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Small scale effect diminishes the frequency shift.
Small scale effect diminishes the frequencies strongly, but has less effect on the frequency shifts.
This study investigates the small scale effect on the flapwise bending vibrations of a rotating nanoplate.
Considering both large displacement and small scale effect, the governing equilibrium equations are determined and solved.
The small scale effect is taken into consideration based on nonlocal elasticity theory.
The small scale effect is taken into consideration based on nonlocal elasticity theory of Eringen.
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The theory provides an effective methodology for investigating small scale effects in nanobeams, by well-posed problems.
Small scale effects are taken into consideration.
The nonlocal Mindlin plate theory allows for small scale effects.
The non-local theory consider the small scale effects.
When the wave length is smaller than 80 nm, the small scale effects are more significant.
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