[1]
Thomas T R. The characterization of changes in surface topography during running-in. In: Dowson D , Taylor C M, Coder M and Bertbe D eds. Surface effects on lubrication. London: Mechanical Engineering Publications(1977). pp.98-108.
Google Scholar
[2]
Roy Chowdhury S K, Kaliszer H, Rowe G W. An analysis of chages in surface topography during running-in of plain berings. Wear, 1979, 16: 331-343.
DOI: 10.1016/0043-1648(79)90107-8
Google Scholar
[3]
Forcber D, Flamand L, Bertbe D. Running-in of lubricated bertzian contacts. Proceedings of the 8th leeds-lynon symposium on tribology[J], Leeds, 1981: 58-61.
Google Scholar
[4]
M. Mauermann, U. Eschenhagen. Surface modifications-Application potential for the reduction of cleaning costs in the food processing industry[J]. Trends in Food Science&Technology, 2009, 20: S9-S15.
DOI: 10.1016/j.tifs.2009.01.020
Google Scholar
[5]
Miriam Kupkova, Martion Kupka, Emoke Rudnayova, et al . On rhe use of fractal geometry methods for the wear process characterization[J]. WEAR, 2005, 258: 1462-1465.
DOI: 10.1016/j.wear.2004.09.059
Google Scholar
[6]
CHEN Guoan, GE Shirong. Prediction model of sliding wear during running-in process based on fractal theory[J]. Chinese Journal of Mechanical Engineering. 2000, 36(2): 29-33.
DOI: 10.3901/jme.2000.02.029
Google Scholar
[7]
Sarkar N, Chaudhuri B B. An efficient differential box-counting approach to compute fractal dimension of image[J]. IEEE Transactions on Systems, 1994, 24(1): 115-120.
DOI: 10.1109/21.259692
Google Scholar
[8]
Ogihara H, Kido T, Yamada H, et al. Technology for reducing engine rubbing resistance by means of surface improvement[J]. HONDA R&D Technical Review, 2000, 12(2): 93~98.
Google Scholar
[9]
YANG Yancong, PENG Ruidong, ZHOU Hongwei. Computation of fractal dimension for digital image in a 3-D space[J]. Journal of china university of mining & technology. 2009, 38(2): 251-258.
Google Scholar