H infinity Filtering of Time-Varying Nonlinear Systems with Randomly Occurring Output Degradation

This paper deals with the sub(H infinity ) filtering problem for nonlinear systems with randomly occurring output degradation phenomenon. Such a phenomenon is described by a stochastic variable which obeys the Bernoulli distribution with probability known priorly. A sufficient condition is derived f...

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Published in:Discrete dynamics in nature and society 2013-01, Vol.2013
Main Authors: Jia, Zhengwang, Sun, Yongcheng
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Language:English
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Degradation
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Sun, Yongcheng
description This paper deals with the sub(H infinity ) filtering problem for nonlinear systems with randomly occurring output degradation phenomenon. Such a phenomenon is described by a stochastic variable which obeys the Bernoulli distribution with probability known priorly. A sufficient condition is derived for the nonlinear system to reach the required sub(H infinity ) performance. An iterative algorithm is then proposed to obtain the filter parameters recursively by solving the corresponding linear matrix inequality. A numerical example is presented to show the effectiveness of the proposed method.
doi_str_mv 10.1155/2013/310915
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title H infinity Filtering of Time-Varying Nonlinear Systems with Randomly Occurring Output Degradation
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