boboliubov正则变换方法中bogoliubov生成泛函方程的解析方面

Old and New Concepts of Physics Pub Date : 2007-09-01 DOI:10.2478/V10005-007-0015-X

N. Bogolubov, A. Prykarpatsky

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摘要

研究了Bogoliubov正则变换方法中Bogoliubov生成泛函方程的解析方面及其变换性质。提出了经典Bogoliubov思想[2]，利用Wigner密度算子变换研究Bogoliubov正则变换方法中的非平衡分布函数，构造了经典N.N. Bogoliubov演化泛函方程的一个新的解析非平稳解。

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THE ANALYTIC ASPECTS OF THE BOGOLIUBOV GENERATING FUNCTIONAL EQUATIONS WITHIN THE BOBOLIUBOV CANONICAL TRANSFORMATION METHOD

The analytic aspects of the Bogoliubov generating functional equations and their transformation properties within the Bogoliubov canonical transformation method are studied. The classical Bogoliubov idea [2] to use the Wigner density operator transformation for studying the non equilibrium distribution functions within the Bogoliubov canonical transformation method is developed, a new analytic non-stationary solution to the classical N.N. Bogoliubov evolution functional equation is constructed.

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Old and New Concepts of Physics

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