In this paper we present a general LMI-based analysis method to determine an upperbound on the L2 gain performance of a reset control system. These computable sufficient conditions for L2 stability, based on piecewise quadratic Lyapunov functions, are suitable for all LTI plants and linear-based reset controllers, thereby generalizing the results available in literature. Our results furthermore extend the existing literature by including tracking and measurement noise problems by using strictly proper input filters. We illustrate the approach by a numerical example
Abstract:- In this paper, we analyze stability and L2 gain properties for discrete-time linear time-...
The stability of reset control systems has been mainly studied for the feedback interconnection of r...
Using the describing function method, engineers in the 1950?s and 1960?s conceived of novel nonlinea...
In this paper we present a general LMI-based analysis method to determine an upperbound on the L2 ga...
In this paper we present a general linear matrix inequality-based analysis method to determine the p...
To overcome fundamental limitations of linear controllers, reset controllers were proposed in litera...
The stability of reset control is not always determined by the stability of the underlying LTI syste...
Stability properties for a class of reset systems, such as systems containing a Clegg integrator, ar...
In the past three decades, linear time-invariant (LTI) control design techniques have been developed...
Rapport interne de GIPSA-labInternational audienceIn this paper, performance analysis for a class of...
Linear time invariant (LTI) control design is the most widely applied control design technique. But ...
The main difficulty in stability analysis of reset control systems comes from their state-dependent ...
It is well-appreciated that Bode\u27s gain-phase relationship places a hard limitation on performanc...
Abstract:- In this paper, we analyze stability and L2 gain properties for discrete-time linear time-...
The stability of reset control systems has been mainly studied for the feedback interconnection of r...
Using the describing function method, engineers in the 1950?s and 1960?s conceived of novel nonlinea...
In this paper we present a general LMI-based analysis method to determine an upperbound on the L2 ga...
In this paper we present a general linear matrix inequality-based analysis method to determine the p...
To overcome fundamental limitations of linear controllers, reset controllers were proposed in litera...
The stability of reset control is not always determined by the stability of the underlying LTI syste...
Stability properties for a class of reset systems, such as systems containing a Clegg integrator, ar...
In the past three decades, linear time-invariant (LTI) control design techniques have been developed...
Rapport interne de GIPSA-labInternational audienceIn this paper, performance analysis for a class of...
Linear time invariant (LTI) control design is the most widely applied control design technique. But ...
The main difficulty in stability analysis of reset control systems comes from their state-dependent ...
It is well-appreciated that Bode\u27s gain-phase relationship places a hard limitation on performanc...
Abstract:- In this paper, we analyze stability and L2 gain properties for discrete-time linear time-...
The stability of reset control systems has been mainly studied for the feedback interconnection of r...
Using the describing function method, engineers in the 1950?s and 1960?s conceived of novel nonlinea...