The set of non-orthogonal functions D j pq (Ω) P1/2(Ω), in which the Wigner rotation functions are multiplied by the equilibrium orientational distribution, is shown to provide a convenient basis for the solution of the rotational diffusion problem in anisotropic liquids,in the entire range of orientational ordering.

A modified wigner function set for the Smoluchowski operator representation in anisotropic liquids

MORO, GIORGIO;NORDIO, PIER LUIGI
1983

Abstract

The set of non-orthogonal functions D j pq (Ω) P1/2(Ω), in which the Wigner rotation functions are multiplied by the equilibrium orientational distribution, is shown to provide a convenient basis for the solution of the rotational diffusion problem in anisotropic liquids,in the entire range of orientational ordering.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/2488823
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