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Simplified Derivation of Bogoliubov's Generalized Boltzmann Equation

 

作者: William Bober,  

 

期刊: American Journal of Physics  (AIP Available online 1966)
卷期: Volume 34, issue 9  

页码: 807-811

 

ISSN:0002-9505

 

年代: 1966

 

DOI:10.1119/1.1973490

 

出版商: American Association of Physics Teachers

 

数据来源: AIP

 

摘要:

The derivation of the generalized Boltzmann equation is presented from a more elementary viewpoint than that given by Bogoliubov and others working in the field of kinetic theory of gases. Like the other derivations, the starting point is the Bogoliubov, Born, Green, Kirkwood, and Yvon (B-B-G-K-Y) hierarchy equations. However, no formal attempt is made to obtain corrections to account for three or more body collisions. Furthermore, there is noa prioriassumption made that the lower-order distribution functionsFs(s≥2)are functions of time through the one-particle distribution functionF1.

 

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