Analysis of plates and laminates using the element-free Galerkin method
A meshless method, the element-free Galerkin method (EFGM), is extended and used in the analysis of anisotropic plates and laminates considering a ReissnerMindlin laminate theory (FSDT). The approximation functions are calculated considering a moving least squares (MLS) approach which is consistent provided the basis is complete in the polynomials up to a desired order. An alternative integration method avoiding the consideration of background cells is considered. Shear locking in plate bending is avoided considering the appropriate polynomials for the displacements and rotations, continuity being insured. Obtained results show the adequacy of the method for the analysis of plates and laminates.
plates laminates element-free galerkin method meshless methods shear locking direct nodal integration first-order shear deformation theory