In this work, the influence of the exponential factor, the magneto-electro-elastic properties, and loading types on induced magneto-electric-elastic fields have been investigated.
An exact electric-elastic analysis of a multilayered two-dimensional decagonal quasicrystal plate subjected to patch loading with simply supported boundary conditions is presented.
In the illustrative examples, the influence of the power-law exponent on the natural frequencies of the FG magneto-electro-elastic plates and their corresponding modal variables in the magnetic, electric and elastic fields through the thickness of the plates is studied.
The effects of electric field, elastic medium, slenderness ratio and small scale parameter are investigated on the vibration behavior of SWBNNT under a moving nanoparticle.
The main objective of this paper is to study the effect of the friction coefficient and the elastic, electric and magnetic coefficients on the surface contact pressure, electric displacement and magnetic induction distributions for the case of flat stamp profile.
It is indicated that the proposed methods yield identical results when either a traction-electric displacement or an elastic displacement-electric field is prescribed on the compsite boundary.
The intensity factors around crack tips can be defined for the elastic, electric and magnetic fields.
Bidirectional polarization, electric field and elastic strain gradient effect are taken into account in the developed model.
The dynamics of the vesicle are characterized by a competition between the elastic, electric and viscous forces on its membrane.
By virtue of the derived equations, we examine the temperature dependence of multiferroic with simultaneous exposure to the periodic electric, magnetic, and elastic fields.
In virtue of the simple Green's function solution and the equivalent body-force concept, the elastic, electric, and magnetic fields induced by an arbitrarily shaped polygon with a uniform eigenfield inside are evaluated analytically.
