Stability Analysis of Nonlinear Switched Networked Control Systems with Periodical Packet Dropouts

Feedback stabilization of switched linear systems via a parametric approach

“…The switched system is a dynamic system consisting of a series of continuous or discrete subsystems which is coordinated by a switching signal. The intention for researching switched linear systems is derived from real life, which are most often applied to mechanical systems [1], circuits and power systems [2], electric current source [3], network control systems [4], robust systems [5] and stochastic systems [6]. It has been shown that due to different switching signals, the dynamics of the switched system include some interesting phenomena.…”

Finite-time H∞ output tracking control for time-delay systems with actuators failure

“…Switched systems belong to a kind of hybrid systems comprised of some subsystems and a logic rule that orchestrates switching between them (Cheng and Zhan, 2020; Cheng et al, 2020; Cheng et al, 2019; Ma GQ et al, 2016). In the past few decades, increasing attentions have been paid to switched systems since their extensively applications, for example, chemical process (Niu et al, 2015), power electronics (Dayawansa and Martin, 1999), network control systems (Wu et al, 2012). Moreover, numerous significant results on switched systems can be found in Sun et al (2012), Wu and Liu (2017), Liu and Lin (2013), and Liu C et al (2013).…”

Optimal modified tracking performance for MIMO systems under bandwidth constraint

“…Although NCSs can be highly efficient, they also raise challenges due to the introduction of the networked communication channel. There is inevitably a limitation on the communication bandwidth, which leads to data dropouts [18][19][20], stochastic delays [15] and other effects [1,5,10], which will affect system's performance and can even destabilize the NCSs. Furthermore, most of the research on NCSs is from a control theory perspective, and focuses on problems with modeling of NCSs and discussion of stabilization analysis.…”