Adjustable solutions of doubly coprime matrix fraction descriptions
Resource
Computer-Aided Control System Design, 1994. Proceedings., IEEE/IFAC Joint Symposium on
Journal
Computer-Aided Control System Design, 1994. Proceedings., IEEE/IFAC Joint Symposium on
Pages
-
Date Issued
1994-03
Date
1994-03
Author(s)
Chen, Hung-Chou
Chang, Fan-Ren
DOI
N/A
Abstract
Using the concept of infinite eigenstructure assignment in generalized systems, explicit formulas for calculating the polynomial generalized Bezout identity is proposed. The degree of the polynomial matrix is directly related to the length of the longest infinite eigenvector chain of the associated generalized state-space representation. Hence the method of infinite eigenstructure assignment can be used to find adjustable-degree solutions of the doubly coprime matrix fraction descriptions.>
Type
journal article
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