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LMI Approach to Observer-based FD Systems Designing
作者姓名:钟麦英  汤兵勇  丁·史蒂芬·先春
作者单位:ZhongMaiying,Tang BingyongBusiness and Management School,Dong Hua University,Shanghai,200051Ding Steven X.Lausitz University of Applied Sciences,Senftenberg,Germany
基金项目:Supported by Shanghai postdoctoral found(2000478)
摘    要:Increasing the robustness to the unknown uncertainty and simultaneously enhancing the sensibility to the faults is one of the important issues considered in the fault detection development. Considering the L2-gain of residual system, this paper deals the observer-based fault detection problem. By using of H∞?control theory, an LMI approach to design fault detection observer is given. A numerical example is used to illustrate the effectiveness of the proposed approach.

关 键 词:Fault  detection    Residual  signal    H∞-norm    L2-gain    Linear  matrix  inequality

LMI Approach to Observer-based FD Systems Designing
ZhongMaiying,Tang BingyongBusiness and Management School,Dong Hua University,Shanghai,Ding Steven X.Lausitz University of Applied Sciences,Senftenberg,Germany.LMI Approach to Observer-based FD Systems Designing[J].Journal of Donghua University,2001,18(4).
Authors:ZhongMaiying  Tang BingyongBusiness and Management School  Dong Hua University  Shanghai  Ding Steven XLausitz University of Applied Sciences  Senftenberg  Germany
Institution:1. Business and Management School, Dong Hua University, Shanghai,200051
2. Lausitz University of Applied Sciences, Senftenberg, Germany
Abstract:Increasing the robustness to the unknown uncertainty and simultaneously enhancing the sensibility to the faults is one of the important issues considered in the fault detection development. Considering the L2-gain of residual system, this paper deals the observer-based fault detection problem. By using of H∞ control theory,an LMI approach to design fault detection observer is given. A numerical example is used to illustrate the effectiveness of the proposed approach.
Keywords:Fault detection  Residual signal  H∞-norm  L2-gain  Linear matrix inequality
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