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Exotic Homoclinic Surface of a Saddle-Node Limit Cycle in a Leech Neuron Model 被引量:1
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作者 YOOER Chi-Feng WEI Fang +1 位作者 XU Jian-Xue ZHANG Xin-Hua 《Chinese Physics Letters》 SCIE CAS CSCD 2011年第3期24-27,共4页
We carry out numerical and theoretical investigations on the global unstable invariant set(manifold)of a saddlenode limit cycle in a leech heart interneuron model.The corresponding global bifurcation is accompanied by... We carry out numerical and theoretical investigations on the global unstable invariant set(manifold)of a saddlenode limit cycle in a leech heart interneuron model.The corresponding global bifurcation is accompanied by an explosion of secondary bifurcations of limit cycles and the emergence of loop-shaped bifurcation structures.The dynamical behaviors of the trajectories of the invariant set are very complicated and can only be partially explained by existing theories. 展开更多
关键词 invariant BIFURCATION limit
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