The finite element method (FEM) is developed to analyse 2-D crack problems in piezoelectric solids that exhibit the size-effect. This phenomenon, which typically occurs in micro/nano electronic structures, is described by the strain- and electric field-gradients in the constitutive equations. The variational principle with the appropriate boundary conditions is employed to derive the governing equations, from which the FEM formulation with C1-continuous elements is developed and implemented. An example is presented to demonstrate the effects of the strain- and electric intensity-gradients on the electro-mechanical behavior of the cracked solid
In light of the equations of static mechanical and electrical equilibrium of ferroelectric materials...
AbstractIn this paper, a consistent theory is developed for size-dependent piezoelectricity in diele...
The dynamic stress and electric displacement intensity factors of impermeable cracks in homogeneous ...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
General 2D boundary value problems of piezoelectric nano-sized structures with cracks under a therma...
General 2D boundary value problems of piezoelectric nano-sized structures with cracks under a therma...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
The electro-elastic problem for a periodic array of cracks in a piezoelectric medium subjected to co...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
International audienceIn the present work, a numerical finite element framework is introduced to mod...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
Flexoelectricity is a novel kind of electromechanical coupling phenomenon that is prevalent in all s...
In this article, the fracture behavior of a flexoelectric double cantilever beam (DCB) under large d...
In light of the equations of static mechanical and electrical equilibrium of ferroelectric materials...
AbstractIn this paper, a consistent theory is developed for size-dependent piezoelectricity in diele...
The dynamic stress and electric displacement intensity factors of impermeable cracks in homogeneous ...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
General 2D boundary value problems of piezoelectric nano-sized structures with cracks under a therma...
General 2D boundary value problems of piezoelectric nano-sized structures with cracks under a therma...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
The electro-elastic problem for a periodic array of cracks in a piezoelectric medium subjected to co...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
A material is said to be flexoelectric when it polarizes in response to strain gradients. The phenom...
International audienceIn the present work, a numerical finite element framework is introduced to mod...
Flexoelectricity refers to the linear coupling of strain gradient and electric polarization. Early s...
Flexoelectricity is a novel kind of electromechanical coupling phenomenon that is prevalent in all s...
In this article, the fracture behavior of a flexoelectric double cantilever beam (DCB) under large d...
In light of the equations of static mechanical and electrical equilibrium of ferroelectric materials...
AbstractIn this paper, a consistent theory is developed for size-dependent piezoelectricity in diele...
The dynamic stress and electric displacement intensity factors of impermeable cracks in homogeneous ...