Sentence examples for small scale effect and from inspiring English sources

Theoretical formulations include the small scale effect and take the effects of transverse shear deformation and rotary inertia into account.

The present model is capable of capturing both small scale effect and transverse shear deformation effects of nanoplate, and does not require shear correction factors.

The bilayer graphene sheet (BLGS) is modeled as a nonlocal double-layered plate which contains small scale effect and van der Waals interaction forces.

It can be concluded that the nonlocal solutions of the dynamic deflections get larger with the increase of the nonlocal parameters due to the small scale effect, and as the flow velocity increases, the maxima non-dimensional dynamic deflections of the DWCNTs get larger.

Numerical results show that the small scale effects and the thermal effects are significant for larger half wavenumbers.

This theory has ability to capture the both small scale effects and quadratic variation of shear strain and consequently shear stress through the plate thickness.

The double-walled carbon nanotube is modeled as a nonlocal shear deformable cylindrical shell which contains small scale effects and van der Waals interaction forces.

We associate the rise in hardness during two stages with the strong strain gradient effects, the first stage is related with the small scale effects and the second stage with the strain gradient between the indenter and the hard substrate.

By adopting the nonlocal theory to capture the small-scale effect and utilizing a generalized displacement field to consider the influence of transverse shear deformation, unified size-dependent nonlinear governing equations and related boundary conditions are derived based on the virtual work principle in conjunction with von Kármán geometric nonlinearity.

It is found that the small scale effect on buckling and vibrational response of the SLGSs is profound and it becomes more prominent when the side length is low.

Considering both large displacement and small scale effect, the governing equilibrium equations are determined and solved.