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Adaptive stabilization of impulsive switched linear time-delay systems: A piecewise dynamic gain approach

机译:脉冲切换线性时滞系统的自适应稳定:一种分段动态增益方法

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In the presence of discontinuous time-varying delays, neither Krasovskii nor Razumikhin techniques can be successfully applied to adaptive stabilization of uncertain switched time-delay systems. This paper develops a new adaptive control scheme for switched time-delay systems that can handle impulsive behavior in both states and time-varying delays. At the core of the proposed scheme is a Lyapunov function with a dynamically time-varying coefficient, which allows the Lyapunov function to be non-increasing at the switching instants. The control scheme, guaranteeing global uniformly ultimate boundedness of the closed-loop system, substantially enlarges the class of uncertain switched systems for which the adaptive stabilization problem can be solved. A two-tank system is used to illustrate the effectiveness of the method. (C) 2019 Elsevier Ltd. All rights reserved.
机译:在不连续的时变延迟存在下,krasovskii和razumikhin技术都不能成功地应用于不确定的开关时滞系统的自适应稳定。 本文开发了一种新的自适应控制方案,用于交换时间延迟系统,可以处理两个状态和时变延迟中的脉冲行为。 在所提出的方案的核心,是一个Lyapunov函数,其具有动态时变系数,其允许Lyapunov函数在切换时刻不增加。 控制方案保证闭环系统的全局均匀终极界限,基本上扩大了可以解决自适应稳定问题的不确定开关系统的类别。 双罐系统用于说明该方法的有效性。 (c)2019年elestvier有限公司保留所有权利。

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