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A Penalty Function Method for Modelling Frictional Contact in MPM.pdf
Available online at
ScienceDirect
Procedia Engineering 175 (2017) 116 – 123
1st International Conference on the Material Point Method, MPM 2017
A penalty function method for modelling frictional contact in MPM
Fursan Hamada,?, Shreyas Giridharana, Christian Moormanna
aInstitute of Geotechnical Engineering, University of Stuttgart, Pfa?enwaldring 35, 70569 Stuttgart, Germany
Abstract Frictional contact is commonly represented in the Material Point Method (MPM) by algorithms based on multi-velocity ?elds, in which the correction is performed at the background computational mesh. Typically for applications of various sti?ness values, these algorithms show a non-physical variation in the contact stresses along the interface surface. The lack of a smoothening function in the detection procedure, which is essential in explicit ?nite element algorithms, contributes to the stress oscillation and causes a gap between the bodies in contact. For MPM versions with a ?nite particle size, like Convected Particle Domain Interpolation method (CPDI), the e?ect of the last shortcoming becomes more pronounced. Results can be improved by using denser mesh, however, the computational cost will increase considerably.
In the present paper, the boundary of a continuum object is discretised separately from the MPM discretisation and traced accurately during the solution advancement. Therefore, contact forces among di?erent boundaries are evaluated using a penalty function method commonly implemented in Lagrangian analyses. These forces are then mapped to the computational mesh, where the momentum equation is solved, as an external force. The suggested approach is validated with a benchmark problem, where the closed-form solution is available, and compared to the classical MPM contact algorithm. Furthermore, an application of two bodies collision with large deformation is demonstrated. ?cTheheAAuthuothrso.rPs.ubPluisbhleidshbeydEblsyevEilesreLvtide.rTBh.iVs .is an open access arti
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