In this work we review the application of material forces in electro-elastostatics, especially in the computation of the so-called vectorial J-integral in crack problems. The formulations of material forces take into account the contribution of the outer space surrounding the body under consideration. It is shown that the contribution of the outer space is of importance when the polarization is relatively weak, for example in the case of electronic electro-active polymers, and that this contribution can be ignored if the polarization is much higher than that of the surrounding space like in most piezoelectric materials
Due to the growing interest in determining the macroscopic material response of inhomogeneous materi...
In this chapter, the equations governing the mechanical behavior of electroelastic solids capable of...
We present a general theoretical framework for the formulation of the nonlinear electromechanics of ...
In this work we review the application of material forces in electro-elastostatics, especially in th...
In this work the formulation of spatial and material motion problems in nonlinear electro-elastostat...
The formulation of the spatial and material motion problem in nonlinear electro-elastostatics is rev...
The material and spatial settings of the nonlinear coupling problem of electro- and magneto-elastost...
AbstractThe material and spatial settings of the nonlinear coupling problem of electro- and magneto-...
Electro-sensitive (ES) elastomers form a class of smart materials whose mechanical properties can be...
Nonlinear electroelasticity is not a new problem, its theory involving nonlinear deformation and non...
Electro-sensitive (ES) elastomers form a class of smart materials whose mechanical properties can be...
In this paper, material and spatial motion problems of the coupled nonlinear problem of electro-and ...
In this paper, material and spatial motion problems of the coupled nonlinear problem of electro-and ...
In this contribution, we elaborate the material force method with application to standard dissipativ...
In fracture mechanics a material force, or the crack-driving force, is defined as the energy release...
Due to the growing interest in determining the macroscopic material response of inhomogeneous materi...
In this chapter, the equations governing the mechanical behavior of electroelastic solids capable of...
We present a general theoretical framework for the formulation of the nonlinear electromechanics of ...
In this work we review the application of material forces in electro-elastostatics, especially in th...
In this work the formulation of spatial and material motion problems in nonlinear electro-elastostat...
The formulation of the spatial and material motion problem in nonlinear electro-elastostatics is rev...
The material and spatial settings of the nonlinear coupling problem of electro- and magneto-elastost...
AbstractThe material and spatial settings of the nonlinear coupling problem of electro- and magneto-...
Electro-sensitive (ES) elastomers form a class of smart materials whose mechanical properties can be...
Nonlinear electroelasticity is not a new problem, its theory involving nonlinear deformation and non...
Electro-sensitive (ES) elastomers form a class of smart materials whose mechanical properties can be...
In this paper, material and spatial motion problems of the coupled nonlinear problem of electro-and ...
In this paper, material and spatial motion problems of the coupled nonlinear problem of electro-and ...
In this contribution, we elaborate the material force method with application to standard dissipativ...
In fracture mechanics a material force, or the crack-driving force, is defined as the energy release...
Due to the growing interest in determining the macroscopic material response of inhomogeneous materi...
In this chapter, the equations governing the mechanical behavior of electroelastic solids capable of...
We present a general theoretical framework for the formulation of the nonlinear electromechanics of ...