Contact Stiffness Model of Joint Surface Considering Continuous Smooth Characteristics and Asperity Interaction

被引:0
作者
Ling Li
Jingjing Wang
Xiaohui Shi
Shengli Ma
Anjiang Cai
机构
[1] Xi’an University of Architecture and Technology,School of Mechanical and Electrical Engineering
来源
Tribology Letters | 2021年 / 69卷
关键词
Joint surface; Contact stiffness; Hermite polynomial function; Asperity interaction;
D O I
暂无
中图分类号
学科分类号
摘要
A new model to accurately obtain the contact stiffness of the mechanical joint surface is established, which satisfies the continuous smooth contact characteristics of the asperity and also considers the influence of the asperity interaction. In order to satisfy the continuous and smooth contact characteristics of the asperity, the interpolation interval of the Hermite polynomial function is improved to make the asperity contact stiffness curve smoothly transition in the elastic, elastoplastic and completely plastic stages. Further, the contact situation of the joint surface considering the asperity interaction is explored through micro-contact analysis and mechanism research. Finally, using statistical principles, the microscopic contact model is extended to the entire joint surface, and the contact stiffness model of the joint surface is established. The simulation results show that the asperity stiffness model satisfies the continuous smooth contact characteristics. Surface roughness is the main factor that affects the contact stiffness, and the influence of the asperity interaction cannot be ignored.
引用
收藏
相关论文
共 86 条
[1]  
Ellen B(2020)Study of surface roughness on friction in rolling/sliding contacts: ball-on-disc versus twin-disc Tribol. Lett. 68 69-12
[2]  
Zhu Y(2020)On the influence of phase change in highly loaded frictional contacts Tribol. Lett. 68 1-48
[3]  
Söderberg A(2019)Modeling the adhesive contact of rough soft media with an advanced asperity model Tribol. Lett. 67 119-263
[4]  
Ndiaye S(1993)Experimental investigation on damping behavior of normal joint surfaces at unit area Modell. Meas. Control B 51 13-93
[5]  
Martinie L(2015)Research on normal contact stiffness of rough surface considering friction based on fractal theory Appl. Surf. Sci. 349 43-672
[6]  
Philippon D(1987)An elastic-plastic model for the contact of rough surfaces ASME J. Tribol. 109 257-390
[7]  
Gonon-Caux M(2000)An asperity microcontact model incorporating the transition from elastic deformation to fully plastic flow J. Tribol. 122 86-662
[8]  
Margueritat J(2005)An elastoplastic microasperity contact model for metallic materials J. Tribol. 127 666-3141
[9]  
Vergne P(2003)A finite element based elastic-plastic model for the contact of rough surfaces Tribol. Trans. 46 383-570
[10]  
Violano G(2002)Elastic-plastic contact analysis of a sphere and a rigid flat J. Appl. Mech. 69 657-14