期刊文献+

An estimation of stress intensity factor in a clamped SE(T) specimen through numerical simulation and experimental verification:case of FCGR of AISI H11 tool steel 被引量:4

An estimation of stress intensity factor in a clamped SE(T) specimen through numerical simulation and experimental verification:case of FCGR of AISI H11 tool steel
原文传递
导出
摘要 A finite element analysis of stress intensity factors (KI) in clamped SE(T)c specimens (dog bone profile) is presented. A J-integral approach is used to calculate the values of stress intensity factors valid for 0.125≤a/W≤0.625. A detailed comparison is made with the work of other researchers on rectangular specimens. Different boundary conditions are explored to best describe the real conditions in the laboratory. A sensitivity study is also presented to explore the effects of variation in specimen position in the grips of the testing machine. Finally the numerically calculated SIF is used to determine an FCGR curve for AISI Hll tool steel on SE(T)c specimens and compared with C(T) specimen of the same material. A finite element analysis of stress intensity factors (KI) in clamped SE(T)c specimens (dog bone profile) is presented. A J-integral approach is used to calculate the values of stress intensity factors valid for 0.125≤a/W≤0.625. A detailed comparison is made with the work of other researchers on rectangular specimens. Different boundary conditions are explored to best describe the real conditions in the laboratory. A sensitivity study is also presented to explore the effects of variation in specimen position in the grips of the testing machine. Finally the numerically calculated SIF is used to determine an FCGR curve for AISI Hll tool steel on SE(T)c specimens and compared with C(T) specimen of the same material.
出处 《Acta Metallurgica Sinica(English Letters)》 SCIE EI CAS CSCD 2012年第4期307-319,共13页 金属学报(英文版)
关键词 Fatigue crack propagation Stress intensity factor J-INTEGRAL Paris law Fatigue crack propagation Stress intensity factor J-Integral Paris law
  • 相关文献

参考文献10

  • 1R. John,B. Rigling.Effect of Height to Width Ratio on K and CMOD Solutions for a Single Edge Cracked Geometry with Clamped Ends[].Engineering Fracture Mechanics.1998
  • 2Cravero S,Ruggieri C.Estimation procedure of J-resistance curves for SE(T) fracture specimens using unloading compliance[].Engineering Fracture Mechanics.2007
  • 3Courtin S,Gardin C,Bezine G,Hamouda H B Hadj.Advantages of the J-integral approach for calculation stress intesnsity factors when using the commercial finite element software ABAQUS[].Engineering Fracture Mechanics.2005
  • 4Barsoum RS.On the use of isoparametric finite elements in linear fracture mechanics[].International Journal for Numerical Methods in Engineering.1976
  • 5Rice,J. R. Journal of Applied Mechanics . 1968
  • 6M. Shah,C. Mabru,C. Boher,S. Leroux,F. Rezai-Aria. Advances in Engineering Materials . 2009
  • 7M. Shah,C. Mabru,C. Boher,S. Leroux,F. Rezai-Aria. Tool Steels . 2009
  • 8M.S. Chiodo,S. Cravero,C. Ruggieri.Stress Intensity Factors for SE (T) Specimens[].Technical Report BT-PNV- Faculty of EngineeringUniversity of Sao Paulo.2006
  • 9D.R.J. Owen,A.J. Fawkes. Engineering Fracture Mechanics . 1983
  • 10K. Hibbit,I. Sorensen.ABAQUS Users’’ Manual,Version 6.5[]..2002

同被引文献12

  • 1Wang Y H,Cheung Y K,Woo C W.The stress intensity factor of a crack emanating from a circular hole in a finite plate by boundary collocation method[J].International Journal of Fracture,1990,43(2):97-108.
  • 2Lai J,Schijve J.The stress intensity factor and stress concentration for a finite plate with a single crack emanating from a hole[J].Engineering Fracture Mechanics,1990,36(4):619-630.
  • 3Lai J B,Zhang X,Schijve J.An investingation of a hole-edge crack problem by a combined complex variable and least square method[J].Engineering Fracture Mechanics,1991,39(4):713-737.
  • 4Wu X R,Carlsson A J.Weight functions and stress intensity factor solutions[M].Oxford:Pergamon Press,1991:264-268.
  • 5Reji J,Stephen G K,David A J,et al.Weight function for a single edge cracked geometry with clamped ends[J].International Journal of Fracture,1995,72(2):145-158.
  • 6Jones I S.A wide range weight function for a single edge cracked geometry with clamped ends[J].International Journal of Fracture,1998,89(1):1-18.
  • 7Reji J,Brian R.Effect of height to width ratio on and COMD solutions for a single edge cracked geometry with clamped ends[J].Engineering Fracture Mechanics,1998,60(2):147-156.
  • 8Wang X,Lambert S B.Semi-elliptical surface cracks in finite-thickness plates with built-in ends(I):Stress intensity factor solutions[J].Engineering Fracture Mechanics,2001,68(16):1723-1741.
  • 9Ewalds H L,Wanhill R J H.断裂力学[M].朱永昌,浦素云,译.北京:北京航空航天大学出版社,1988:9-11.
  • 10邢永明,戴福隆,杨卫FML.Experimental study about nano-deformation field near quasi-cleavage crack tip[J].Science China Mathematics,2000,43(9):963-968. 被引量:10

引证文献4

二级引证文献8

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部