This paper proposes a computational framework to describe the biodegradation of
magnesium (Mg)-based bone implants. It is based on a sequential combination of two …

A novel meshfree local method is developed in the context of Trefftz approaches to solve
eigenvalue problems related to buckling and free vibration of arbitrarily shaped thin plates …

In this paper, a generalized finite difference method (GFDM) based on the Peridynamic
differential operator (PDDO) is investigated. The weighted moving least square (MLS) …

A simple meshfree method is developed in the context of Trefftz approaches to solve
bending problem of arbitrarily shaped laminated composite and isotropic plates. Widely …

Purpose The paper aims to use a switching technique which allows to couple a nonlocal
bond-based Peridynamic approach to the Meshless Local Exponential Basis Functions …

Construction of absorbing boundary conditions (ABCs) for nonlocal models is generally
challenging, primarily due to the fact that nonlocal operators are commonly associated with …

A meshfree method on fixed grids is devised for simulation of Poisson's equation on 3D
image-based cellular materials. The non-boundary fitted discretization of such jagged voxel …

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 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 …