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This paper describes a novel method which addresses the master-slave synchronization of uncertain chaotic systems in error converging problem. It combines the adaptive control and terminal sliding mode control (TSMC) to form an effective and robust control structure that guarantee the tracking error will converge to zero in a limited time. Finally, the effectiveness and feasibility of the proposed...
In this paper, we consider a terminal sliding mode control method for anti-synchronization of chaotic systems containing dead-zone nonlinearity. Based on the Lyapunov stability theorem, a terminal sliding mode controller is designed so that the states tracking error can reach the terminal sliding mode surface and converge to zero in a finite time. Finally, a Duffing-Holmes chaotic system is used to...
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