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IMA Journal of Mathematical Control and Information 1988 5(4):301-308; doi:10.1093/imamci/5.4.301
© 1988 by Institute of Mathematics and its Applications
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An Optimal Reduced-Order Model by Orthogonal State Variables

MOOSA M. AL-MAZEEDI

Electrical and Computer Engineering Department, College of Engineering and Petroleum, Kuwait University P.O. Box 5969, 13060 Safat, Kuwait

A zero-input linear time-invariant system is considered. A set of state variables are formulated. The location of zeros of such state variables are used to demonstrate some concepts in control theory. Applications to reduced-order models are discussed. The concept of orthogonal state variables—first introduced by the author—is shown, in a particular case, to be superior to some other concepts in model-reduction analysis.


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