Abstract

In this study, a simple two-dimensional deformation model is employed for buckling analysis of functionally graded (FG) plates. The proposed theory has a kinematic with integral terms which considers the influence of deformation without using shear correction factors. The impact of varying material properties and volume fraction of the constituent on buckling response of the FG plate is examined and discussed. The benefit of this theory over other contributions is that a number of variables is reduced. The basic equations that consider the influence of transverse stresses are derived from the principle of virtual displacements. The analytical solutions are obtained utilizing the Navier method. The accuracy of the proposed theory is proved by comparisons with the different solutions found in the literature.

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