微/纳尺度粘着滑动接触的多尺度分析

采用分子动力学与有限元耦合的多尺度方法,求解二维刚性圆柱表面压头与弹性平面的微/纳尺度粘着滑动接触问题,通过与全分子动力学模拟结果的比较验证了多尺度方法的有效性。对压头半径、滑动速度、下压深度以及是否考虑粘着效应等对滑动接触性能的影响进行了全面研究，通过不同条件下摩擦力及接触力分布的比较,揭示了上述各参数对粘着滑动接触...

Multiscale analysis on micro/nano scale adhesive sliding contacts

Utilizing molecular dynamics and finite element coupling method, two dimensional cylindrical asperity adhesive sliding contact problem is investigated, the results of which are compared with that from full molecular dynamics simulations to identify the validity of multiscale method. The influence of asperity radius, sliding speed, indentation depth, and the adhesive effects on the characteristics of sliding contacts are studied. The friction forces and contact forces of the surface are compared to give a further understanding of adhesive sliding contacts. During the sliding contact process, friction forces exhibit periodic fluctuations. The friction forces increase as asperity radii increase, and the enhancement of indentation depth increases friction forces. In the range of this work, the effects of sliding speed is very slight, while the influence of adhesive effects is so significant that the friction forces are higher and accompanied by hysteresis phenomenon.