Event-triggered control for switched descriptor systems based on sampled-data implementation

This paper studies event-triggered control problem for a class of switched descriptor systems based on sampled-data implementation. The switched descriptor systems are first to be decomposed into a equivalent form, and then a reduced-order switched system is obtained. Then, a sufficient condition ensures that the closed-loop system is exponentially stable under average dwell time switching signals. Moreover, the Zeno behavior is ruled out. In the end, a numerical examples is demonstrated the merit and effectiveness of the proposed methods.