Generalized contact and improved frictional heating in the material point method

被引:0
作者
J. A. Nairn
S. G. Bardenhagen
G. D. Smith
机构
[1] Oregon State University,Wood Science and Engineering
[2] Wasatch Molecular,undefined
来源
Computational Particle Mechanics | 2018年 / 5卷
关键词
Material point method; MPM; Friction; Imperfect interfaces; Contact;
D O I
暂无
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学科分类号
摘要
The material point method (MPM) has proved to be an effective particle method for computational mechanics modeling of problems involving contact, but all prior applications have been limited to Coulomb friction. This paper generalizes the MPM approach for contact to handle any friction law with examples given for friction with adhesion or with a velocity-dependent coefficient of friction. Accounting for adhesion requires an extra calculation to evaluate contact area. Implementation of velocity-dependent laws usually needs numerical methods to find contacting forces. The friction process involves work which can be converted into heat. This paper provides a new method for calculating frictional heating that accounts for interfacial acceleration during the time step. The acceleration terms is small for many problems, but temporal convergence of heating effects for problems involving vibrations and high contact forces is improved by the new method. Fortunately, the new method needs few extra calculations and therefore is recommended for all simulations.
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页码:285 / 296
页数:11
相关论文
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  • [1] Bardenhagen SG(2000)The material point method for granular materials Comput. Methods Appl Mech Eng 187 529-541
  • [2] Brackbill JU(2001)An improved contact algorithm for the material point method and application to stress propagation in granular materials Comput Model Eng Sci 2 509-522
  • [3] Sulsky D(2004)The generalized interpolation material point method Comput Model Eng Sci 5 477-496
  • [4] Bardenhagen SG(1992)Hot spot ignition mechanisms for explosives Acc Chem Res 25 489-496
  • [5] Guilkey JE(2006)Three-dimensional dynamic fracture analysis in the material point method Comput Model Eng Sci 16 141-156
  • [6] Roessig KM(2016)Field-gradient partitioning for fracture and frictional contact in the material point method Int J Numer Methods Eng 109 1013-1044
  • [7] Brackbill JU(2011)Contact algorithms for the material point method in impact and penetration simulation Int J Numer Methods Eng 85 498-517
  • [8] Witzel WM(2010)Material point method simulation of equal channel angular pressing involving large plastic strain and contact through sharp corners Comput Model Eng Sci 70 41-66
  • [9] Foster JC(2003)Material point method calculations with explicit cracks Comput Model Eng Sci 4 649-664
  • [10] Bardenhagen SG(2007)Numerical implementation of imperfect interfaces Comput Mater Sci 40 525-536