摘要
采用具有一定数目圆形粗糙峰的刚性表面对弹塑性半无限体进行压下的模型来模拟多粗糙峰接触 ,并用有限元法对该模型进行了弹塑性分析 ,揭示了多粗糙峰对于接触区应力状态的影响规律 .发现中心接触区的变形主要受到一定数目邻近粗糙峰的影响 ,而处于较远处的其它粗糙峰的影响较小 .同弹性接触相比 ,在弹塑性接触过程中有更多的邻近粗糙峰对中心接触区发生作用 ,改变粗糙峰的间距。
A model of elastic plastic half space indented by a rigid surface having a finite number of regularly spaced circular asperities was adopted to investigate the problem of multi asperity contacts. The contribution of multi asperity interaction to the contact stress was discussed. The plane strain multi asperity contact problem was computed using finite element method. It has been found that the deformation below the central asperity is mostly affected by the asperities near the center of contact. The effect of asperities remote from the center is relatively small. More asperities tend to interact with each other and affect the central contact zone in elastic plastic contacts as compared with elastic contacts. The change of spacing and radius of asperities and indentation depth would influence the asperity interaction.
出处
《摩擦学学报》
EI
CAS
CSCD
北大核心
2000年第3期202-206,共5页
Tribology
基金
国家自然科学基金资助项目! ( 598750 4 6)
关键词
多粗糙峰弹塑性接触
有限元分析
elastic-plastic
asperity
contact
finite element method
