Partial pole assignment for the quadratic pencil by output feedback control with feedback designs
Resource
Numerical Linear Algebra with Applications 12 (10): 967-979
Journal
Numerical Linear Algebra with Applications
Journal Volume
12
Journal Issue
10
Pages
967-979
Date Issued
2005
Author(s)
Lin, W.-W.
Abstract
In this paper we study the partial pole assignment problem for the quadratic pencil by output feedback control where the output matrix is also a designing parameter. In addition, the input matrix is set to be the transpose of the output matrix. Under certain assumption, we give a solution to this partial pole assignment problem in which the unwanted eigenvalues are moved to desired values and all other eigenpairs remain unchanged. Copyright © 2005 John Wiley & Sons, Ltd.
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Type
journal article
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