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Название: Long-Time Tails of the Green-Kubo Integrands for a Binary Mixture
Автор: Wood W.W.
The long-time tails for the mutual diffusion coefficient, the thermal diffusivity, the thermal conductivity, and the shear and longitudinal viscosities (from which the tail of the bulk viscosity can be calculated) of a nonreactive binary mixture are calculated from mode-coupling theory, and compared with a prior calculation by Pomeau. Three different choices of the thermal forces and currents are considered, with the results found to take their simplest form in the case of the de Groot "double-primed set." The decompositions into the kinetic, potential, and cross terms are given.