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Numerical examples are presented to illustrate the effects of small scale on the responses of microplates.
Numerical examples are presented to illustrate the effects of small scale on the mechanical response of homogeneous and functionally graded microplates.
The effects of small scale parameter, slenderness ratio and opening angle on the displacements ratio, rotation angles ratio and stress resultants ratio are also investigated in details.
The vibration solutions obtained provide a better representation of the vibration behavior of short, stubby, nanotubes where the effects of small scale, transverse shear deformation and rotary inertia are significant.
Finally, effects of small scale parameter, width ratio, thickness of plate, elastic foundation properties, load value, boundary conditions and nonlinearity are studied for both nonlocal FSDT and classical plate theory (CPT) in detail.
The theory takes into account the effects of small scale and the quadratic variation of the transverse shear strains through the thickness of the nanoplate and hence, it does not require the use of shear correction factors.
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The method efficiently captures the effects of small scales on a coarse grid, is conservative, and treats tensor permeabilities correctly.
A nonlocal anisotropic elastic shell model is developed to study the effect of small scale on shell-like vibration of single-walled carbon nanotubes (SWCNTs) with arbitrary chirality.
Furthermore, the model is used to elucidate the effect of small scale on the vibration of zigzag, armchair and chiral SWCNTs.
Finally, the effect of small scale on the reflected power of an incident wave upon different boundary conditions is investigated in details for circular annular nanoplates.
Then, the effect of small scale on the reflected power of an incident wave upon different boundary conditions is studied in details.
More suggestions(15)
effects of large scale
effects of small lanthanum
effects of spatial scale
effects of small spot
effects of small coupe
effects of small disorder
effects of broad scale
effects of small group
effects of microstructural scale
effects of small passage
effects of small radiation
effects of small length
effects of small molecule
effects of small tongue
effects of small disequilibria
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