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A solution of the Boltzmann equations in the presence of three components and inelastic collisions

机译:存在三个分量和非弹性碰撞的玻尔兹曼方程的解

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摘要

A new algorithm for the solution of the system of three Boltzmann equations for three components in a mixture is developed. Binary collisions between molecules are taken into account assuming that these collisions are elastic or inelastic. The functionality testing of the algorithm is performed using a simple test problem of heat and mass transfer in the mixture of n-dodecane, p-dipropylbenzene and nitrogen between two infinite parallel walls. The mixture of n-dodecane and p-dipropylbenzene is chosen due to the fact that it can approximate realistic Diesel fuels reasonably well. It is concluded that the predictions of the new kinetic algorithm are qualitatively consistent with the predictions of more basic models of the phenomena for which it has been tested. The algorithm is ready for the analysis of a wider range of heat and mass transfer problems in which the contribution of three components in the mixture is essential.
机译:提出了一种求解混合物中三个组分的三个玻尔兹曼方程组的新算法。假定这些碰撞是弹性的或非弹性的,则考虑分子之间的二元碰撞。该算法的功能测试是使用两个无限平行壁之间正十二烷,对二丙基苯和氮气的混合物中传热和传质的简单测试问题来执行的。选择正十二烷和对二丙基苯的混合物是因为它可以合理地逼近现实的柴油燃料。结论是,新的动力学算法的预测在质量上与已经对其进行了测试的现象的更基本模型的预测在质量上是一致的。该算法可用于分析更广泛的传热和传质问题,其中混合物中三种成分的贡献至关重要。

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