Light scattering properties of spheroidal coated particles in random orientation.

Physics

Scientific paper

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Scattering: Numerical Methods

Scientific paper

The author presents results of light scattering properties for ensembles of randomly oriented, coated spheroidal particles with an equivalent-volume size parameter kreqeq = 8 and axial ratios ɛ = 0.6, 1, and 1/0.6. Müller matrix elements Fij(0) have been calculated using Waterman's T-matrix approach, as modified by Peterson and Strom (1974) for inhomogeneous particles, together with Mishchenko's orientation averaging procedure. Differences between oblate and prolate particles with the same short-to-long axis ratio, as well as between spherical and nonspherical scatterers, are outlined. Additional calculations for size parameters 1, 5 and 10 (not shown) have also been carried out for checking purposes.

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