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A BGK model for mixtures of monoatomic and polyatomic gases with discrete internal energy

机译:具有离散内能的单原子组和多原子气体混合物的BGK模型

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We generalize the BGK model proposed in Bisi and Caceres (2016) to a mixture constituted by both monoatomic and polyatomic gas species with each polyatomic one being characterized by its own number of discrete internal energy levels, to model its non-translational degrees of freedom. We prove that all disposable parameters appearing in the Maxwellian attractors may be determined in terms of the actual macroscopic fields in such a way that correct Maxwellian equilibria and collision invariants are preserved, as well as the validity of the H-theorem. Evolution equations for species densities, velocities and temperatures are also derived, and some numerical examples are shown in space homogeneous conditions. (C) 2020 Elsevier B.V. All rights reserved.
机译:我们将BGK模型推广到BISI和CACERES(2016)中提出的BGK模型,以通过其单独的离散的内部能级的特征在一起的单原子组和多杀气体物种构成的混合物,以模拟其非翻译非翻译自由度。 我们证明,在最大威尔语吸引子中出现的所有一次性参数可以根据实际的宏观领域确定,以便将纠正的Maxwellian均衡和碰撞不变存在,以及H-定理的有效性。 还导出了物质密度,速度和温度的演化方程,并且在空间均匀条件下示出了一些数值例子。 (c)2020 Elsevier B.v.保留所有权利。

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