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5. SI'LNIKOV CHAOS OF A NEW 3-D QUADRATIC AUTONOMOUS SYSTEM WITH A FOUR-WING CHAOTIC ATTRACTOR

SI'LNIKOV CHAOS OF A NEW 3-D QUADRATIC AUTONOMOUS SYSTEM WITH A FOUR-WING CHAOTIC ATTRACTOR

来源 :The Third International Conference on Dynamics,Vibration and | 被引量 : 0次 | 上传用户：eline77

【摘 要】

：

Chaos.as a very fascinating phenomena, has been extensively studied in mathematic, physics.engineering field and so on in the last decades.The existence of chaotic attractors has become one of the act

【作 者】

：

X.Wang F.Q.Chen 

【机 构】

：

Department of Mathematics,Nanjing University,of Aeronautics and Astronautics,Nanjing 210016,China;De

【出 处】

：

The Third International Conference on Dynamics,Vibration and

【发表日期】

：

2010年4期

【关键词】

：

heteroclinic orbits homoclinic orbits Si'lnikov criterion Smale horseshoes 

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论文部分内容阅读

　　Chaos.as a very fascinating phenomena, has been extensively studied in mathematic, physics.engineering field and so on in the last decades.The existence of chaotic attractors has become one of the active research fields and there are many progresses in checking that a nonlinear equation possesses a strange attractor.

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