On the nonequilibrium statistical mechanics of a binary mixture. I. The distribution functions |
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| Authors: | E. Braun A. Flores L. S. García-Colín |
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| Affiliation: | (1) Centre Nuclear, Instituto Nacional de Energia Nuclear, México 18, D. F., Mexico;(2) Facultad de Ciencias, Universidad Nacional Autónoma de México, México 20, D. F., Mexico |
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| Abstract: | In this paper, we obtain the generalization of the BBGKY hierarchy for a binary mixture of chemically neutral particles. Using modified boundary conditions different from the ones proposed by Bogoliubov, we solve the hierarchy, and obtain explicitly the set of two-particle distribution functions for the several species of the mixture, up to first order in the density. |
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| Keywords: | Binary mixture convergent kinetic theory hydrodynamic equations for a binary mixture two-body distribution function for a binary mixture Hilbert-Enskog method BBGKY hierarchy for a binary mixture |
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