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Adaptive finite time controller design for switched systems with unknown parameters, mismatched uncertain terms, external disturbances and input perturbations

机译:具有未知参数的交换系统的自适应有限时间控制器设计,不匹配不确定的术语,外部干扰和输入扰动

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The main objective of this study concerns with the problem of control and stabilization design schemes for a class of nonlinear switching systems whose dynamics are excited with an undetermined switching logic. Several conditions are taken into account for the subsystems of the whole structure to mimic the natural properties of the real-world nonlinear physical systems. The first is to assume that there is no prior information about the values of the system parameters. The second is to add matched and mismatched uncertain terms to the system dynamics. Furthermore, the effects of the input fluctuations in the actuator model are reflected via gain variations. We assume that the dynamic of a part of the system is uncertain and fully unknown with no control inputs to be relaxed as mismatching uncertainties. And, it is supposed that there is no previous knowledge about the bounds of the lumped uncertainties. To cope the mentioned issues, a robust adaptive control methodology is proposed in this paper. One of the main attributes of the designed control approach is that it guarantees the fast convergence of the system responses to zero with a (practical) finite settling time. A Lyapunov function tactic is then constructed to confirm the theoretic findings of the study. It is also demonstrated that the same controller is applicable for the switched systems perturbed by unknown input saturation nonlinearities. As a result, the chief contributions of this article involve: (1) handling the effects of the system unknown dynamics, external perturbations, unmatched uncertainties, control input variations, unknown parameters and input saturation limiter with no prior information about them and (2) providing a simple effective adaptive algorithm which ensures the fast finite time stability of the entire system under any arbitrary switch schemes. The provided computer simulations highlight the effective performance of the introduced adaptive control technology. (C) 2019 ISA. Published by Elsevier Ltd. All rights reserved.
机译:本研究的主要目的是对一类非线性开关系统的控制和稳定设计方案的问题,其动态被激发了不确定的切换逻辑。考虑到整个结构的子系统来模仿现实世界非线性物理系统的自然特性的若干条件。首先是假设没有关于系统参数值的先前信息。第二个是为系统动态添加匹配和不匹配的不确定术语。此外,致动器模型中的输入波动的影响通过增益变化反射。我们假设系统的一部分的动态是不确定的并且完全未知,没有控制输入作为不匹配的不确定性。而且,应该有关于集体不确定性的界限的知识。为了应对提到的问题,本文提出了一种强大的自适应控制方法。设计控制方法的主要属性之一是它保证了系统响应的快速收敛到零,具有(实用)有限稳定时间。然后构建Lyapunov函数策略以确认研究的理论发现。还证明了相同的控制器适用于由未知的输入饱和非线性扰乱的交换系统。因此,本文的首席贡献涉及:(1)处理系统未知动态,外部扰动,无与伦比的不确定性,控制输入变化,未知参数和输入饱和限制器的效果,没有关于它们的先前信息和(2)提供一种简单的有效自适应算法,可确保在任何任意开关方案下的整个系统的快速有限时间稳定性。提供的计算机模拟突出了引入的自适应控制技术的有效性能。 (c)2019 ISA。 elsevier有限公司出版。保留所有权利。

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