International audienceUsing Youla Parametrization and Linear Matrix Inequalities (LMI) a Multiobjective Robust Control (MRC) design for continuous linear time invariant (LTI) systems with bounded uncertainties is described. The design objectives can be a combination of H∞-, H2-performances, constraints on the control signal, etc.. Based on an initial stabilizing controller all stabilizing controllers for the uncertain system can be described by the Youla parametrization. Given this representation, all objectives can be formulated by independent Lyapunov functions, increasing the degree of freedom for the control design
One of the most important contributions of robust control theory has been the devel opment of a new ...
The purpose of this paper is to combine several control requirements in the same regulator design pr...
This paper proposes an improved approach to H2 and H ∞ robust state feedback control design for disc...
This thesis examines the problem of robust controllers synthesis for uncertain linear multivariate s...
Previous work (Kouvaritakis et al., 1992) proposed the introduction of a Youla parameter into the re...
This paper presents new synthesis procedures for discrete-time linear systems. It is based on a rece...
In this paper we investigate the design of multiobjective controllers for linear discrete-time syste...
This thesis presents two design methods for multiple robust controllers (MRC) and a design method fo...
This PhD thesis proposes an off-line methodology to enhance robustness to multivariable model predic...
This paper studies the problem of robust controller design for systems with integral quadratic const...
This paper describes the application of the Youla parameterization of all stabilizing controllers an...
Most practical control problems are dominated by constraints. Although a rich theory has been develo...
This paper describes the application of the Youla parameterization of all stabilizing controllers an...
This note discusses an LMI framework to the design of robust multiobjective dynamic output-feedback ...
The linear continuous-time systems to be discussed are described by state space models with structur...
One of the most important contributions of robust control theory has been the devel opment of a new ...
The purpose of this paper is to combine several control requirements in the same regulator design pr...
This paper proposes an improved approach to H2 and H ∞ robust state feedback control design for disc...
This thesis examines the problem of robust controllers synthesis for uncertain linear multivariate s...
Previous work (Kouvaritakis et al., 1992) proposed the introduction of a Youla parameter into the re...
This paper presents new synthesis procedures for discrete-time linear systems. It is based on a rece...
In this paper we investigate the design of multiobjective controllers for linear discrete-time syste...
This thesis presents two design methods for multiple robust controllers (MRC) and a design method fo...
This PhD thesis proposes an off-line methodology to enhance robustness to multivariable model predic...
This paper studies the problem of robust controller design for systems with integral quadratic const...
This paper describes the application of the Youla parameterization of all stabilizing controllers an...
Most practical control problems are dominated by constraints. Although a rich theory has been develo...
This paper describes the application of the Youla parameterization of all stabilizing controllers an...
This note discusses an LMI framework to the design of robust multiobjective dynamic output-feedback ...
The linear continuous-time systems to be discussed are described by state space models with structur...
One of the most important contributions of robust control theory has been the devel opment of a new ...
The purpose of this paper is to combine several control requirements in the same regulator design pr...
This paper proposes an improved approach to H2 and H ∞ robust state feedback control design for disc...