Intermittent dynamic event-triggered control for linear system with quantized input

This paper is concerned with intermittent dynamic event-triggered control of linear systems with quantized input. By combining periodic intermittent protocol with dynamic-threshold event-triggered mechanism, two patterns of intermittent event-triggered strategies are built, which only focus on events in working interval. To meet digital signal transmission demand, a dynamic uniform quantizer with segmented form parameter is proposed to achieve higher control accuracy. By using Lyapunov stability theory, sufficient condition is built in terms of linear matrix inequalities to ensure the uniformly ultimately bounded of the closed-loop systems. Finally, a numerical example is supplied to show the validity of proposed strategies.