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The analysis uses a higher order plate element to avoid shear locking phenomena in the plate.
The nonlinear equations of FGM plates are based on the first-order shear order plate theory.
First order plate theory is adopted to construct the basic equations of the plate.
This study investigates the dynamic behavior of multiply-folded composite laminates analyzed the high order plate theory.
Natural frequency parameters and buckling coefficients obtained by the present theory are compared with the Mindlin plate theory (first order plate theory) results, Reddy's theory results and other higher order plate theory results.
In the present study we adopt, so called, first order plate theory to attempt to answer these questions.
Similar(32)
We study domain decomposition methods for fourth-order plate problems.
A detailed numerical study is carried out to bring out the efficacy of the present higher-order plate theory over the first-order plate theory.
Firstly, the governing equations were formulated using Lo's high-order plate theory.
An annular element based on a high-order plate theory is used.
In this work it is considered the first-order plate shear deformation theory.
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