Existence and Uniqueness of Limit Cycle of a Reversible Trimolecular Reaction Model 可逆三分子反应模型的极限环存在性和唯一性
We show numerically that in the model of trimolecular reaction under external periodic force ( the forced Brusselator) there exists the intermittent route to chaos. 用数值计算证实了在周期外力作用下的三分子反应模型(布鲁塞尔振子)中存在着走向混沌状态的阵发道路。
Systematic Anlysis of a Model for Reversible Trimolecular Reaction 可逆三分子反应模型的系统分析
The Construction of Periodic Solution for a Trimolecular Reaction System 三分子反应系统的周期解构造
Relation Between the Radius of Circular System and Steady-state Dissipative Structures of Trimolecular Reaction Chain 三分子反应链的稳恒态耗散结构与圆域半径的关系
Asymptotic solution of limit cycle in a trimolecular reaction system 一个三分子反应系统的极限环的渐近解
A few problems about trimolecular reaction 三分子反应的有关问题
The Global Construction of a Trimolecular Reaction Equation 一个三分子反应方程的全局结构
Dynamic Behavior of Trimolecular Reaction in One Dimension Medium 三分子反应在&维介质上的动力学行为
Using the Theory of Collision and Activated-energy and Transition state illustrates the reason of seldom-seen of trimolecular reaction. And the paper expatiates on function process of trimolecular reaction and enumerates parts of trimolecular reaction and it proves the existing of trimolecular reaction. 用碰撞理论、活化能和过渡状态理论说明了三分子反应很少见的原因,并阐述了三分子反应的作用过程,列举了部分三分子反应,说明存在三分子反应。