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A new result on semi-synchronous event-triggered backstepping robust control for a class of non-Lipschitzian networked systems

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The paper investigates the backstepping robust control problem for a class of nonlinear networked systems. The non-Lipschitz conditions of linear growth condition and Holder condition are considered in the time-varying disturbance and uncertainty. An important innovation is that the virtual controller is designed to be piecewise constant such that the usage of the command filter is avoided. In the process of designing the robust controller, a semi-synchronous event-triggered scheme is proposed to relieve the communication pressure in high-order systems. Thus, a switched controller without using average dwell time (ADT) is considered. The finite-time practical stability with the form of fast terminal sliding mode (TSM) is also obtained. Then, the Zeno behavior is excluded and a self-triggered scheme is further proposed to avoid the continuous monitoring of the event-triggered conditions. Compared with some existing command-filtered results, the design process is simplified and more suitable for networked systems. The effectiveness of the proposed theory is validated by the numerical simulation of a hypersonic vehicle. (C) 2022 Elsevier Inc. All rights reserved.

BacksteppingNon-Lipschitz conditionEvent-triggered controlFinite-time convergenceSwitching methodNetworked systemsEXTENDED STATE OBSERVERNONLINEAR-SYSTEMSSTOCHASTIC-SYSTEMSTRACKING CONTROLTOLERANT CONTROLINPUTCONVERGENCE

Li, Jiahao、Liu, Yu、Yu, Jinyong

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Harbin Inst Technol

2022

Applied mathematics and computation

Applied mathematics and computation

EISCI
ISSN:0096-3003
年,卷(期):2022.424
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