Using an improved multilayer-beams model, the surface effect caused by surface stress and surface elasticity on mechanical properties of laminated nanobeams in bending, bucking and vibration is incorporated into the nonlinear beam theory. Analytical solutions are obtained to study the influence of surface and interface effects for simply supported boundary conditions. Unlike the deduction of previous beam theory, the theoretical derivation in present work includes the effect of both surface and interface. Numerical cases of double layer and multilayer Nickel-silver laminated beams indicate that the interface effect observably change the elastic behaviour of laminated beams on the nanometer scale, especially for multilayer cases
In this paper, the surface effect on the static bending behavior of functionally graded porous (FGP)...
Simple closed-form analytic solutions have been obtained for the effect of initial residual stress o...
The dynamic behavior of a Timoshenko nanobeam would be significantly different from a macro-one due ...
Using an improved multilayered plate model, the influence of surface and interface energies on the b...
A modified continuum model of the nanoscale multilayered beams is established by incorporating surfa...
This paper studies the vibration behaviours of laminated plates with consideration of the influences...
A novel approach for the vibration and buckling analysis of nanobeams with surface stress effects is...
Due to size-dependent behavior of nanostructures, the classical continuum models are not applicable ...
In the present study, an enriched continuum mechanics framework is employed to study the s...
In this article, a displacement model for micro and nano laminated composite Timoshenko beam is pres...
The surface effect in the bending of nanowires (nanobeams), including cantilever nanowires and fixed...
Nanoscale beam-like structures have attracted much attention due to their superior mechanical proper...
A theoretical model is presented to investigate the size-dependent bending elastic properties of a n...
Several studies of the surface effect on bending properties of a nanowire (NW) have been conducted. ...
The research at hand deals with the mechanical behavior of beam-like nanostructures. Nanobeams are a...
In this paper, the surface effect on the static bending behavior of functionally graded porous (FGP)...
Simple closed-form analytic solutions have been obtained for the effect of initial residual stress o...
The dynamic behavior of a Timoshenko nanobeam would be significantly different from a macro-one due ...
Using an improved multilayered plate model, the influence of surface and interface energies on the b...
A modified continuum model of the nanoscale multilayered beams is established by incorporating surfa...
This paper studies the vibration behaviours of laminated plates with consideration of the influences...
A novel approach for the vibration and buckling analysis of nanobeams with surface stress effects is...
Due to size-dependent behavior of nanostructures, the classical continuum models are not applicable ...
In the present study, an enriched continuum mechanics framework is employed to study the s...
In this article, a displacement model for micro and nano laminated composite Timoshenko beam is pres...
The surface effect in the bending of nanowires (nanobeams), including cantilever nanowires and fixed...
Nanoscale beam-like structures have attracted much attention due to their superior mechanical proper...
A theoretical model is presented to investigate the size-dependent bending elastic properties of a n...
Several studies of the surface effect on bending properties of a nanowire (NW) have been conducted. ...
The research at hand deals with the mechanical behavior of beam-like nanostructures. Nanobeams are a...
In this paper, the surface effect on the static bending behavior of functionally graded porous (FGP)...
Simple closed-form analytic solutions have been obtained for the effect of initial residual stress o...
The dynamic behavior of a Timoshenko nanobeam would be significantly different from a macro-one due ...