LI Xiao-peng, WANG Xue, YUN Hai-meng, AN Lian-chui. Static Friction Coefficient Fractal Model of Joint Surfaces with Elastic-Plastic Beformation Considered[J]. Journal of Northeastern University Natural Science, 2016, 37(5): 673-677.
[1]Ren Y,Beards C F.Identification of effective linear joints using coupling and joint identification techniques[J].ASME Journal of Vibration and Acoustics,1998, 120(2):331-338. [2]Greenwood J A,Williamson J B P.Contact of nominally flat surfaces[J].Proceeding of the Royal Society of London:A,1966,295(1442):300-319. [3]Chang W R,Etsion I,Bogy D B.Static friction coefficient model for metallic rough surfaces[J].ASME Journal of Tribology,1988,110(1):57-63. [4]盛选禹,雒建斌,温诗铸,等.基于分形接触的静摩擦系数预测[J].中国机械工程,1998,9(7):16-18.(Sheng Xuan-yu,Luo Jian-bin,Wen Shi-zhu,et al.Fractal prediction model for static friction coefficient of joint surfaces [J].Journal of Chinese Mechanical Engineering,1998,9(7):16-18.) [5]Majumdar A,Bhushan B.Fractal model of elastic-plastic contact between rough surfaces [J].ASME Journal of Tribology,1991,113(1):1-11. [6]Wang S,Komvopoulos K.A fractal theory of the interfacial temperature distribution in the slow sliding regime:part I-elastic contact and heat transfer analysis[J].ASME Journal of Tribology,1994,116(6):812-823. [7]李小彭,赵光辉,梁亚敏,等.两圆柱体结合面法向刚度分形预估模型及其仿真分析[J].农业机械学报,2013,44(10): 277-281.(Li Xiao-peng,Zhao Guang-hui,Liang Ya-min,et al.Fractal prediction model for normal contact stiffness of cylinders joint surface and its simulation analysis[J].Journal of Agricultural Machinery,2013,44(10):277-281.) [8]Johnson K L.Contact mechanics[M].Cambridge:Cambridge University Press,1985. [9]Kogut L,Etsion I.A semi-analytical solution for the sliding inception of a spherical contact[J].ASME Journal of Tribology,2003,125(3):499-506.