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Fractal identification of wear debris group in sliding wear process
作者姓名:朱真才  陈国安
作者单位:SchoolofMechanicalandElectricalEngineering,ChinaUniversityofMiningandTechnology,Xuzhou221008,China
基金项目:SponsoredbytheNationalNaturalScienceFoundationofChina(GrantNo .5 9875 0 81)
摘    要:Fractal geometry was used to describe the distribution characteristics of wear debris group collected from pin-on-disc wear tester under dry friction conditions, and experimental study and theoretical analysis were made for the distribution features of wear debris group. It was found that the wear debris size distribution conforms to the fractal distribution law. Two numerical parameters, fractal dimension D and scale coefficient C,were defined with their geometric and tribological meanings and calculating methods given. It was discovered that these two parameters can be used to describe the variation law of wear status, which provide the basis for diagnosis and prognosis of tribological systems.

关 键 词:滑动磨损  分形几何  摩擦学  形态学

Fractal identification of wear debris group in sliding wear process
ZHU Zhen-cai,CHEN Guo-an.Fractal identification of wear debris group in sliding wear process[J].Journal of Harbin Institute of Technology,2004,11(1):49-53.
Authors:ZHU Zhen-cai  CHEN Guo-an
Abstract:Fractal geometry was used to describe the distribution characteristics of wear debris group collected from pin-on-disc wear tester under dry friction conditions, and experimental study and theoretical analysis were made for the distribution features of wear debris group. It was found that the wear debris size distribution conforms to the fractal distribution law. Two numerical parameters, fractal dimension D and scale coefficient C, were defined with their geometric and tribological meanings and calculating methods given. It was discovered that these two parameters can be used to describe the variation law of wear status, which provide the basis for diagnosis and prognosis of tribological systems.
Keywords:fractal geometry  wear debris group  sliding wear  distribution
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