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- W2056572528 abstract "Abstract The steady, centrally symmetric motion of Brownian particles in a homogeneous medium occupying the region bounded internally by an absorbing sphere of radius R is considered. The distribution function of the particles, assumed to obey the generalized fokker—Planck equation, is found (in three successive approximations) by applying Grad's method of moments, which consists in expanding the distribution function in Hermitean tensors and truncating the series after the term of N th order. Approximations up to and including the so-called 13-moment approximation (corresponding to N = 1, 2,and3) are studied, and a previous 13-moment analysis is criticized; it is stressed that the results furnished by the N th-order approximation are valid to O ( Λ/ R ) N , where Λ is the velocity persistence length." @default.
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- W2056572528 date "1984-03-01" @default.
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- W2056572528 title "Thirteen-moment solution of the steady-state fokker—planck equation for Brownian motion in a homogeneous medium occupying the region bounded internally by an absorbing sphere" @default.
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- W2056572528 doi "https://doi.org/10.1016/0021-9797(84)90482-x" @default.
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