Stabilization of descriptor system with uncertainties in the derivative coefficient matrix

To the robust normalization and robust stabilization for the descriptor systems with uncertain parameters, the matrix inequations and Lyapunov ineqation are used to get, respectively, sufficient conditions for the normalization of closed-loop descriptor systems via proportional and derivative state...

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Bibliographic Details
Published in2010 Chinese Control and Decision Conference pp. 3468 - 3472
Main Authors Yufa Teng, Mingxue Zhang, Fuhong Wang, Qingling Zhang, Jianzhong Hao
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.05.2010
Subjects
Chemical engineering
Descriptor system
Educational institutions
Feeds
Interference elimination
Large-scale systems
Output feedback
PDOF
PDSF
Robust normalization
Robust stabilization
Robustness
State feedback
Sufficient conditions
Uncertainty
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Summary:To the robust normalization and robust stabilization for the descriptor systems with uncertain parameters, the matrix inequations and Lyapunov ineqation are used to get, respectively, sufficient conditions for the normalization of closed-loop descriptor systems via proportional and derivative state feedback (PDSF) and proportional and derivative output feedback (PDOF), a sufficient condition for the robust stabilization of uncertain descriptor systems via PDSF, and a sufficient condition for robust stabilization of the uncertain interconnected large-scale systems. A numerical example is given for the verification of the results.
ISBN:1424451817
9781424451814
ISSN:1948-9439
1948-9447
DOI:10.1109/CCDC.2010.5498567