Article ID Journal Published Year Pages File Type
7151404 Systems & Control Letters 2018 8 Pages PDF
Abstract
This paper considers the problem of achieving the first moment stability and the given noise attenuation performance of a discrete time linear system with unbounded noise. Based on spherical polar coordinates, a quantizer is proposed with a definite relation between the quantized data and the corresponding quantization error. And a necessary and sufficient condition for the first moment stability of the system is presented. Further, based on the quantizer, two coding schemes are proposed for time-varying data rate and fixed data rate respectively, which achieve both the first moment stability and the noise attenuation performance of the system with unbounded noise.
Related Topics
Physical Sciences and Engineering Engineering Control and Systems Engineering
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