Chaotic anti-control of a port control Hamilton system
Tao Jian-Wu, Shi Yao-Wu, Chang Wen-Xiu
空军航空大学，长春 130022
Abstract Based on the analysis of energy change and dynamical force characteristics for port control Hamiltom (PCH) system, a method of chaotic anti-control is studied via nonlinear output feedback. The proposed method has a clear physical conception and need not estimate the Lyapunov exponent of the chaotic system. This makes the method simpler in practical applications.Numerical studies and computer simulation show the capabilities of this method.
Key words ：
Hamiltom system
chaos
anti-control
Received: 2003-05-26
Published: 2005-04-28
[1]
Li Hai-Bin,Wang Bo-Hua,Zhang Zhi-Qiang,Liu Shuang,Li Yan-Shu. Combination resonance bifurcations and chaos of some nonlinear relative rotation system
[2]
Liu Shi-Xu,Guan Hong-Zhi,Yan Hai. Chaotic behavior in the dynamical evolution of network traffic flow and its control
[3]
Ma Tie-Dong,Jiang Wei-Bo,Fu Jie. Impulsive synchronization of fractional order hyperchaotic systems based on comparison system
[4]
L╱ Ling,Liu Shuang,Zhang Xin,Zhu Jia-Bo,Shen Na,Shang Jin-Yu. Spatiotemporal chaos anti-synchronization of a complex network with different nodes
[5]
Qin Wei-Yang,Sun Tao,Jiao Xu-Dong,Yang Yong-Feng. Chaos synchroniztion by function coupling in a class of nonlinear dynamical system
[6]
Wang Xin-Ying,Han Min. Multivariate chaotic time series prediction based on extreme learning machine
[7]
Liu Liu,Zheng Jian-Yu,Zhang Ming-Jiang,Meng Li-Na,Zhang Zhao-Xia,Wang Yun-Cai. Photonic generation and transmission of chaotic ultra wideband signals
[8]
Tang Liang-Rui,Fan Bing,Kang Zhong-Miao. A chaos synchronization method based on amplitude
[9]
Zhou Wu-Jie,Yu Mei,Yu Si-Min,Jiang Gang-Yi,Ge Ding-Fei. A zero-watermarking algorithm of stereoscopic image based on hyperchaotic system
[10]
Jiang Hai-Bo,Zhang Li-Ping,Chen Zhang-Yao,Bi Qin-Sheng. Non-smooth bifurcation analysis of Chen system via impulsive force
[11]
Song Tong,Li Han. Chaotic time series prediction based on wavelet echo state network
[12]
Gu Hua-Guang,Xi Lei,Jia Bing. Identification of a stochastic neural firing rhythm lying in period-adding bifurcation and resembling chaos
[13]
Jiang Guo-Ping,Tao Wei-Jun,Huan Shi,Xiao Bo-qi. Design and research of chaotic vibration isolation system under the condition of small displacement
[14]
Yu Fei,Wang Chun-Hua,Hu Yan,Yin Jin-Wen. Projective synchronization of a five-term hyperbolic-type chaotic system with fully uncertain parameters
[15]
Ren Li-Na,Liu Fu-Cai,Jiao Xiao-Hong,Li Jun-Yi. Hamiltonian model-based H ∞ control of chaos in permanent magnet synchronous generators for wind power systems
2004, Vol. 53 
