The fragmentation of a brittle plate subjected to dynamic biaxial loading is investigated via numerical simulations. The aim is to extend our understanding of the dynamic processes affecting fragment size distributions. A scalable computational framework based on a hybrid cohesive zone model description of fracture and a discontinuous Galerkin formulation is employed. This enables large-scale s...

The present paper deals with the effect of uncertainties on the prediction of fatigue failure of aerospace and mechanical components. Typically the design of such structures has been based on costly experiments or modified versions of Paris law which are applicable to very restricted range of conditions. The present formulation employs cohesive zone elements in order to resolve the fractured zo...

Abstract: Building processes are associated with impacts on the ground. The ground's ability to resist the load created by structures or to withhold the impact of earth-moving machines is estimated by the plasticity theory methods. The article presents a theoretical analysis of the stressed state of a layer of disc-shaped bulk material. The obtained theoretical models of the minimal, maximal an...

ABSTRACT In this work, we employ a soft-sphere discrete element method with cohesion implementation to model the dynamical process of sub-km-sized cohesive rubble piles under continuous spin-up. The dependences critical spin periods Tc on several material parameters for oblate different diameters were explored. Our simulations show that interparticle force can strengthen bodies as expected, esp...

A viscoelastic cohesive zone model is employed within the framework of a finite element code to analyze a two-phase viscoelastic particle-reinforced composite material consisting of a relatively stiff aggregate embedded in a copolymer binder. The composite of interest, LX17, is noted to have a very large aggregate volume fraction and as such, aggregate grain boundaries were generated within fin...

Graphene is a fascinating material not only for technological applications, but also as a test bed for fundamental insights into condensed matter physics due to its unique two-dimensional structure. One of the most intriguing issues is the understanding of the properties of graphene and various substrate materials. In particular, the interfaces between graphene and metal substrates are of criti...

We present a method to reduce mesh bias in dynamic fracture simulations using the fi nite element method withadaptive insertion of extrinsic cohesive zone elements along element boundaries. The geometry of the domaindiscretization is important in this setting because cracks are only allowed to propagate along element facets andcan potentially bias the crack paths. To reduce mesh...