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基于分形理论的RIFLE线表面磨损动态模型 被引量:2

Dynamic Model for Wear of Rifle Surface Based on Fractal Theory
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摘要 根据实测数据得出分形维数D随着枪支发射子弹量变化的动态方程 ,并分析了尺度系数G的变化规律 ,应用分形几何理论和分形接触模型公式 ,建立了枪管RIFLE线表面磨损率与枪支发射子弹量之间的动态预测分形模型 ,其动态预测趋势与实验数据吻合 。 According to the data of actual measurement, the dynamic formula, in which fractal dimension changes with the quantity of the shot bullets, was concluded, and the changing rule of scale coefficient G was analyzed. In application of fractal geometry theory and fractal contact model formula, the dynamic prediction fractal model was established between the RIFLE surface wear rate and the quantity of bullets shot from the gun. The dynamic prediction conformed to the experimental data, and it provides an idea for measurement of rifle surface wear.
出处 《润滑与密封》 EI CAS CSCD 北大核心 2004年第5期46-48,共3页 Lubrication Engineering
基金 广东省科技项目 (2 0 0 3C32 4 0 1)
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参考文献13

  • 1Greenwood J A,Williamson J B P.Contact of nominally flat surfaces[J].Proc.Roy. Soc.,1966,A295:300~319.
  • 2Whitehouse D J,Archard J F.The properties of random surface of significance in their contact[J].Proc.Roy.Soc.,1970,A316:97~121.
  • 3Majumdar A,Bhushan B.Fractal Model of Elastic-plastic Contact Between Rough surfaces[J].Journal of Tribology,1991,113(1):1~11.
  • 4Bhushan B.Analysis of the Real Area of Contact Between a polymeric Magnetic Medium and a Rigid Surface[J].ASME Journal of the Tribology,1984,106(1):26~34.
  • 5Peron B N J,Bucher F,Chiaia B.Elastic contact between randomly rough Surfaces:Comparison of theory with numerical results [J].Physical Review B,2002,65:1~6.
  • 6Yan W,Krajcinovic D.Contact analysis of elastic-plastic fractal surfaces[J].Appi. Phys.,1997,84,3617~3624.
  • 7Sayles R S,Thoma T R.Surface topography as non stationary random proce[J].Nature,1978, 271:431~434.
  • 8盛选禹,雒建斌,温诗铸.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. 被引量:49
  • 9李德仲 李国安.枪弹痕迹检验技术[M].警官教育出版社,1995.198-200.
  • 10贺林,朱均.粗糙表面接触分形模型的提出与发展[J].摩擦学学报,1996,16(4):375-384. 被引量:59

二级参考文献14

  • 1[1]GREEN WOOD J A,WILLIAMSON J B. Contact of nominally flat surfaces[C]. Proceeding of the Royl Society, 1967,A295: 300
  • 2[2]NAYAK P R. Random process model of rough surfaces in plastic contact[J]. Wear, 1973,26: 305
  • 3[3]MAJUMDER A. Fractal model of elastic-plastic contact between rough surfaces[J]. ASME J of Tribo,1991,113:1
  • 4[4]MAJUMDER A. Fractal characterization and simulation of rough surfaces[J]. Wear, 1990,136: 313
  • 5[5]JOHNSON K L. Contact mechanics[M]. Cambridge:Cambridge Univ Press, 1985
  • 6[1]GREEN WOOD J A,WILLIAMSON J B. Contact of nominally flat surfaces [C]. Proceeding of the Royl Society, 1967,A295: 300
  • 7[2]NAYAK P R. Random process model of rough surfaces in plastic conta ct[J]. Wear, 1973,26: 305
  • 8[3]MAJUMDER A. Fractal model of elasticplastic contact between rou gh surfaces[J]. ASME J of Tribo,1991,113:1
  • 9[4]MAJUMDER A. Fractal characterization and simulation of rough surfa ces[J]. Wear, 1990,136: 313
  • 10[5]JOHNSON K L. Contact mechanics[M]. Cambridge:Cambridge Univ P ress, 1985

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