Sentence examples for multivariable linear systems from inspiring English sources

This paper considers the problem of H∞-stabilization of unstable multivariable linear systems.

In this paper we propose a design methodology for the robust regulation of uncertain nonminimum-phase multivariable linear systems.

In this paper, a continuous control strategy for robust stabilization of a class of uncertain multivariable linear systems with delays in both the state and control variables is proposed.

The paper is concerned with the improvement of the overall sensitivity properties of a method to design feedback laws for multivariable linear systems which can be applied to the whole family of determinantal type frequency assignment problems, expressed by a unified description, the so-called Determinantal Assignment Problem (DAP).

Some estimation problems are found to be naturally tractable using only characteristic functions, such as the multivariable linear system with additive Cauchy measurement and process noise.

Based on preliminary statistical analyses using data observed under closed-loop operation, we model the system as a multivariable linear system with four exogenous inputs, two control inputs and three outputs.

The mixed sensitivity design method for multivariable linear control systems proposed in the companion paper (Kwakernaak, 2001) is applied to the design of a stability augmentation system for the longitudinal motion of a fighter airplane previously studied by Safonov and Chiang (1988).

Subspace identification methods, such as N4SID, MOESP, CVA etc have proven to be very successful for identification of multivariable, linear dynamic systems.

The problem of eigenvalue assignment with minimum sensitivity in multivariable descriptor linear systems via state feedback is considered.

In this work, a methodology for a controller design of multivariable linear time invariant systems is presented.

This paper applies the block control method to design a decomposed finite spectrum assignment control law suitable for multivariable linear time-delay systems.