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Novel Kinetic Theory of the Classical Isotropic Oscillator Gas, the Flexible Shell Model

机译:经典各向同性振荡气体的新型动力学理论,柔性壳模型

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Ever since Chapman and Enskog first used the hard sphere model to evaluate the collision integral in the Boltzmann equation, more sophisticated models for molecular encounters have been sought. Rotation of molecules in kinetic theory has been pursued with a number of models, such as the spherocylinder or loaded sphere, to account for that aspect. As these efforts continued, more workers started to incorporate quantum mechanics methods in pursuit of solutions to the Boltzmann equation. Progress there with both rotational and vibrational features of molecules has been attained. Until now though, there has been no classical vibration model for molecules in kinetic theory. Far from standard kinetic theory, here a simple classical mechanics isotropic oscillator is combined, through a flexible shell, with the hard sphere model in a full Chapman Enskog procedure. The intent here has been to introduce the model, so items like translational-vibrational coupling have not been included. Still, the results compliment literature.
机译:自Chapman和Enskog首次使用硬球模型评估Boltzmann方程中的碰撞积分以来,就一直在寻求更复杂的分子碰撞模型。在动力学理论中,分子的旋转已经通过许多模型进行了研究,例如球形圆柱体或负载球体,以解决这一问题。随着这些努力的继续,越来越多的工人开始采用量子力学方法来寻求Boltzmann方程的解。在分子的旋转和振动特征方面已经取得了进展。到目前为止,动力学理论中还没有分子的经典振动模型。与标准动力学理论相去甚远,这里是一个简单的经典力学各向同性振荡器,通过挠性壳与完整的Chapman Enskog过程中的硬球模型结合在一起。这里的目的是介绍模型,因此不包括平移-振动耦合之类的项目。尽管如此,结果还是对文献的赞赏。

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