1990International Journal of ControlRequires access

Invertibility and decoupling of linear time-varying systems

David Bell, W.W. Tsang

Open publisher page 1 citations

Abstract

Before the advent of non-linear control theory, the methods employed to invert and decouple linear time-varying systems were generalizations of those used for linear time-invariant models. This paper demonstrates that the non-linear theory gives simple and concise expressions for relative order and differential orders when a linear time-varying system is transformed to a linear analytic system.

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What this paper is about

Before the advent of non-linear control theory, the methods employed to invert and decouple linear time-varying systems were generalizations of those used for linear time-invariant models. This paper demonstrates that the non-linear theory gives simple and concise expressions for relative order and differential orders when a linear time-varying system is transformed to a linear analytic system.

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Available abstract

Before the advent of non-linear control theory, the methods employed to invert and decouple linear time-varying systems were generalizations of those used for linear time-invariant models. This paper demonstrates that the non-linear theory gives simple and concise expressions for relative order and differential orders when a linear time-varying system is transformed to a linear analytic system.

Key concepts: Linear system, LTI system theory, Decoupling (probability), Mathematics, Linear control systems, Control theory (sociology), Linear dynamical system, Linear differential equation

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