Double Integral Adaptive Synchronization of the Lorenz Chaotic Systems with Unknown Parameters
作者： Weiming Sun , Xinyu Wang , Junwei Lei
DOI: 10.1007/978-3-642-23324-1_40
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摘要: A novel double integral action is firstly proposed in this paper and it integrated with a Lyapunov function, which necessary to analyze the system stability. The synchronization of chaotic unknown parameters are fulfilled by constructing function adopting action. Also, filter applied make controller more flexible. But assume that parameter small enough when stability whole analyzed.
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