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铁谱磨粒分形特性探讨

Investigation into Fractal Characteristics of Ferrographic Wear Particles
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摘要 基于磨粒大小与频度关系服从Weibull分布这一条件,得出了随意假定磨粒具)v很小时,磨粒才具有分形特征.利用设计的磨粒分形维数计有分形是错误的,只有当(rr0算系统,通过改变放大倍数对400个铁谱片中的切削磨粒分形维数进行了计算,得出了在铁谱显微镜现有的放大倍数范围内,磨粒的无标度性基本不受影响,选择500~800倍的放大倍数对铁谱磨粒进行分形分析最合适. The newest progresses in the fractal study of the ferrographic wear particles whose fundamental problems were its fractal characteristics were presented. Based upon the relation between the size of the wear particle and the frequency following the Weibull function distribution,it is wrong supposing randomly that the wear particles have the fractal characteristics, and right only when (r/r0)v is much small. Using the fractal dimension calculation system designed, the fractal dimensions of the cutting wear particles from 400 ferrographic samples were calculated through changing the multiplier. The conclusion is drawn that the nonscale characteristics of the wear particles are not affected within the range of multipliers of the ferrographic microscope and the multiplier within the range of 500~800 is the best choice in the fractal analysis of the ferrographic wear particles.
出处 《湖南大学学报(自然科学版)》 EI CAS CSCD 北大核心 2003年第1期43-46,53,共5页 Journal of Hunan University:Natural Sciences
基金 国家自然科学基金资助项目(59775041)
关键词 铁谱技术 磨粒 分形 无标度性 ferrographic technology wear particles fractal non-scale characteristics
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  • 1马争,桂长林.评定磨合表面的最佳形貌参数[J].摩擦学学报,1995,15(2):133-137. 被引量:10
  • 2边肇祺,模式识别,1988年
  • 3Meloy T. P., Fast Fouriertransforms applied to shape analysis of particle silhouettes to obtain morphologicaldata[J], Powder Technology, 1997, 17: 27~35.
  • 4Roylance B.J., Raadnui S., The morphological attributes of wear particles: theirrole in identifying wear mechanisms[J], Wear,1994, 175: 115~121.
  • 5Peng Z., Kirk T. B., Xu Z.L., The development of threedimensional imagingtechniques of wear particle analysis[J],Wear, 1997, 203-204: 418~424.
  • 6Peng Z., Kirk T.B., Wear particle classification in a fuzzy grey system[J], Wear,1999, 225~229: 1238~1247.
  • 7Akihiko Umeda, Joichi Sugimura, Yuji Yamamoto, Characterization of wear particlesand their relations with sliding conditions[J],Wear, 1998, 216: 220~228.
  • 8Mandelbrot B.B., Fractals Form, Chance, and Dimension,Freeman, San Francisco, CA,1977, 25~35.
  • 9Clark N.N., Three techniques for implementing digital fractal analysis for particleshape[J], Powder Technology, 1986, 46:45~52.
  • 10Podsiadlo P., Stachowiak G.W., Evaluation of boundary fract al methods for thecharacterization of wear particles[J], Wear,1998, 217: 24~34.

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