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基于耗散能密度的疲劳裂纹扩展规律研究 被引量:1

On the Fatigue Crack Propagation Based on Dissipated Energy Density
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摘要 在疲劳裂纹扩展过程中,裂纹尖端的能量耗散决定了裂纹扩展能力。研究基于耗散能密度的裂纹扩展规律更有物理意义。耗散能密度是材料疲劳性能的一种表征参数,实验测得了镍基高温合金GH4169材料室温和450℃高温的耗散能密度与控制应力幅值的关系曲线。参照Paris公式的形式提出了基于耗散能密度的裂纹扩展方程,并通过疲劳裂纹扩展试验测量了GH4169材料在室温和450℃高温下的裂纹扩展速率与耗散能密度的关系。试验结果的总体趋势与所提出的扩展方程一致。 In the fatigue crack propagation process, the dissipated energy on crack tip determines the capability of fatigue crack propagation. Dissipated energy density is a characteristic parameter describing material fatigue performance. The fatigue crack propagation study will have more significance based on dissipated energy density. The curve between dissipated energy density of Nibased alloy GH4169 and controlling stress amplitude was experimentally measured at room temperature and 450℃ respectively. According to the form of Paris equation, fatigue crack propagation equation was established based on dissipated energy density. Experiments were carried out to verify the relation between fatigue crack propagation rate and dissipated energy density for GH4169 at room temperature and 450℃ respectively. The trend of experimental results agrees with proposed equation in a whole.
出处 《实验力学》 CSCD 北大核心 2009年第1期49-53,共5页 Journal of Experimental Mechanics
关键词 疲劳裂纹 耗散能密度 裂纹扩展方程 fatigue crack dissipated energy density crack propagation equation
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参考文献8

  • 1Paris P C, Erdogan F. A critical analysis of crack propagation laws[J]. Journal of Basic Engineering, 1963, 85:528-534.
  • 2洪友士,方飚.疲劳短裂纹萌生及发展的细观过程和理论[J].力学进展,1993,23(4):468-486. 被引量:45
  • 3Dowling N E. Fatigue failure predictions for complicated stress-strain histories[J]. Jounrnal of Materials, 1972, 7: 71-87.
  • 4Dowling N E. Fatigue crack growth during gross plasticity and the J-integral. In Mechanics of Crack Growth[M]. Special Technical Publication, 1976.
  • 5Feltner C E, Morrow J D. Microplastic strain hysteresis energy as a criterion for fatigue fracture[J]. J Basic Engineering ASME, 1961, March:15-22.
  • 6Lin X, Haicheng G. Plastic energy dissipation model for lifetime prediction of zirconium and zircaloy-4 fatigued at RT and 400℃[J]. J Engng Material Technol ASME, 1998,120:114-118.
  • 7Golos'K, Ellyin F. A total strain energy density theory for cumulative fatigue damage[J]. J Pressure Vessel Technology ASME, 1988,110 : 36 -41.
  • 8Kujawski D, Ellyin F. A cumulative damage theory for fatigue crack initiation and propagation[J]. Int J Fatigue, 1984, 6:83-88.

二级参考文献8

  • 1. ACTA METALLURGICA SINICA(ENGLISH LETTERS) [J]. Science in China(Series E:Technological Sciences). 2003 (05)
  • 2Youshi Hong,Yonghua Lu,Zhemin Zheng. Orientation preference and fractal character of short fatigue cracks in a weld metal[J] 1991,Journal of Materials Science(7):1821~1826
  • 3A. K. Zurek,M. R. James,W. L. Morris. The Effect of Grain Size on Fatigue Growth of Short Cracks[J] 1983,Metallurgical Transactions A(8):1697~1705
  • 4K. Tanaka,Y. Nakai,M. Yamashita. Fatigue growth threshold of small cracks[J] 1981,International Journal of Fracture(5):519~533
  • 5T. Kunio,M. Shimizu,K. Yamada,K. Sakura,T. Yamamoto. The early stage of fatigue crack growth in martensitic steel[J] 1981,International Journal of Fracture(2):111~119
  • 6W. L. Morris,O. Buck,H. L. Marcus. Fatigue crack initiation and early propagation in Al 2219-T851[J] 1976,Metallurgical Transactions A(7):1161~1165
  • 7J. Lankford,F. N. Kusenberger. Initiation of fatigue cracks in 4340 steel[J] 1973,Metallurgical Transactions(2):553~559
  • 8洪友士,吕永华,郑哲敏.一种等应力试样中的疲劳短裂纹行为[J].金属学报,1990,26(1). 被引量:6

共引文献44

同被引文献13

  • 1杨新辉,栾茂田,杨庆,叶祥记,樊成.简化脆性断裂裂尖模型及复合型断裂判据[J].大连理工大学学报,2005,45(5):712-716. 被引量:12
  • 2HUTCHINSON J W.singular behaviour at the end of a tensile crack in a hardening material[J].J Mech Phys Solids,1968,16:13-31.
  • 3RICE J R,ROSENGREN G F.Plane strain deformation near a crack-tip in a power-law hardening material[J].J Meeh Phys Solids,1968,16:1-12.
  • 4ATLURI S N,NISHIOKA T,NAKAGAKI M.Incremental path-independent integrals in inelastic and dynamic fracture mechanics[J].Engineering Fracture Mechanics,1984,20:209-244.
  • 5YUAN H,BROCKS W.Numerical investigations on the significance of J for large stable crack growth[J].Engineering Fracture Mechanics,1989,32:459-468.
  • 6YUAN H,BROCKS W.On the J-integral concept for elastic-plastic crack extension[J].Nuclear Engineering and Design,1991,131:157-173.
  • 7陈篪.论J积分和裂纹顶端张开位移间的关系.金属学报,1975,11(2):174-182.
  • 8BIOT M A.Mechanics of incremental deformation[M].New York:John Wiley & Sons Ine,1965.
  • 9高鑫,王汉功,康兴无.基于裂尖塑性区的复合材料复合型裂纹断裂准则[J].固体火箭技术,2009,32(1):83-86. 被引量:4
  • 10闫相桥.一个新的复合型断裂准则[J].哈尔滨工业大学学报,1998,30(4):121-124. 被引量:1

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