A control law for retarded time-delay systems is considered, concerning infinite closed-loop spectrum assignment. An algebraic method for spectrum assignment is presented with a unique optimization algorithm for minimization of spectral abscissa and effective shaping of the chains of infinitely many closed-loop poles. Uncertainty of plant delays of a certain structure is considered in a sense of a robust simultaneous stabilization. Robust performance is achieved using mixed sensitivity design, which is incorporated into the addressed control law
AbstractIn this paper, robust stabilization for a class of uncertain systems with multiple time dela...
Time-delays are important components of many systems from engineering, economics and the life scienc...
This paper presents performance limitations and a control design methodology for nonminimum phase pl...
A control law for retarded time-delay systems is considered, concerning infinite closed-loop spectru...
This paper is aimed at the presentation of a suboptimal numerical algorithm that has been designed f...
The use of the ring of quasipolynomial meromorphic functions for algebraic control design for time d...
The instability mechanisms, related to the implementation of distributed delay controllers in the co...
We investigate the exact and approximate spectrum assignment properties associated with realizable o...
Abstract—The instability mechanisms, related to the implementation of distributed delay controllers ...
The contribution presents a control design method for robust tuning of continuous-time controllers f...
This paper extends results about stability and stabilization of a retarded quasipolynomial obtained ...
International audienceRecently, the conditions on a multiple spectral value to be dominant for retar...
The paper is aimed to the design of a generalized class of continuous controllers for time delay sys...
Optimal pole assignment minimizing the spectral abscissa when algebraic control of linear time-invar...
The main goal of this contribution is to present the application of polynomial approach-based design...
AbstractIn this paper, robust stabilization for a class of uncertain systems with multiple time dela...
Time-delays are important components of many systems from engineering, economics and the life scienc...
This paper presents performance limitations and a control design methodology for nonminimum phase pl...
A control law for retarded time-delay systems is considered, concerning infinite closed-loop spectru...
This paper is aimed at the presentation of a suboptimal numerical algorithm that has been designed f...
The use of the ring of quasipolynomial meromorphic functions for algebraic control design for time d...
The instability mechanisms, related to the implementation of distributed delay controllers in the co...
We investigate the exact and approximate spectrum assignment properties associated with realizable o...
Abstract—The instability mechanisms, related to the implementation of distributed delay controllers ...
The contribution presents a control design method for robust tuning of continuous-time controllers f...
This paper extends results about stability and stabilization of a retarded quasipolynomial obtained ...
International audienceRecently, the conditions on a multiple spectral value to be dominant for retar...
The paper is aimed to the design of a generalized class of continuous controllers for time delay sys...
Optimal pole assignment minimizing the spectral abscissa when algebraic control of linear time-invar...
The main goal of this contribution is to present the application of polynomial approach-based design...
AbstractIn this paper, robust stabilization for a class of uncertain systems with multiple time dela...
Time-delays are important components of many systems from engineering, economics and the life scienc...
This paper presents performance limitations and a control design methodology for nonminimum phase pl...