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POLES AND ZEROS OF MULTIVARIABLE LINEAR TIME-VARYING SYSTEMS
Kai Zenger* Raimo Ylinen**
* Helsinki University of Technology, Control Engineering
Laboratory, P.O.Box 5400, FIN-02015 HUT, Finland. Phone:
+358 9 4515204, Fax: +358 9 4515208, Email: kai.zenger@hut.fi
** University of Oulu, Systems Engineering Laboratory, Finland.
In the paper it is shown that the pole set of a linear system can be calculated by suitable polynomial factorizations. The theoretical issues related to poles and zeros of time-varying differential systems are discussed. Further, it is shown how the poles and zeros can be defined starting from a state-space realization of the input-output system.
Keywords: Time-varying systems, Linear systems, Poles, Polynomial transforms
Session slot T-Tu-E18: Time-varying systems and factorization/Area code 2b : Linear Systems
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