A simple lumped port-Hamiltonian model for an actuated flexible beam is proposed. The flexible beam is modelled as a n-DOF actuated beam, and the port-Hamiltonian model is constructed by a systematic interconnection of the links of the beam. The proposed model is then instrumental to derive a stabilizing controller using interconnection and damping assignment - passivity based control considering an underactuated scenario. The work has been developed motivated by the practical application to a medical endoscope with distributed actuation by electro-active polymers. The lumped parameter model offers the possibility of having input/output ports in every joint between successive links, this permits to easily model the action of the actuators a...
Infinite dimensional port Hamiltonian systems have been introduced in Chapter 4 as a novel framewor...
In this paper we develop a mathematical model for the dynamics of a linear plate with piezoelectric ...
In this paper we show how to perform stabilization and shape control for a finite dimensional model ...
A simple lumped port-Hamiltonian model for an actuated flexible beam is proposed. The flexible beam ...
This paper deals with the finite dimensional modelling and control of an electro-active polymer (EAP...
In this paper, the infinite-dimensional port-Hamiltonian modelling and control problem of a flexible...
Les travaux exposés dans cette thèse traitent de la modélisation multiphysique et de la commande dis...
International audienceThe control of a flexible beam using ionic polymer metal composites (IPMCs) i...
Motion planning and stabilization of the inverted pendulum on a cart is a much-studied problem in th...
This thesis deals with the multiphysical modeling and the distributed control of flexible structures...
In this paper we develop a mathematical model for the dynamics of a nonlinear Timoshenko beam with p...
In this article, regulation of a distributed-parameter flexible beam is considered using variable st...
International audienceThis paper proposes a modular and control oriented model of a double flexible-...
Infinite dimensional port Hamiltonian systems have been introduced in Chapter 4 as a novel framewor...
In this paper we develop a mathematical model for the dynamics of a linear plate with piezoelectric ...
In this paper we show how to perform stabilization and shape control for a finite dimensional model ...
A simple lumped port-Hamiltonian model for an actuated flexible beam is proposed. The flexible beam ...
This paper deals with the finite dimensional modelling and control of an electro-active polymer (EAP...
In this paper, the infinite-dimensional port-Hamiltonian modelling and control problem of a flexible...
Les travaux exposés dans cette thèse traitent de la modélisation multiphysique et de la commande dis...
International audienceThe control of a flexible beam using ionic polymer metal composites (IPMCs) i...
Motion planning and stabilization of the inverted pendulum on a cart is a much-studied problem in th...
This thesis deals with the multiphysical modeling and the distributed control of flexible structures...
In this paper we develop a mathematical model for the dynamics of a nonlinear Timoshenko beam with p...
In this article, regulation of a distributed-parameter flexible beam is considered using variable st...
International audienceThis paper proposes a modular and control oriented model of a double flexible-...
Infinite dimensional port Hamiltonian systems have been introduced in Chapter 4 as a novel framewor...
In this paper we develop a mathematical model for the dynamics of a linear plate with piezoelectric ...
In this paper we show how to perform stabilization and shape control for a finite dimensional model ...