Conditions to ensure the 2-D characteristic polynomial of uncertain matrix is very strict Hurwitz

Conditions to ensure the 2-D characteristic polynomial of uncertain matrix is very strict Hurwitz

Fernando, T. and Trinh, Hieu 2001, Conditions to ensure the 2-D characteristic polynomial of uncertain matrix is very strict Hurwitz, Control and intelligent systems, vol. 29, no. 1, pp. 18-22.

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Title	Conditions to ensure the 2-D characteristic polynomial of uncertain matrix is very strict Hurwitz
Author(s)	Fernando, T. Trinh, Hieu
Journal name	Control and intelligent systems
Volume number	29
Issue number	1
Start page	18
End page	22
Publisher	ACTA Press
Place of publication	Anaheim, CA
Publication date	2001
ISSN	1480-1752
Keyword(s)	two-dimensional systems very strict Hurwitz uncertain polynomials
Summary	This article derives some new conditions for the bivariate characteristic polynomial of an uncertain matrix to be very strict Hurwitz. The uncertainties are assumed of the structured and unstructured type. Using the two-dimensional inverse Laplace transform, we derive the bounds on the uncertainties, which will ensure that the bivariate characteristic polynomial is very strict Hurwitz. Two numerical examples are given to illustrate the results.
Language	eng
Field of Research	091302 Automation and Control Engineering
HERDC Research category	C1 Refereed article in a scholarly journal
Persistent URL	http://hdl.handle.net/10536/DRO/DU:30008446

Document type:	Journal Article
Collection:	School of Engineering and Technology

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Conditions to ensure the 2-D characteristic polynomial of uncertain matrix is very strict Hurwitz

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