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本文用Fridrichs模型得到了Liouville方程的精确解,并利用此结果(1)考察了ω_k和V_k的分布对耗散体系动力学行为的影响;(2)检验非平衡统计力学中某些惯用的假设.
In this paper, the exact solution of the Liouville equation is obtained by using the Fridrichs model. Based on this result (1), the influence of ω_k and V_k distributions on the dynamic behavior of the dissipative system is investigated. (2) Some commonly used assumptions in unbalanced statistical mechanics .