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In this paper, a multiple temperature model is proposed to extend the IP method to strongly translational nonequilibrium gas flows.
We apply the IP method with the multiple temperature model to shear-driven Couette flow, external force-driven Poiseuille flow and thermal creep flow, respectively.
This paper shows that the IP method with the multiple temperature model is an accurate and efficient tool to simulate strongly translational nonequilibrium gas flows.
Here, we propose a continuum multiple temperature model based on the Bhatnagar Gross Krook (BGK) equation for the non-equilibrium flow computation.
Since the gas-kinetic scheme uses a continuous gas distribution function at a cell interface for the fluxes evaluation, the moments of a gas distribution function can be explicitly obtained for the multiple temperature model.
While the results are consistent with our multiple temperature model they do not provide a conclusive test.
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This paper presents a gas-kinetic scheme to solve the multiple temperature kinetic model (MTKM), which was proposed in J. Comput.
With a reasonable multiple temperature collision model and the flux splitting method in the update step, the transport of IP quantities can be accurately modeled.
In order to solve the multiple temperature kinetic model, a multiscale gas-kinetic finite volume scheme is proposed, where the gas-kinetic equation is numerically solved for the fluxes to update the macroscopic flow variables inside each control volume.
The relaxation time Monte Carlo (RTMC) method was modified by using an ellipsoid statistical model and a multiple translational temperature model in the BGK model equation to simulate continuum-transition gas flows.
31 32 In brief, in the model, multiple temperatures were tested on the basis of the minimum residual deviance of the model.
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