Decentralized Dynamic Event-Triggered Output-Feedback Control of Stochastic Non-Triangular Interconnected Systems With Unknown Time-Varying Sensor Sensitivity

• 成果类型: Article
• 署名作者: Sun, Libei; Song, Yongduan; Lv, Maolong
• 署名单位: Chongqing University; Air Force Engineering University
• 刊物名称: IEEE TRANSACTIONS ON AUTOMATIC CONTROL
• ISSN/ISSBN: 0018-9286
• DOI: 10.1109/TAC.2024.3508547
• 发表日期: 2025
• 页码: 2786-2793
• 关键词: Event detection; sensitivity; uncertainty; Stochastic processes; Interconnected systems; asymptotic stability; vectors; Time-varying systems; Backstepping; Couplings; Dynamic event-triggered control; Global asymptotic stability; non-triangular structural uncertainties; sensor sensitivity; stochastic interconnected systems

摘要

This study addresses the intricate challenge of decentralized output-feedback control for stochastic non-triangular nonlinear interconnected systems with unknown time-varying sensor sensitivity in a dynamic event-triggered context. The presence of stochastic disturbances, non-triangular structural uncertainties, and evolving sensor sensitivity distinguishes this problem of global asymptotic stability from conventional event-triggered control scenarios. Existing event-triggered control approaches with static event conditions encounter difficulties in simultaneously ensuring zero tracking/stabilization error and preventing the occurrence of Zeno behavior. In this work, we develop a novel solution to address this complex issue. First, we establish a linear relationship between the state vector of each interconnected subsystem and two error vectors through a unique coordinate transformation. This transformation effectively handles the complexities introduced by non-triangular structural uncertainties. Second, we introduce a decentralized dynamic event-triggered output-feedback control strategy, which involves a state observer and a decentralized output-feedback controller. Unlike conventional event-triggered control methods with static event conditions, this strategy formulates a modified clock-based dynamic triggering mechanism by introducing an auxiliary variable that evolves based on predicted plant state values, while utilizing a clock variable to guarantee the existence of a positive lower bound on inter-execution times. Rigorous Lyapunov analysis confirms the global asymptotic stability in probability of the closed-loop system, with the states and the output of each local subsystem converging to the equilibrium at the origin in probability. In addition, the existence of a minimal dwell-time between triggering instants is guaranteed. Finally, we substantiate the advantages and efficiency of the proposed algorithm through comprehensive numerical simulations.