Abstract
An explicit form of the Mueller matrix is given for an anisotropic sphere fulfilling the requirements of the Rayleigh-Gans-Debye (RGD) approximation. The angular dependences of single matrix elements are compared with Lorenz-Mie predictions for an isotropic sphere. Good agreement between the Lorenz-Mie model and that of RGD is observed where the latter is applicable. The magnitude and sign of the matrix elements depend on the size parameter kR (k = 2π/λ; R is the radius of the sphere) as well as on the magnitude and sign of the
parameter, where
is the relative refractive index and Δn is the relative anisotropy of the sphere.
© 1991 Optical Society of America
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