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中国物理学会期刊

球对称无限空间中稀薄气体的一种弛豫

CSTR: 32037.14.aps.34.289

A KIND OF RELAXATION OF RAREFIED GASES IN INFINITE SPACE WITH SPHERICAL SYMMETRY

CSTR: 32037.14.aps.34.289
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  • 本文把平面对称空间中Boltzmann方程的奇异扰动解法推广到球对称空间,并通过具体模型讨论了初始阶段弛豫过程的一些特点。

     

    The singular perturbation solution of Boltzmann equation for the plane geometry is generalized to the spherical case. Based on a specific model, some characteristics in the initial stage of relaxation process are discussed.

     

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