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Accordingly, the small scale effect can be taken into account in the constitutive equation.
This study investigates the small scale effect on the flapwise bending vibrations of a rotating nanoplate.
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.
The governing equations contain the small scale effect as well as hygrothermal and mechanical effects.
The proposed model can capture the small scale effect for FG-CNTRC nanoplates.
Similar(31)
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.
Using the modified couple stress theory, the small scale effects are accounted for.
Conveniently, the results of macro-sized plates were concluded by neglecting the small scale effects.
Numerical results show that the small scale effects are significant for larger half wave numbers.
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