In the present work, a numerical investigation based on modified peridynamic method of fracture properties epoxy resin reinforced by nanoparticles, more specifically hyperbranched polyester (HBP), was conducted. Due to specific features HBP, certain material nodes in model were constrained accurately replicate effect HBP pure resin, and Monte Carlo used simulate random distribution HBP. The val...

This study presents a novel method for modelling of Eulerian incompressible fluid flow by using peridynamic differential operator. The operator is used to calculate partial derivatives in the Navier-Stokes equations. pressure Poisson equation obtain field whereas velocity obtained solving momentum numerical procedure solve equations peridynamics also provided. capability proposed model demonstr...

This paper proposes a non-local Eulerian particle method for two-dimensional internal flows. To balance computational accuracy and efficiency, the governing Navier–Stokes equations this specific problem are recast in their integral form using second-order peridynamic differential operator (PDDO). The is then derived by applying symmetric uniform distribution to solution of such an equation, yie...

Abstract This study aims to establish a framework for multiscale assessment of damage materials with evolving microstructure based on recently proposed peridynamic computational homogenization theory. The starts replacing material complex constitutively equivalent that is microstructurally homogenous. Constitutive equivalence between the original and substitute achieved through enforcing strain...