The Computation of Two-dimensional Manifold for Hindmarsh-Rose Neuron Model
The Hindmarsh-Rose (HR) Neuron not only contained the features of cell biological physical model, but also included the traits of non-linear dynamical system model. The paper analyzed the HR model by computing manifold. It computed the equilibria, simulated the bifurcation phenomenon of the parameters, estimated the unstable local manifold and computed the global manifold using the angle constraint method. The simulation results showed the trend of the unstable manifold and the distribution of the trajectories. It offered good results to study the chaos phenomenon of the HR mode.
Meng Jia Yangyu Fan Weijian Tian Jiong Zhao
Department of Electronics and Information Northwestern Poly-technical University Xi’An, P.R.China
国际会议
2010国际混沌、分形理论与应用研讨会(IWCFTA 2010)
昆明
英文
379-382
2010-10-29（万方平台首次上网日期，不代表论文的发表时间）