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This paper addresses the global anti-synchronization of chaotic parametrically excited pendulums under linear feedback control. Based on the master-slave anti-synchronization scheme with linear feedback control, a sufficient algebraic criterion for the global anti-synchronization of two parametrically excited pendulums are proved by means of Lyapunov stability theorem and further improved by the optimization...
In order to solve the multi-physical field calculating respectively, adding the result simply, and low computational efficiency by finite element method for coupled multi-physics fields analysis in micro-electro-mechanical system, we put forward self organization analysis method in this paper. Using cellular automata as a tool, flat-panel in a typical micro-mechanical as a study object, this study...
This paper studies global synchronization of non-autonomous rotational system with a centrifugal flywheel governor under linear state error feedback control. A global sufficient synchronization criterion is rigorously proven by means of Lyapunov’s direct method and the elementary differential calculus. Effectiveness of the new synchronization criteria is illustrated in numerical examples.
A model of Distributed Electromagnetic Component (DEMC) for integrated EMI filter based on FML foil is proposed in this paper. The model is used for estimating the insertion loss of integrated EMI filter with FML foils. In this model, distributed parameters such as parasitic capacitance, magnetic coupling between conductors, core loss, copper loss, dielectric loss of the magnetic core are all included...
This note proves that the local synchronization criteria developed in "Chaos synchronization of the master-slave generalized Lorenz systems via linear state error feedback control" [Physica D 229 (2007) 52-80] can be converted to describe global synchronization.
This paper studies a linear feedback synchronization scheme for the chaotic Lorenz-Stenflo systems. Some sufficient algebraic criteria for global chaos synchronization of the master and slave Lorenz-Stenflo systems via linear state error feedback control are rigorously proven by means of Lyapunov stability theory. The obtained criteria are further optimized to improve their sharpness. The numerical...
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