Stability Analysis for Hybrid Systems
A special issue of Mathematics (ISSN 2227-7390).
Deadline for manuscript submissions: closed (8 February 2023) | Viewed by 2467
Special Issue Editors
Interests: stability analysis; automatic control; intelligent control
Special Issue Information
Dear Colleagues,
During the past two decades we have witnessed an increasing interest in hybrid systems, which involve a coupling between continuous dynamics and discrete events. They cover many useful and important systems such as hybrid automata, logic-based control systems, rigid mechanical systems with impact collisions, reset control systems, sampled-data control systems, networked control systems, etc. As a special class of hybrid systems, switched systems have earned greater attention. A typical switched system is composed of a finite number of continuous-time or discrete-time subsystems and a switching signal which orchestrates the exchange between these subsystems. The switched laws of hybrid systems include the state-varible switching method and dwell time switching method. Furthermore, since most physical systems and processes are nonlinear, the T-S fuzzy model has always been an effective method in complex systems. Accordingly, researchers have paid remarkable attention to analyzing and synthesizing the problems of T-S fuzzy hybrid systems.
This Special Issue is aimed at providing selected contributions on advances in the stability analysis of hybrid systems. This can include time-delay systems, large-scale systems, bilinear systems, and singularly perturbed systems.
Prof. Dr. JuingShian Chiou
Prof. Dr. Zhengrong Xiang
Guest Editors
Manuscript Submission Information
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Keywords
- hybrid systems
- switched systems
- average dwell time
- Lyapunov function
- stability analysis
- switching law
- state-variable switching
- fuzzy systems
