Shock-wave structure for a binary gas mixture: finite-difference analysis of the Boltzmann equation for hard-sphere molecules
S Kosuge, K Aoki, S Takata - European Journal of Mechanics-B/Fluids, 2001 - Elsevier
The structure of a normal shock wave for a binary mixture of hard-sphere gases is analyzed
numerically on the basis of the Boltzmann equation by a finite-difference method. In the
analysis, the complicated collision integrals are computed efficiently as well as accurately by
means of the numerical kernel method, which is the generalization to the case of a binary
mixture of the method devised by Ohwada in 1993 in the shock-structure analysis for a
single-component gas. The transition from the upstream to the downstream uniform state is …
numerically on the basis of the Boltzmann equation by a finite-difference method. In the
analysis, the complicated collision integrals are computed efficiently as well as accurately by
means of the numerical kernel method, which is the generalization to the case of a binary
mixture of the method devised by Ohwada in 1993 in the shock-structure analysis for a
single-component gas. The transition from the upstream to the downstream uniform state is …
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