The present work is dedicated to the study of numerical schemes for a viscoelastic bar vibrating longitudinally and having its motion limited by rigid obstacles at the both ends. Finite elements and finite difference schemes are presented and their convergence is proved. Finally, some numerical examples are reported and analyzed
AbstractIn this article, a finite element approximation, based on a variational inequality, to the s...
This paper focuses on a damped wave equation and the evolution of a Kelvin–Voigt viscoelastic materi...
A new approximate algorithm for calculating a stress-strain state of viscoelastic bodies is used. Th...
The present work is dedicated to the study of numerical schemes for a viscoelastic bar vibrating lon...
International audienceThe present work is dedicated to the study of numerical schemes for a viscoela...
International audienceThe present work is dedicated to the study of numerical schemes for a viscoela...
The present work is dedicated to the study of numerical schemes for a viscoelastic valve vibrating l...
AbstractIn this article, the variational formulation of the two-dimensional viscoelastic fluid motio...
We consider a system of two viscoelastic bodies attached on one edge by an adhesive where a delamina...
We consider a system of two viscoelastic bodies attached on one edge by an adhesive where a delamina...
summary:The present paper deals with numerical solution of a viscoelastic plate. The discrete proble...
summary:The present paper deals with numerical solution of a viscoelastic plate. The discrete proble...
International audienceThe system $u_{tt}-u_{xx} \ni f$, $x \in (0,L) \times (0,T)$, with initial dat...
summary:We deal with the system describing moderately large deflections of thin viscoelastic plates ...
We consider a three-dimensional viscoelastic body subjected to external forces. Inertial effects are...
AbstractIn this article, a finite element approximation, based on a variational inequality, to the s...
This paper focuses on a damped wave equation and the evolution of a Kelvin–Voigt viscoelastic materi...
A new approximate algorithm for calculating a stress-strain state of viscoelastic bodies is used. Th...
The present work is dedicated to the study of numerical schemes for a viscoelastic bar vibrating lon...
International audienceThe present work is dedicated to the study of numerical schemes for a viscoela...
International audienceThe present work is dedicated to the study of numerical schemes for a viscoela...
The present work is dedicated to the study of numerical schemes for a viscoelastic valve vibrating l...
AbstractIn this article, the variational formulation of the two-dimensional viscoelastic fluid motio...
We consider a system of two viscoelastic bodies attached on one edge by an adhesive where a delamina...
We consider a system of two viscoelastic bodies attached on one edge by an adhesive where a delamina...
summary:The present paper deals with numerical solution of a viscoelastic plate. The discrete proble...
summary:The present paper deals with numerical solution of a viscoelastic plate. The discrete proble...
International audienceThe system $u_{tt}-u_{xx} \ni f$, $x \in (0,L) \times (0,T)$, with initial dat...
summary:We deal with the system describing moderately large deflections of thin viscoelastic plates ...
We consider a three-dimensional viscoelastic body subjected to external forces. Inertial effects are...
AbstractIn this article, a finite element approximation, based on a variational inequality, to the s...
This paper focuses on a damped wave equation and the evolution of a Kelvin–Voigt viscoelastic materi...
A new approximate algorithm for calculating a stress-strain state of viscoelastic bodies is used. Th...
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