摘要
利用分歧理论研究了一类反应扩散方程的结构,进行了线性稳定性分析- 结果表明,其定态解呈现空间有序结构,含时解呈现时间周期有序结构,即时间耗散结构-
Structures of the first classification reaction diffusion equation are studied by using the bifurcation theory, and the linear stability of the model is analyzed The results show that the stabilization structure apears space order structure, the dependent-time structure apears periodical order structrue, which means time dissipative structure
关键词
模型
稳定性
定态
分歧
耗散结构
model
stability
stationary state
bifurcation
dissipative structure