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浅析CTOD和J积分的关系 被引量:1

Relationship between the CTOD and the J Integral
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摘要 推导了CTOD和J积分的关系,并且从试验角度利用三点弯曲试样进行CTOD试验,根据ASTM E1820对GB/T 21143—2014中公式34进行了评价,研究表明,在小屈服范围内,采用裂纹嘴张开位移可以同时得到CTOD和J积分,从而可以简化J积分的试验装置。 The relationship between CTOD and J integral were derivated. The formulas 34 of GB/T 21143-2014 was evaluated based on the ASTM E1820-2015 using the CTOD experiments of the three-point bending specimens. It showed that in a small yield range,the CTOD and J integral could be obtained at the same time using the crack opening displacement,which could simplify the experimental equipment for J integral.
作者 周峰峦 郭震
出处 《物理测试》 CAS 2017年第3期52-54,共3页 Physics Examination and Testing
关键词 J积分 CTOD 小屈服 J integral CTOD small yield range
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  • 1杨大鹏,赵耀.弹塑性疲劳微弯裂纹尖端塑性区问题[J].应用力学学报,2007,24(4):578-583. 被引量:1
  • 2[1]Sumpter J G. Jc Determination for shallow notchwelded bend specimens[J]. Fatigue Fracture Engng Mat. Structures,1987,10(6):479-493.
  • 3[2]Leggatt M A,Gordon J R. 3D elastic-plastic finite element analysis for CTOD and J in SENB, SENAB and SENT specimen geometries[J]. Shallow Crack Fracture Mechanics,1992,6(5):72-88.
  • 4[3]Wang Y Y,Gordon J. The limits of applicability of J and CTOD estimation procedures for shallow cracked SENB specimens[J]. Shallow Crack Fracture Mechanics,1992,6(6):101-125.
  • 5[4]Kirk M T,Dodds R H Jr.J and CTOD estimation equations for shallow cracks in single edge notch bend specimens[J].Testing Eval,1993,21:228-238.
  • 6[5]Dawes M G,Pisarski H G,Squirrel S J. Fracture mechanics tests on welded joints[J]. Nonlinear Fracture Mechanics,1989,2:191-213.
  • 7British Standards Institution.BS7448 Part1:1991.Fracture Mechanics Toughness Test[S].
  • 8Rice J R.A Path Independent Integral and the Approximate Analysis of Strain Concentration by Notches and Cracks[J].J.Appl.Mech.,1968,135:379-386.
  • 9ASTM.E1820-1999a:Standard Test Mechod for Measurement of Fracture Mechanics Toughness[S].
  • 10刘鸿文.材料力学[M].北京:高等教育出版社,1998..

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