Peridynamic (PD) theory is an integral-type nonlocal continuum mechanics theory that
reformulates the equation of motion in local continuum mechanics as an integrodifferential …

Peridynamic models typically adopt regular point distributions and uniform horizons, limiting
their flexibility and engineering applicability. In this work, a micropolar peridynamics …

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 …

Efficient and accurate calculation of spatial integrals is of major interest in the numerical
implementation of peridynamics (PD). The standard way to perform this calculation is a …

A coupling approach of the isogeometric–meshfree method and the peridynamic method is
developed for static and dynamic crack propagation. The coupling approach exhibits …

Peridynamic (PD) theories have become widespread in various research areas due to the
ability of modeling discontinuity formation and evolution in materials. Bond-based …

A thermo-mechanical peridynamic model using adaptive grid refinement is developed to
investigate crack propagation in ceramics. Compared to a standard peridynamic model …

Artificial ground freezing (AGF) is a ground improvement technique for ensuring the safety of
underground construction works in water-bearing soils. High velocity water transport in …

The focus of this paper is on application of peridynamics (PD) to propagation of elastic
waves in unbounded domains. We construct absorbing boundary conditions (ABCs) derived …

An element-based peridynamics (EBPD) and finite element method (FEM) coupling model is
proposed to solve the elastic-plastic deformation and failure problems. The FEM and EBPD …