In this article, the Carrera Unified Formulation and full Green–Lagrange nonlinear relations
are employed to investigate the postbuckling behavior of laminated composite panels …

This study presents a thorough review of the applications of the Kantorovich method to
several plate problems. The main objective of this review is to compile an up-to-date list of …

Buckling of the rectangular thin plates is a class of problems of fundamental importance in
mechanical engineering. Although various theoretical and numerical approaches have been …

In this investigation, an improved Fourier series method is presented for the free vibration
analysis of the moderately thick laminated composite rectangular plate with non-uniform …

In this work, a new trigonometric zigzag theory is proposed for the analysis of laminated
composite and sandwich plates. The theory is based upon shear strain shape function …

A universal model of laminated composite coupled double cylindrical shell-annular-
rectangular plate system (LDCARS) is established in this paper, including free vibration and …

An analytical spectral stiffness method is proposed for the efficient and accurate buckling
analysis of rectangular plates on Winkler foundation subject to general boundary conditions …

In this research we present a new analytical solution for finding the buckling loads of thin
isotropic and orthotropic rectangular plates in which all four corners are supported. This new …

Meshless collocations utilizing Gaussian and Multiquadric radial basis functions for the
stability analysis of orthotropic and cross ply laminated composite plates subjected to …

This paper presents a new semi-analytical method for modeling rectangular plates with
variable thickness and cutouts. The plate thickness is represented as a finite sum of …