Theory of light reflection from a semi-infinite atmosphere with anisotropic conservative scattering

Details Theory of light reflection from a semi-infinite atmosphere with anisotropic conservative scattering Theory of light reflection from a semi-infinite atmosphere with anisotropic conservative scattering

Nov 1997

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1997arep...41..815r&link_type=abstract

Astronomy Reports, Volume 41, Issue 6, November 1997, pp.815-820

Astronomy and Astrophysics

Astronomy

Scientific paper

A set of linear algebraic equations for polynomial coefficients relating the auxiliary function psi^o_j(mu) and the Chandrasekhar function H(mu) is derived on the basis of the general theory of light scattering developed by Sobolev. The coefficients of the set of linear algebraic equations are expressed in terms of moments of H(mu). The phase function is assumed to be independent of the azimuth.

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