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The shear deformation effect increases the plate deflections, but interestingly it affects the thickness variation marginally.
The transverse shear deformation effect in a beam column is accounted for.
Furthermore, the shear deformation effect would be obvious for a Timoshenko nanobeam in contrast to an Eulerian one.
The present nanobeam model satisfies the shear deformation effect needless of any shear correction factor.
The HSDT allows us to account for shear deformation effect without requiring any shear correction factors.
In the end, shear deformation effect and size effect on the system behavior are examined.
Similar(24)
The finite element method is applied for analyses based on small deformation effects including shear deformation.
Carbon nanotube is modeled as Timoshenko nanobeam including rotary inertia and shear deformation effects.
Base rotation and contact deformation effects are also included in the compliance formulations.
Then a one-dimensional (1D) beam problem, with fidelity to 3D deformation effects, is attained.
The microscopic model includes a consistent treatment of the shell effects, pairing correlations, deformation effects and collective excitations.
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