Based on three-variable Oregonator model and activated complex theory of reaction rate, nonideal B-Z reaction model is proposed.
同时系统地介绍了非理想性对B-Z反应体系动力学行为及热力学性质的影响。
In this paper, singular perturbation theory has been used to find a two-variable, revised model of the Oregonator Model of the oscillatory Belousov-Zhabotinsky reaction.
应用奇微扰理论得到了Belousov-Zhabotinsky振荡反应的俄勒岗模型约化的两变量形式的修正模型，给出了该模型的弛豫振荡的渐近解及其振荡周期。
A dynamical model of electrode BZ reaction system was establisheed on the basis of three variables Oregonator model and kinetics of electrode process.
在纯粹BZ反应体系的三变数Oregonator模型及电极过程动力学的基础上，建立了电极BZ反应体系的动力学模型。
This paper analyzes the nonlinear dynamics of the modified Oregonator model by using the center manifold theorem and bifurcation theory, including number, stability and bifurcation of equilibrium points.
本文主要运用中心流形定理和分岔理论讨论了基于B-Z反应体系的三变量数学模型和被改进的四变量Oregonator模型的非线性动态，包括随参数变化时平衡点的个数及稳定性变化。
Positively Steady State and Hopf Bifurcation and Periodic Solution of 3-D Oregonator
三维俄勒冈振子的正定态和Hopf分岔及周期解分析
Echo waves in the linearly coupled oregonators
线性耦合Oregonator振子中的Echo波
The topological equivalence of 3-D Oregonator to its 2-D simplified model is proved, which testifies that the investigation of 2-D model for the 3-D Oregonator is valid.
通过证明三维模型与简化的二维模型之间轨线结构的拓扑等价，说明了将三维模型简化为二维模型进行研究的有效性。
Asymptotic Solutions of the Relaxation Oscillations in the Revised Oregonator
修正的俄勒岗机模型中驰豫振荡的渐近解