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Generalized Projective Chaos Synchronization of Coupled Duffing System by Using Fuzzy Sliding Mode Control

机译:基于模糊滑模控制的耦合Duffing系统广义投影混沌同步

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This paper presents a robust control scheme for generalized synchronization between two identical coupled Duffing systems subject to external disturbances. Owing to the nonlinear terms, the coupled Duffing system exhibits complex and chaotic motions. By the Lyapunov stability theory with control terms, two suitable sliding surfaces are proposed to ensure the stability of the controlled closed-loop systems in sliding modes. When the bounds of external disturbances are known, two sliding mode controllers (SMC) are designed to guarantee the hitting of the sliding surfaces; When the bounds of external disturbances are unknown, two fuzzy logic tuning controllers (FLC) are introduced into SMC so that the switching gains of the SMC scheme are adjusted by FLC to response to any change in the input signals according to linguistic rules, then the SMC scheme is turned into the fuzzy sliding mode controller (FSMC) scheme. This method allows us to arbitrarily direct the parameters ).λi (i=1,2,3,4) onto any desired values. The results of numerical simulation are proved to show the effectiveness of the proposed methods.
机译:本文提出了一种鲁棒的控制方案,用于在两个相同的耦合Duffing系统之间遭受外部干扰的广义同步。由于非线性项,耦合的Duffing系统表现出复杂而混乱的运动。根据带有控制项的李雅普诺夫稳定性理论,提出了两个合适的滑动面,以确保受控的闭环系统在滑动模式下的稳定性。当已知外部干扰的范围时,将设计两个滑模控制器(SMC)以确保碰到滑动表面;当外部干扰的界限未知时,将两个模糊逻辑调节控制器(FLC)引入SMC,以便FLC调整SMC方案的开关增益,以根据语言规则响应输入信号的任何变化,然后SMC方案变成了模糊滑模控制器(FSMC)方案。这种方法使我们可以将参数).λi(i = 1,2,3,4)任意定向到任何期望值。数值仿真结果证明了所提方法的有效性。

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