Calculation of entropy production in slightly rarefied gas flows by Sonine polynomial expansion
作者:
Liu Guangjun,
期刊:
Transport Theory and Statistical Physics
(Taylor Available online 1997)
卷期:
Volume 26,
issue 1-2
页码: 121-137
ISSN:0041-1450
年代: 1997
DOI:10.1080/00411459708221778
出版商: Taylor & Francis Group
数据来源: Taylor
摘要:
The expansion method in the kinetic theory of gases is often used for the calculation of entropy production in rarefied gas flows, usually in terms of Her-mite polynomials. In this paper, the method of Sonine polynomials expansion is used and the calculation of entropy production is carried out. First, the formal evaluation of the entropy production in rarefied gas flows is introduced. Then the calculation of the entropy production for arbitrary molecules with spherically symmetric intermolecular forces by Sonine polynomials expansion is presented and the formula for entropy production in the thirteen-moment approximation is obtained. It is shown that the entropy production can be expressed as a linear combination of square terms in the thirteen-moment approximation. This formula can be applied to slightly rarefied gas flows.
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