AbstractWe show in this paper that the motions of a linear thermoelastic beam may be controlled exactly to zero in a finite time by a single boundary control that acts on one end of the beam. The optimal time of controllability depends upon the moment of inertia parameter of the beam and becomes arbitrarily small if this parameter is omitted, as in the Euler–Bernoulli beam theory
The goal of this article is to present the minimal time needed for the null controllability and fin...
A flexible system described by Euler-Bernoulli beam equation is considered. The beam is clamped at o...
We consider an optimal control problem for first order martensitic phase transitions in a deformatio...
AbstractWe show in this paper that the motions of a linear thermoelastic beam may be controlled exac...
summary:This paper is devoted to studying the effects of a vanishing structural damping on the contr...
AbstractWe show that under appropriate conditions a Euler-Bernoulli beam, clamped at one end, with b...
AbstractIn this paper we analyze a dynamic unilateral contact problem between two thermoelastic beam...
13 pages, a4paper, no figures. Note added in proof: After our article was accepted for publication, ...
7 pages, no figures. Submitted November 28, 2005. Accepted October 6, 2006. To appear in Asymptotic ...
We consider a nonlinear model for a thermoelastic beam that can enter in contact with obstacles. We ...
AbstractWe investigate a method with which one can deduce controllability results from smoothing pro...
AbstractWe stablish an existence result for the thermoviscoelastic degenerated contact problem. The ...
Controllability properties of a partial differential equation (PDE) model describing a thermoelastic...
AbstractThis paper proves that any initial condition in the energy space for the plate equation with...
International audienceWe are concerned about the controllability of a general linear hyperbolic syst...
The goal of this article is to present the minimal time needed for the null controllability and fin...
A flexible system described by Euler-Bernoulli beam equation is considered. The beam is clamped at o...
We consider an optimal control problem for first order martensitic phase transitions in a deformatio...
AbstractWe show in this paper that the motions of a linear thermoelastic beam may be controlled exac...
summary:This paper is devoted to studying the effects of a vanishing structural damping on the contr...
AbstractWe show that under appropriate conditions a Euler-Bernoulli beam, clamped at one end, with b...
AbstractIn this paper we analyze a dynamic unilateral contact problem between two thermoelastic beam...
13 pages, a4paper, no figures. Note added in proof: After our article was accepted for publication, ...
7 pages, no figures. Submitted November 28, 2005. Accepted October 6, 2006. To appear in Asymptotic ...
We consider a nonlinear model for a thermoelastic beam that can enter in contact with obstacles. We ...
AbstractWe investigate a method with which one can deduce controllability results from smoothing pro...
AbstractWe stablish an existence result for the thermoviscoelastic degenerated contact problem. The ...
Controllability properties of a partial differential equation (PDE) model describing a thermoelastic...
AbstractThis paper proves that any initial condition in the energy space for the plate equation with...
International audienceWe are concerned about the controllability of a general linear hyperbolic syst...
The goal of this article is to present the minimal time needed for the null controllability and fin...
A flexible system described by Euler-Bernoulli beam equation is considered. The beam is clamped at o...
We consider an optimal control problem for first order martensitic phase transitions in a deformatio...
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