In this paper a fast algorithm is proposed for the computation of stability margins in parameter space for linear control systems subject to structured uncertainties. The case in which plant transfer function coefficients are affine in a set of physical uncertain parameters is considered. The paper shows also how the proposed algorithm can be used to solve another interesting problem in robust control analysis, i.e. the determination of the region of pole location of a closed loop control system including an entire family of uncertain plants
The critical direction theory for analysing the robust stability of uncertain feedback systems is ge...
This paper presents a method of designing the first order compensator to place the closed-loop poles...
Some key results in the literature in the area of robustness analysis for linear feedback systems wi...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
An algorithm is developed for the computation of the multivariable stability margin in the case of r...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
This paper considers a class of uncertainties with the polynomial function form of perturbation para...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
AbstractThis paper considers a class of uncertainties with the polynomial function form of perturbat...
The critical direction theory for analysing the robust stability of uncertain feedback systems is ge...
This paper presents a method of designing the first order compensator to place the closed-loop poles...
Some key results in the literature in the area of robustness analysis for linear feedback systems wi...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
In this paper a fast algorithm is proposed for the computation of stability margins in parameter spa...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
The authors propose an approach for robust pole location analysis of linear dynamical systems with p...
An algorithm is developed for the computation of the multivariable stability margin in the case of r...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
This paper considers a class of uncertainties with the polynomial function form of perturbation para...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
This paper addresses the problem of designing robust controllers for linear plants affected by rank ...
AbstractThis paper considers a class of uncertainties with the polynomial function form of perturbat...
The critical direction theory for analysing the robust stability of uncertain feedback systems is ge...
This paper presents a method of designing the first order compensator to place the closed-loop poles...
Some key results in the literature in the area of robustness analysis for linear feedback systems wi...