Deterministic computation of the Boltzmann transport equation with anisotropic scattering cross section

J. Haack, I. Gamba
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Abstract

Summary form only given. We present recent work extending the conservative spectral method for the Boltzmann transport equation developed by Gamba and Tharkabhushanam. This formulation is derived from the weak form of the Boltzmann equation, which represents the collisional term as a weighted convolution in Fourier space. We have extended the method to the case of anisotropic scattering cross sections and have investigated the grazing collisions limit of the Boltzmann equation with screened Coulomb potentials. We also present new results demonstating the method's versatility by simulating collisions with Lennard-Jones and other similar intermolecular potentials.
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具有各向异性散射截面的玻尔兹曼输运方程的确定性计算
只提供摘要形式。我们介绍了最近的工作,扩展了由Gamba和Tharkabhushanam开发的玻尔兹曼输运方程的保守谱方法。这个公式是从玻尔兹曼方程的弱形式推导出来的,它将碰撞项表示为傅里叶空间中的加权卷积。我们将该方法推广到各向异性散射截面的情况,并研究了屏蔽库仑势的玻尔兹曼方程的掠碰极限。我们还提出了新的结果,通过模拟Lennard-Jones和其他类似的分子间势的碰撞,证明了该方法的通用性。
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