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Stabilization of a class of fractional order chaotic systems by nonlinear sliding mode

机译:非线性滑动模式稳定一类小数秩序混沌系统

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This paper investigates the stabilization problem of a class of fractional order chaotic systems with unknown modeling uncertainties and external perturbations. A fractional nonlinear sliding surface is proposed, and a reaching control law is obtained to guarantee the stability of the fractional chaotic system in finite time with just a single control input. And the simulation results are given to demonstrate the efficacy of the proposed nonlinear sliding mode control method.
机译:本文调查了一类小数秩序混沌系统的稳定问题,具有未知的建模不确定性和外部扰动。提出了一个分数非线性滑动表面,获得了达到的控制定律,以确保分数混沌系统的稳定性在有限时间内,只需单个控制输入。给出了模拟结果来证明所提出的非线性滑动模式控制方法的功效。

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