Titlebook: Chaos Control; Theory and Applicati Guanrong Chen,Xinghuo Yu Book 2003 Springer-Verlag Berlin Heidelberg 2003 Chaos Anti-Control.Chaos Sync

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Application of Bifurcation Analysis to Power Systems,n power systems. The pioneer work on the local bifurcation analysis of power systems can be dated back to the 1970’s and earlier. Within the last 20 years or so nonlinear dynamical theory has become a subject of great interest to researchers and engineers in the power system community. Powerful comp

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Chaotic Vibration of the Wave Equation with Nonlinear Feedback Boundary Control: Progress and Open f chaotic vibration of the linear wave equation with nonlinear boundary feedback control law. We show that when there is linear energy injection at one end of the boundary and the self-regulating or van der Pol nonlinearity at the other end of the boundary, chaos occurs as a reconciliation between l

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Time-delayed Impulsive Stabilization of Unstable Periodic Orbits in Chaotic Hybrid Systems,ty analysis of the proposed method is given. By using the proposed time-delayed impulsive feedback method, we consider two special applications. One application is detecting periodic orbits in a special class of hybrid system, a switched arrival system, which is a prototype model of many manufacturi

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Chaotic Systems Synchronization, link with absolute stability theory is emphasized and robust synchronization is discussed. For non-autonomous schemes nonlinear H. synchronization is explained. Criteria for schemes with time delay are given which can be either delay-independent or delay-dependent. Impulsive synchronization is disc

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