Event‐triggered stabilization for large‐scale interconnected systems with time delays
Wen Kang, Chuan‐Xin Liu
Abstract
Abstract This article addresses the event‐triggered stabilization for large‐scale interconnected systems in presence of time delays. Two types of event‐triggering mechanisms (static event‐triggering mechanism and dynamic event‐triggering mechanism) are constructed. For each case, event‐triggered predictor‐based controller is designed to compensate time delays by using backstepping method. Via Lyapunov approach, constructive exponential stability conditions are established in the framework of linear matrix inequalities (LMIs). A numerical simulation example is given to demonstrate the effectiveness of the proposed methods.
Topics & Concepts
Control theory (sociology)ConstructiveBacksteppingComputer scienceEvent (particle physics)Controller (irrigation)Stability (learning theory)Scale (ratio)Lyapunov functionControl (management)Process (computing)Nonlinear systemAdaptive controlArtificial intelligenceAgronomyQuantum mechanicsMachine learningOperating systemPhysicsBiologyStability and Control of Uncertain SystemsNeural Networks Stability and SynchronizationControl and Stability of Dynamical Systems