A comprehensive model of plastic wear based on the discrete element method
Rosario Capozza, Kevin J. Hanley
Abstract
A comprehensive computational model of wear has been developed. It simulates the wearing of a surface due to both scratching with a rigid indenter or normal/oblique impact of a rigid projectile. A group of spheres models the surface, characterised by the hardness. When the pressure overcomes a threshold, spheres are displaced to account for the change in surface profile. In the case of impact, the wear volume grows with the velocity and reaches a maximum between 0 and 90∘. In the case of scratching, the dependence of the worn volume on the normal load is linear in a limited range of loads (Archard’s law) and transitions to a non-linear behaviour with the increase of load. Energy dissipation is naturally included in the model without additional parameters. This conceptually simple approach can easily be extended to model a variety of industrial applications and potentially predict wear patterns under varying scenarios.