Diffuse reflection and transmission in accordance with the phase function 3/4(1 + /cos Theta/-squared)

Details Diffuse reflection and transmission in accordance with the phase function 3/4(1 + /cos Theta/-squared) Diffuse reflection and transmission in accordance with the phase function 3/4(1 + /cos Theta/-squared)

Feb 1979

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1979ap%26ss..60..321d&link_type=abstract

Astrophysics and Space Science, vol. 60, no. 2, Feb. 1979, p. 321-327.

Physics

Optics

Atmospheric Physics, Radiative Transfer, Reflection, Transmission, Atmospheric Optics, Operators (Mathematics), Optical Thickness, Singular Integral Equations

Scientific paper

Chandrasekhar's (1950) equation of radiative transfer for diffuse reflection and transmission with Rayleigh's phase function in a finite atmosphere are used to solve exactly for emergent distributions from the bounding faces. The Laplace transform and the theory of singular operators, as outlined by Das (1978), are employed. The solutions are obtained in terms of Chandrasekhar's X-Y equations.

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