Recently, small-sized structures including micro/nanobeams, micro/nanoplates,
micro/nanotubes, micro/nanowires, etc. have received great attention among researchers in …

Since the classical continuum theories are insufficient to account the small size effects of
nanobeams, the nonlocal continuum theories such as Eringen's nonlocal elasticity theory …

The vibration analysis of rotating, functionally graded Timoshenko nano-beams under an in-
plane nonlinear thermal loading is studied for the first time. The formulation is based on …

This paper contains a consistent couple-stress theory to capture size effects in Euler-
Bernoulli nano-beams made of three-directional functionally graded materials (TDFGMs) …

This study is concerned with the small-scale effect on the nonlinear flapwise bending
vibration of rotating cantilever and propped cantilever nanobeams. Euler–Bernoulli beam …

In this work nonlocal buckling analysis of laminated composite plates considering surface
stress effects is presented. For computation of critical uniaxial and biaxial buckling loads …

Various aspects of buckling of nanobeams have been explored; nevertheless, instability and
spatial buckling of these tiny elements under the concurrent action of longitudinal load and …

Recently, it was shown that the length scales presented in nonlocal elasticity and strain
gradient theory each describe a different physical and material properties of structures at …

Taking the nonlocal effect into account, we investigate the reflection and transmission of the
plane wave propagating in three-dimensional multilayered magneto-electro-elastic (MEE) …

In this article, nonlocal continuum based model of multiple nanobeam system (MNBS) under
a moving nanoparticle is investigated using Eringen's nonlocal theory. Beam layers are …