Bounds for the Zeros of Partially Symmetric Multi-variable Systems
Boland, F.M. and Owens, D.H.
(1978)
Bounds for the Zeros of Partially Symmetric Multi-variable Systems.
Research Report.
ACSE Research Report 76
.
Department of Automatic Control and Systems Engineering
Abstract
The real parts of the invariant zeros of an mx system S (A,B,C) satisfying a partial symmetry condition can be bounded from above and below by the eigenvalues of the symmetric part of A. Where applicable the results provide a simple computational technique for assessing the minimum phase structure of the system.
Metadata
Item Type:
Monograph
Authors/Creators:
Boland, F.M.
Owens, D.H.
Copyright, Publisher and Additional Information:
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