Using the recent results found in [1, 2] we prove that it is possible to induce flexure in linear piezoelectric beams by means of quadratic Almansi type boundary conditions for the electric potential. Beams constituted by transversely isotropic piezoelectric materials whose symmetry axis is parallel to the axis of the beam are considered. Our choice of boundary conditions for the electric potential has been suggested by the results found in [1, 3]. An explicit expression of material parameters that influence flexure is given in terms of piezoelectric moduli
Piezoelectric materials can be controlled with current (or charge) as the electrical input, instead ...
This paper explores the effects of shear deformation on piezoelectric materials and structures that ...
Static flexoelectric effect in a finite sample of a solid is addressed in terms of phenomenological ...
International audienceUsing the recent results found in [1, 2] we prove that it is possible to induc...
The behaviour of small size dielectric elastic beams is described within higher-grade theory with in...
Flexoelectricity is a novel kind of electromechanical coupling phenomenon that is prevalent in all s...
Based on the linear piezoelectric theory, three kinds of displacement boundary conditions are used t...
AbstractIn this paper, a consistent theory is developed for size-dependent piezoelectricity in diele...
International audienceSmart structures are systems that are capable of sensing and reacting to their...
Thesis submitted in partial fulfillment of the requirement of the degree of Master of Science in Mec...
We demonstrate the converse flexoelectric effect in a lead zirconate titanate microbeam. The fringe ...
Recently, there have been extensive investigations on the shape control of beams using piezoelectric...
An analytical solution, based on a higher order shear and normal deformation theory, is presented fo...
Piezoelectric materials can be controlled with current (or charge) as the electrical input, instead ...
Abstract—This paper deals with the bending of layered piezo-electric beams (multimorphs) subjected t...
Piezoelectric materials can be controlled with current (or charge) as the electrical input, instead ...
This paper explores the effects of shear deformation on piezoelectric materials and structures that ...
Static flexoelectric effect in a finite sample of a solid is addressed in terms of phenomenological ...
International audienceUsing the recent results found in [1, 2] we prove that it is possible to induc...
The behaviour of small size dielectric elastic beams is described within higher-grade theory with in...
Flexoelectricity is a novel kind of electromechanical coupling phenomenon that is prevalent in all s...
Based on the linear piezoelectric theory, three kinds of displacement boundary conditions are used t...
AbstractIn this paper, a consistent theory is developed for size-dependent piezoelectricity in diele...
International audienceSmart structures are systems that are capable of sensing and reacting to their...
Thesis submitted in partial fulfillment of the requirement of the degree of Master of Science in Mec...
We demonstrate the converse flexoelectric effect in a lead zirconate titanate microbeam. The fringe ...
Recently, there have been extensive investigations on the shape control of beams using piezoelectric...
An analytical solution, based on a higher order shear and normal deformation theory, is presented fo...
Piezoelectric materials can be controlled with current (or charge) as the electrical input, instead ...
Abstract—This paper deals with the bending of layered piezo-electric beams (multimorphs) subjected t...
Piezoelectric materials can be controlled with current (or charge) as the electrical input, instead ...
This paper explores the effects of shear deformation on piezoelectric materials and structures that ...
Static flexoelectric effect in a finite sample of a solid is addressed in terms of phenomenological ...