This paper concerns the determination of the order and angular variation of inplane singular electroelastic states due to material and geometric discontinuities in piezoelectric-elastic wedges and junctions. The mathematical complexity required for deriving the order and angular variation of singular electroelastic fields is avoided by an ad hoc developed one-dimensional finite element formulation. The polarization orientation of the piezoelectric material may be arbitrary. To illustrate the simplicity, accuracy and efficiency of the suggested procedure, the order and angular variation of singular electroelastic fields for practically useful piezoelectric-elastic wedges and junctions are computed and compared with the existing analytical so...
The electroelastic analysis of multiple collinear electrodes embedded at the interface of two bonded...
The formulation described in this paper leads to the electro-elastic characterization of the section...
A special finite element based on the complex potential theory and hybrid variational principle is p...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
AbstractBased on the generalized Lekhnitskii formulation and Mellin transform, the thermo-electro-el...
In this paper, a symplectic model, based on the Hamiltonian system, is developed for analyzing singu...
The double singularities including singular stress field and singular electric displacement field, i...
AbstractIn this work, the singularity problem of a three-phase anisotropic piezoelectric media is st...
AbstractThe electroelastic behavior of a piezoelectric multi-material with a V-notch is investigated...
AbstractThis paper presents the general solutions of antiplane electro-mechanical field solutions fo...
This paper concerns the determination of singular electromechanical stress field in piezoelectrics. ...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
International audienceA field theory is proposed to extend the standard piezoelectric framework for ...
AbstractThis paper deals with the electro-elastic coupling interaction between a piezoelectric screw...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
The electroelastic analysis of multiple collinear electrodes embedded at the interface of two bonded...
The formulation described in this paper leads to the electro-elastic characterization of the section...
A special finite element based on the complex potential theory and hybrid variational principle is p...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
AbstractBased on the generalized Lekhnitskii formulation and Mellin transform, the thermo-electro-el...
In this paper, a symplectic model, based on the Hamiltonian system, is developed for analyzing singu...
The double singularities including singular stress field and singular electric displacement field, i...
AbstractIn this work, the singularity problem of a three-phase anisotropic piezoelectric media is st...
AbstractThe electroelastic behavior of a piezoelectric multi-material with a V-notch is investigated...
AbstractThis paper presents the general solutions of antiplane electro-mechanical field solutions fo...
This paper concerns the determination of singular electromechanical stress field in piezoelectrics. ...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
International audienceA field theory is proposed to extend the standard piezoelectric framework for ...
AbstractThis paper deals with the electro-elastic coupling interaction between a piezoelectric screw...
The problem of electroelasticity for piezoelectric materials is considered. For axially symmetric st...
The electroelastic analysis of multiple collinear electrodes embedded at the interface of two bonded...
The formulation described in this paper leads to the electro-elastic characterization of the section...
A special finite element based on the complex potential theory and hybrid variational principle is p...