Consensus of linear multi-agent systems via fully distributed event-triggered output-feedback control
Yang‐Yang Qian, Lu Liu, Gang Feng · 2017
This paper studies the consensus problem of multi-agent systems with general linear dynamics. By using the event-triggered control and adaptive control techniques, a fully distributed event-triggered control strategy is proposed via observer-based output feedback. It is shown that the consensus problem can be solved for any connected undirected communication graph in a fully distributed manner. Moreover, Zeno behavior can be excluded for each agent. Finally, the effectiveness of the proposed control strategy is illustrated by a numerical example.