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出 处:《Journal of Donghua University(English Edition)》2012年第3期203-208,共6页东华大学学报(英文版)
基 金:the Independent Research Project of State Key Laboratory of Power Transmission Equipment & System Security and New Technology,China ( No. 2007DA10512711205)
摘 要:In order to eliminate chaotic oscillation of electromechanical characteristics of seismograph system, the complex dynamic the four-dimensional nonlinear equations of seismograph system were analyzed. Sliding mode method was applied to stabilize the chaotic orbits of the eleetromechanieal seismograph system to arbitrary chosen fixed points and periodic orbits precisely, and MATLAB simulations were presented to confirm the validity of the controller. The results show that using sliding mode method can make the system track target orbit strictly and smoothly with short transition time, and its insensitivity to noise disturbances is shown. It also provides reference for relevant chaos control in relevant system.In order to eliminate chaotic oscillation of electromechanical seismograph system, the complex dynamic characteristics of the four-dimensional nonlinear equations of electromechanical seismograph system were analyzed. Sliding mode method was applied to stabilize the chaotic orbits of the electromechanical seismograph system to arbitrary chosen fixed points and periodic orbits precisely, and MATLAB simulations were presented to confirm the validity of the controller. The results show that using sliding mode method can make the system track target orbit strictly and smoothly with short transition time, and its insensitivity to noise disturbances is shown. It also provides reference for relevant chaos control in relevant system.
关 键 词:electromechanical seismograph system chaotic attractor slidine mode: uncertain parameter: noise disturbance SIMULATION
分 类 号:TH825[机械工程—仪器科学与技术]
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