AIMS Mathematics (Sep 2024)

Event-triggered anti-windup strategy for time-delay systems subject to saturating actuators

  • Liping Luo,
  • Yonggang Chen ,
  • Jishen Jia,
  • Kaixin Zhao ,
  • Jinze Jia

DOI
https://doi.org/10.3934/math.20241346
Journal volume & issue
Vol. 9, no. 10
pp. 27721 – 27738

Abstract

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This paper investigates the anti-windup synthesis problem for linear control systems subject to time-varying state delay and saturating actuators. To alleviate the redundant data transmission, the dynamic event-triggered mechanism is adopted. Moreover, to abate the inherent conservatism, novel delay-dependent sector conditions containing double integral terms are explored. Then, using augmented Lyapunov-Krasovskii functionals and several less conservative inequalities, delay-dependent anti-windup synthesis criteria are obtained in accordance with the feasibility of linear matrix inequalities. Subsequently, the optimization of the initial condition set is addressed. Finally, a simulation example illustrates the availability and technique advantages of the proposed results.

Keywords