Discrete element modelling for wheel-soil interaction and the analysis of the effect of gravity. (October 2020)

• Record Type: Journal Article
• Authors: Karpman, Eric; Kövecses, Jozsef; Holz, Daniel; Skonieczny, Krzysztof
• Is Part Of: Journal of terramechanics. Volume 91(2020)
• Page Start: 139
• Page End: 153
• Publication Date: 2020-10
• Subjects: DEM -- Position-based -- Wheel -- Soil -- Gravity; Trafficability -- Periodicals; Praticabilité (Routes) -- Périodiques; Trafficability; Periodicals; 629.222
• DOI: 10.1016/j.jterra.2020.06.002
• Languages: English
• ISSNs: 0022-4898

Abstract

Highlights: The Parallel Particles method is a fast, stable variation of traditional DEM. It uses an iterative position correction algorithm in place of constitutive relations. Results were in reasonable agreement with data from reduced gravity experiments. Outputs used for comparison were with sinkage and drawbar pull. Abstract: The discrete element method (DEM) is widely seen as one of the more accurate, albeit more computationally demanding approaches for terramechanics modelling. Part of its appeal is its explicit consideration of gravity in the formulation, making it easily applicable to the study of soil in reduced gravity environments. The parallel particles (P 2 ) approach to terramechanics modelling is an alternate approach to traditional DEM that is computationally more efficient at the cost of some assumptions. Thus far, this method has mostly been applied to soil excavation maneuvers. The goal of this work is to implement and validate the P 2 approach on a single wheel driving over soil in order to evaluate the applicability of the method to the study of wheel-soil interaction. In particular, the work studies how well the method captures the effect of gravity on wheel-soil behaviour. This was done by building a model and first tuning numerical simulation parameters to determine the critical simulation frequency required for stable simulation behaviour and then tuning the physical simulation parameters to obtain physically accurate results. The former were tuned via the convergence of particle settling energy plots for various frequencies. The latter were tuned via comparison to drawbar pull and wheel sinkage data collected from experiments carried out on a single wheel testbed with a martian soil simulant in a reduced gravity environment. Sensitivity of the simulation to model parameters was also analyzed. Simulations produced promising data when compared to experiments as far as predicting experimentally observable trends in drawbar pull and sinkage, but also showed limitations in predicting the exact numerical values of the measured forces.