Exponential stable control for a class of networked control systems with stochastic delays

Hejun Yao, Xiaoming Dai and Fu

Abstract

The problem of exponential stable control for networked systems with stochastic time delays is considered in this paper. A new approach is obtained to model the networked control systems with interval Bernoulli distribution t time delays. With linear matrix inequality approach, the mean-square exponential stability controller is designed by solving linear matrix inequalities. Moreover, a Lyapunov functional with some stack matrices is introduced in this paper. A numerical example is given to demonstrate the validity of the results.