The double singularities including singular stress field and singular electric displacement field, in the tips of piezoelectric composite junctions, are analyzed by the interpolation matrix method (IMM). The double singularity analysis problem of piezoelectric composite junctions is converted into eigenvalue solution problem of ordinary differential equations with variable coefficients under corresponding boundary conditions. In numerical examples, the first couple of singularity orders and the corresponding characteristic angular functions of displacement and electric potential for the electromechanical coupling field are obtained and comparisons are presented to validate the accuracy of the proposed method. The singularity of the electrom...
Composites of piezoelectric materials are widely use in practical applications such as nondestructiv...
AbstractBased on the generalized Lekhnitskii formulation and Mellin transform, the thermo-electro-el...
AbstractThe piezoelastic investigation for a circular inclusion embedded in a sandwich has been carr...
The electroelastic analysis of multiple collinear electrodes embedded at the interface of two bonded...
This paper concerns the determination of the order and angular variation of inplane singular electro...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
This paper concerns the determination of singular electromechanical stress field in piezoelectrics. ...
AbstractThis paper deals with the electro-elastic coupling interaction between a piezoelectric screw...
AbstractThe distribution of stress singularity field near the vertex of two-phase material component...
Many piezoelectric materials and structures are operated under increasing high electric and mechanic...
AbstractIn this work, the singularity problem of a three-phase anisotropic piezoelectric media is st...
The electroelastic analysis of two bonded dissimilar piezoelectric ceramics with a crack perpendicul...
AbstractThe electroelastic analysis of two bonded dissimilar piezoelectric ceramics with a crack per...
A special finite element based on the complex potential theory and hybrid variational principle is p...
Abstract. Complete stress and electric fields near the tip of a conducting crack between two dissimi...
Composites of piezoelectric materials are widely use in practical applications such as nondestructiv...
AbstractBased on the generalized Lekhnitskii formulation and Mellin transform, the thermo-electro-el...
AbstractThe piezoelastic investigation for a circular inclusion embedded in a sandwich has been carr...
The electroelastic analysis of multiple collinear electrodes embedded at the interface of two bonded...
This paper concerns the determination of the order and angular variation of inplane singular electro...
An ad hoc one-dimensional finite element formulation is developed for the eigenanalysis of inplane s...
This paper concerns the determination of singular electromechanical stress field in piezoelectrics. ...
AbstractThis paper deals with the electro-elastic coupling interaction between a piezoelectric screw...
AbstractThe distribution of stress singularity field near the vertex of two-phase material component...
Many piezoelectric materials and structures are operated under increasing high electric and mechanic...
AbstractIn this work, the singularity problem of a three-phase anisotropic piezoelectric media is st...
The electroelastic analysis of two bonded dissimilar piezoelectric ceramics with a crack perpendicul...
AbstractThe electroelastic analysis of two bonded dissimilar piezoelectric ceramics with a crack per...
A special finite element based on the complex potential theory and hybrid variational principle is p...
Abstract. Complete stress and electric fields near the tip of a conducting crack between two dissimi...
Composites of piezoelectric materials are widely use in practical applications such as nondestructiv...
AbstractBased on the generalized Lekhnitskii formulation and Mellin transform, the thermo-electro-el...
AbstractThe piezoelastic investigation for a circular inclusion embedded in a sandwich has been carr...