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Linear structured uncertain system reduction using stability equation method

DSpace at IIT Bombay

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Title Linear structured uncertain system reduction using stability equation method
 
Creator ISMAIL, O
 
Description This paper presents a method of reduction for linear structured uncertain system using stability equation. The denominator d(m)(s) of the reduced model is obtained by discarding the poles or zeros with larger magnitudes from stability equation polnomials of the four Kharitonov's polynomials associated with the denominator d(s)(s) of the original uncertain system. The numerator n(m)(s) of the reduced model is obtained by matching the first k(1) interval time moments and ka interval Markov parameters of the reduced model with that of the original uncertain system such that k(1) + k(2) = r. A numerical example illustrates the proposed procedure.
 
Publisher A A BALKEMA PUBLISHERS
 
Date 2011-10-27T11:48:39Z
2011-12-15T09:12:35Z
2011-10-27T11:48:39Z
2011-12-15T09:12:35Z
1997
 
Type Proceedings Paper
 
Identifier MODERN PRACTICE IN STRESS AND VIBRATION ANALYSIS,485-489
90-5410-896-7
http://dspace.library.iitb.ac.in/xmlui/handle/10054/16288
http://hdl.handle.net/100/2765
 
Source 3rd International Conference on Modern Practice in Stress and Vibration Analysis,DUBLIN, IRELAND,SEP 03-05, 1997
 
Language English