Abstract
The asymptotical limits for light fluxes scattered by large spherical particles with various refractive indices into a fixed range of scattering angles are obtained. Calculations are performed within the framework of the Mie theory and the geometrical optics approximation. The geometrical optics approach, combined with approximations of the radiative transfer theory, allows one to make quick estimates of reflection and transmission functions of disperse media with large particles. The results obtained can be used for studies of light fields in random media with large particles within the framework of the small-angle and quasi-single-scattering approximations of the radiative transfer theory.
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