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This paper is concerned with the stabilization and Hinfin control problems for continuous-time switched stochastic systems. By applying the average dwell time method and the piecewise Lyapunov function technique, sufficient conditions are first proposed, which guarantee the unforced switched stochastic system to be mean-square exponentially stable with a prescribed Hinfin performance. Then, the stabilization...
The problem of energy-to-peak control for a class of continuous time-varying delay systems with Markovian switching parameters is discussed. In this paper, such control problem requires that the resulted closed-loop system is exponentially stable in mean square sense with given L2-Hinfindisturbance attenuation. The Markovian switching considered here forms a continuous-time discrete-time homogeneous...
It has become a common practice to employ networks in control systems for connecting controllers and sensors/actuators on controlled plants and processes. A networked switched control system, as a special case of networked control systems, is studied. Such a system is represented with network-induced delay and packet dropout as a switched delay system. Sufficient conditions for robust exponential...
Piecewise systems arise in many kinds of practical control systems due to the existence of certain effects, such as dead-zone, saturation, relays and hysteresis. This paper deals with the problem of exponential stabilization for a class of piecewise continuous-time switched control systems with nonlinear uncertainties, which are equivalent to the general form of piecewise switched affine nonlinear...
This paper is devoted to robust stability analysis of linear continuous-time systems with time-delay that are composed of polytopic uncertain subsystems. A new delay-dependent analyzing approach is proposed to reduce the conservativeness in stability analysis for such systems. The stability condition of delay-dependent given in terms of bilinear matrix inequalities (BMI) is developed for the systems...
In this paper, a class of hybrid switched systems with impulsive effects is considered. In light of the conventional input-to-state stability (ISS) and its various extensions (i-ISS, e-ISS and ei-ISS), we propose novel criteria on ISS, i-ISS, e-ISS and ei-ISS for these impulsive switched systems. The obtained results show that an impulsive switched system may be ISS, even when the continuous-time...
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