摘要
本文讨论了低浓度三分子模型的奇点性态，证明了中心焦点是稳定的。并且应用分支理论对该模型进行了定性分析，给出极限环趋于奇点时的刻划。
The purpose of this article is to discuss the singular point condetions of low concentration's Trinolecular model, and to prove the stability of central focus,with the application of the thery of Bifurcations a gualitative desomption of this model is maal,and the limit cycle approaching the singular point is aiso cut in this article.
出处
《电力学报》
1994年第4期58-62,共5页
Journal of Electric Power
关键词
低浓度
三分子模型
统计热力学
分支理论
Low Concentration's Trimolecular model
Singular point
limit cycle
Bifurcation
