Static solution of thin elastic plate problems with in-plane varying thickness or material
properties having weak point singularities (eg crack tip or notches) is studied using a novel …

A simple meshfree method is developed for the solution of 2D and 3D elasticity problems in
potentially heterogeneous media. The rationale of the method follows that of Trefftz …

We introduce a novel enrichment technique for the element free Galerkin (EFG) method to
capture the infinite stress field around the crack or notch tip. The singular enrichment bases …

We propose a simple meshfree method for two-dimensional and three-dimensional second
order elliptic boundary value problems in heterogeneous media based on equilibrated basis …

In this paper, static analysis of in-plane heterogeneous laminated composite plates is
studied using equilibrated basis functions in a meshfree style based on first order shear …

Purpose–The purpose of this paper is to present a simple meshless solution method for
challenging engineering problems such as those with high wave numbers or convection …

In this paper we consider a nonlocal elasticity theory defined by Eringen's integral model
and introduce, for the first time, a boundary layer method by presenting the exponential …

In this paper we present an extension of the formulation given in (EABE, 37 (2013) 868–883)
to direct and inverse heat conduction problems in layered materials. Expressing the …

In this paper, it is first proven that instead of Poisson's equation one can use Laplace's
equation for the pressure, which is much simpler to solve, in Lagrangian simulation of …

In this paper a novel method is presented to solve problems with weak singularities in two-
dimensional heterogeneous media using equilibrated singular basis functions. This …