Brownian motion, we solve the integral equation for a slab and for all line shapes of interest with and without hyperfine structure in the limit of high optical depth.

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