The weak form quadrature element method (QEM) combines the generality of the finite
element method (FEM) with the accuracy of spectral techniques and thus has been …

The present work aims to study the stationary and nonstationary stochastic thermal vibration
properties of the laminated combined plate structures using meshless method. The …

This paper presents a node-based meshless model for investigating the stationary/non-
stationary stochastic thermal response characteristics of laminated arbitrary quadrilateral …

A finite element (FE) formulation is developed by extending the third-order shear
deformation theory, including the zig-zag effects using the Murakami zig-zag function, for the …

A p-version curved composite laminated shell element has been developed using the
modified high order bases of a differential quadrature hierarchical finite element method …

In this paper we present a layerwise differential quadrature hierarchical finite element
(DQHFE) model for the analysis of sandwich laminated plates with a viscoelastic core and …

This paper presents a differential quadrature hierarchical finite element method (DQHFEM)
for dynamic analyses of functionally graded material (FGM) sandwich shallow shells in …

This paper proposes a strain gradient differential quadrature finite element method to
analyze the size-dependent static and dynamic behaviour of Reddy-type micro-beams. This …

Abstract Firstly, the Chebyshev-Ritz method is applied to the free in-plane vibration of
arbitrary shaped laminated triangular plates with elastic boundary conditions. In order to …

The spectral-Chebyshev method is firstly applied to the free in-plane vibration of arbitrarily
shaped plates with curvilinear geometry under different boundary conditions. With the aim of …