1979IEEE Transactions on Automatic ControlRequires access

An algorithm for decoupling and maximal pole assignment in multivariable systems by the use of state feedback

A.I.G. Vardulakis, P. N. R. STOYLE

Open publisher page 10 citations

Abstract

A simple algorithm to decouple a multivariable system and simultaneously assign the maximum possible number of the poles of the resulting closed-loop decoupled system by the use of state variable feedback is presented. Various questions regarding the minimality of decoupled system are resolved. The whole procedure is illustrated by an example.

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What this paper is about

A simple algorithm to decouple a multivariable system and simultaneously assign the maximum possible number of the poles of the resulting closed-loop decoupled system by the use of state variable feedback is presented. Various questions regarding the minimality of decoupled system are resolved. The whole procedure is illustrated by an example.

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Available abstract

A simple algorithm to decouple a multivariable system and simultaneously assign the maximum possible number of the poles of the resulting closed-loop decoupled system by the use of state variable feedback is presented. Various questions regarding the minimality of decoupled system are resolved. The whole procedure is illustrated by an example.

Key concepts: Multivariable calculus, Decoupling (probability), Control theory (sociology), Full state feedback, State (computer science), State variable, Mathematics, Variable (mathematics)

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