Stability analysis of dynamic quantized feedback system with packet loss
Control（2012）
摘要
This article is concerned with stability analysis of a linear discrete-time dynamic quantizer system with packet loss. First, several modifications are made to the original dynamic quantizer to make it easier to realize. Then communication channel subject to packet loss of Bernoulli distribution from the quantizer to the plant input is considered. Moreover, based on Lyapunov function approach, a sufficient condition for mean square stability of the closed-loop system is derived. Finally, a numerical simulation is given for effectiveness of the proposed method.
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关键词
linear discrete-time dynamic quantizer system,mean square stability,closed loop system,numerical analysis,dynamic quantizer,bernoulli distribution,communication channel,sufficient condition,feedback,packet loss,plant input,numerical simulation,discrete-time,discrete time systems,linear discrete system,mean square stability analysis,linear systems,lyapunov function approach,pactket loss,dynamic quantized feedback system,stability,closed loop systems,lyapunov methods,mean square error methods,tv,discrete time
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