The formulation described in this paper leads to the electro-elastic characterization of the sectional properties of elastic anisotropic prismatic beams with embedded piezoelectric devices. The related matrix is derived by analyzing a set of two-dimensional electro-elastic problems defined on the beam section. These problems allow to compute both the so-called beam de Saint-Venant’s solutions and the beam deformation field induced by an electric potential difference imposed between the piezoelectric conductive laminae. The results are compared to those obtained with three dimensional finite element models
International audienceIn this paper, a modal approach is realized to define the damping properties o...
An accurate coupled field piezoelectric beam finite element formulation is presented. The formulatio...
The objective of the present paper is to demonstrate the effect of large deformations on the piezoel...
The formulation described in this paper leads to the electro-elastic characterization of the section...
AbstractThe generalized stress components on an anisotropic piezoelectric half-plane boundary under ...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
In this paper, analytical solutions of displacements and stresses in beams with integrated sensors a...
Elastic, anisotropic, non-homogeneous, prismatic beams are solved through a semi-analytical formulat...
AbstractElastic, anisotropic, non-homogeneous, prismatic beams are solved through a semi-analytical ...
International audienceSmart structures are systems that are capable of sensing and reacting to their...
A finite element, developed for straight generally layered smart beam, is used to investigate vibrat...
This study presents an exact elasticity solution for the functionally graded piezoelectric beams sub...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
Using the recent results found in [1, 2] we prove that it is possible to induce flexure in linear pi...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
International audienceIn this paper, a modal approach is realized to define the damping properties o...
An accurate coupled field piezoelectric beam finite element formulation is presented. The formulatio...
The objective of the present paper is to demonstrate the effect of large deformations on the piezoel...
The formulation described in this paper leads to the electro-elastic characterization of the section...
AbstractThe generalized stress components on an anisotropic piezoelectric half-plane boundary under ...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
In this paper, analytical solutions of displacements and stresses in beams with integrated sensors a...
Elastic, anisotropic, non-homogeneous, prismatic beams are solved through a semi-analytical formulat...
AbstractElastic, anisotropic, non-homogeneous, prismatic beams are solved through a semi-analytical ...
International audienceSmart structures are systems that are capable of sensing and reacting to their...
A finite element, developed for straight generally layered smart beam, is used to investigate vibrat...
This study presents an exact elasticity solution for the functionally graded piezoelectric beams sub...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
Using the recent results found in [1, 2] we prove that it is possible to induce flexure in linear pi...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
International audienceIn this paper, a modal approach is realized to define the damping properties o...
An accurate coupled field piezoelectric beam finite element formulation is presented. The formulatio...
The objective of the present paper is to demonstrate the effect of large deformations on the piezoel...