Single and double scattering approximations for a two-dimensional cylindrical medium with anisotropic scattering

Computer Science

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Anisotropic Media, Cylindrical Bodies, Scattering Functions, Wave Scattering, Backscattering, Integral Equations, Laser Beams, Legendre Functions, Refractivity

Scientific paper

Large spatial frequency expansions for the source function, radiative flux, and intensity are obtained for an anisotropically scattering, two-dimensional, finite, cylindrical medium exposed to Bessel-varying collimated radiation. The scattering phase function is represented by a series of Legendre polynomials, and the scattering medium is finite in the z-direction and infinite in the r-direction. With these expansions, the single and double scattering approximations are obtained for a medium exposed to a Gaussian shaped laser beam. Results are presented for a wide range of particle sizes and refractive indexes. The back-scattered flux and intensity have a more complex behavior than the forward-scattered flux and intensity.

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