A model is developed for the effects of surface stress on low-frequency magnetoelectric (ME) effects in flexural magnetostrictive-piezoelectric bilayers, and we further take cobalt ferrite and lead zirconate titanate (PZT) as a specific case. The results show that flexural deformation can suppress the ME voltage coefficient, especially for moderate PZT volume fraction. Owing to residual surface tension, the ME voltage coefficient should depend on magnetic field, and this tendency is weakened with increasing magnetic field. Interestingly, the size dependence of ME voltage coefficient is found when the thickness of bilayer reduces to nanoscale. (C) 2013 American Institute of Physics. [http://dx.doi.org/10.1063/1.4795167]Physics, AppliedSCI(E)...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
In this paper, based on the CPT, motion equations for a sandwich plate containing a core and two int...
Our analysis incorporates the geometrically nonlinear bending of the Euler-Bernoulli ferromagnetic n...
A nonlinear model is proposed to study low-frequency magnetoelectric (ME) effects in layered magneto...
A model for the low-frequency magnetoelectric (ME) effect that takes into consideration the bending ...
The present paper focuses on magnetoelectric (ME) interactions under ferromagnetic resonance (FMR) ...
Flexoelectricity is an electromechanical effect coupling polarization to strain gradients. It fundam...
Understanding strain gradient phenomena is of paramount importance in diverse areas of condensed mat...
The dynamic problems for piezomagnetoelectric nanosized bodies with account for damping and surface ...
The dynamic problems for piezomagnetoelectric nanosized bodies with account for damping and surface ...
Flexoelectricity is an electromechanical effect coupling polarization to strain gradients. It fundam...
AbstractRecent works have established the critical role of flexoelectricity in a variety of size-dep...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
In the past two decades, the fact that “small is different” has been established for a wide variety ...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
In this paper, based on the CPT, motion equations for a sandwich plate containing a core and two int...
Our analysis incorporates the geometrically nonlinear bending of the Euler-Bernoulli ferromagnetic n...
A nonlinear model is proposed to study low-frequency magnetoelectric (ME) effects in layered magneto...
A model for the low-frequency magnetoelectric (ME) effect that takes into consideration the bending ...
The present paper focuses on magnetoelectric (ME) interactions under ferromagnetic resonance (FMR) ...
Flexoelectricity is an electromechanical effect coupling polarization to strain gradients. It fundam...
Understanding strain gradient phenomena is of paramount importance in diverse areas of condensed mat...
The dynamic problems for piezomagnetoelectric nanosized bodies with account for damping and surface ...
The dynamic problems for piezomagnetoelectric nanosized bodies with account for damping and surface ...
Flexoelectricity is an electromechanical effect coupling polarization to strain gradients. It fundam...
AbstractRecent works have established the critical role of flexoelectricity in a variety of size-dep...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
In the past two decades, the fact that “small is different” has been established for a wide variety ...
Flexoelectricity is a very common phenomenon in dielectrics and is a size-dependent electromechanica...
In this paper, based on the CPT, motion equations for a sandwich plate containing a core and two int...
Our analysis incorporates the geometrically nonlinear bending of the Euler-Bernoulli ferromagnetic n...