An isogeometric finite element method based on non-uniform rational B-splines (NURBS)
basis functions is developed for natural frequencies and buckling analysis of thin …

Buckling study of plates subjected to uniformly uniaxial, biaxial in-plane compression and
pure shear loads using an efficient novel meshfree method is presented in this paper. The …

The present study employs the direct integration boundary element method (DIBEM) to
analyze the buckling behavior of thin plates. Unlike conventional approaches, this method …

An analytical approach for the buckling analysis of rectangular plates under mixed boundary
conditions is presented. In order to solve the partial differential equation governing the …

This work presents a novel formulation of the Boundary Element Method (BEM) with the
Radial Integration Method (RIM) to calculate the critical loads of the plate buckling problem …

In the present work a model able to predict the buckling behavior of thin, orthotropic,
stiffened plates and shells subject to axial compression is proposed. In the context of the …

In this work a boundary element (BE) formulation for buckling problem of shear deformable
shallow shells is presented. A set of five boundary integral equations are obtained by …

In this paper a boundary element method for analysis of fractured stiffened panels repaired
with riveted or adhesively bonded patches is presented. In order to achieve such a …

In this work a multi-region boundary element formulation for linear local buckling analysis of
assembled plate and shallow shell structures is presented. The assembly is divided into sub …

Following previous work, a wavelet finite element method is developed for bending, free
vibration and buckling analysis of functionally graded (FG) plates based on Mindlin plate …