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Particular emphasis is placed on the cases of buckling of rectangular symmetric

angle-ply laminated plates under uniaxial compressive and shear loads.

This analytical study indicates that distorted models

with a different number...

,

pertaining to free vibrations of laminated plates are derived. Establishment of

scaling laws, based on the direct use of the governing equations is discussed and

their use in the design of models is presented. These scaling laws provide the...

Laminated fibrous composite plates are finding a wide range of applications in structural design,

especially for their light weight and high stiffness and strength. In this article, a genetic algorithm based

optimum ...

An analytical method is devlopteded to analyze piezoelectric hybrid laminated composite plates with

arbitrary lamination and boundary conditions subjected to electromechanical loads. The method is based

on ...

sequence on the nonlinear behavior of cross ply laminated plates with different boundary

conditions resting on elastic foundations are studied....

Based on two-dimensional plane stress wrinkling model of an elastic annular plate and a bifurcation functional from Hill s general theory of uniqueness for polar coordinate, the critical conditions for the elastic wrinkling ...

This paper tries to analyze the laminated plates with variable cross section, using the Dynamic relaxation method for solving the governing equations of the thin composite plate, obtained from the CPT theory. Comprehensive comparison and parametric...

A layerwise laminate theory is used to investigate analytically the electromechanical coupling effects on the interlaminar stresses and the electric field strengths near the free edges of laminated plates with piezoelectric material properties...

Linear and non-linear bending analysis of laminated plates with different boundary conditions is presented using generalized differential quadrature (GDQ) method. Governing equations are based on the first-order shear deformation theory (FSDT...

Based on two-dimensional plane stress wrinkling model of a plastic annular plate with blankholder and a bifurcation functional from Hill\\'s general theory of uniqueness for polar coordinate, the critical conditions for ...