期刊文献+

方孔分支裂纹的一种边界元分析 被引量:1

Boundary element analysis of branching cracks emanating from a square hole
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摘要 方孔分支裂纹是一个很复杂裂纹问题.本文利用笔者最近提出的边界元方法来研究内部压力作用下方孔分支裂纹问题.数值算例与文献报道的结果进行比较,发现这种数值方法无论对无限大板还是对有限大板中复杂裂纹的应力强度因子计算都非常有效.另外本文报道的方孔分支裂纹的应力强度因子数值结果可以揭示裂纹体几何对应力强度因子的影响. Branching cracks emanating from a square hole is a very complicated problem. In this paper, an analysis of branching cracks emanating from a square hole subjected to the internal pressure is made by means of a boundary element method presented recently by the author. Numerical examples are given and compared with those in literature. It is found that the numerical approach is very effective and accurate for calculating the stress intensity factors of complex cracks either in an infinite plate or in a finite plate. Moreover, the numerical results reported here can reveal the effect of the cracked body geometry on the stress intensity factors.
作者 闫相桥
出处 《哈尔滨工业大学学报》 EI CAS CSCD 北大核心 2008年第7期1085-1088,共4页 Journal of Harbin Institute of Technology
关键词 裂纹 应力强度因子 边界元 裂尖单元 crack stress intensity factor boundary element crack-tip element
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参考文献9

  • 1BOWIE O L. Analysis of an infinite plate containing radial cracks originating at the boundary of an internal circular hole [J]. J Math Phys, 1956, 35:60 -71.
  • 2NEWMAN J C. An improved method of collocation for the stress analysis of cracked plates with various shaped boundaries[ R]. NASA TN, D -6376, 1971:1 -45.
  • 3MURAKAMI Y. A method of stress intensity factor calculation for the crack emanating from an arbitrarily shaped hole or the crack in the vicinity of an arbitrarily shape hole [ J]. Trans Japan Soc Mech Engrs, 1978, 44 (378) :423 - 432.
  • 4TWEED J, ROOKE D P. The distribution of stress near the tip of a radial crack at the edge of a circular hole [J]. Int J Eng Sci, 1973, 11:1185 -1195.
  • 5ISIDA M, NAKAMURA Y. Edge cracks originating from an elliptical hole in a wide plate subjected to tension and in-plane shear [ J ]. Trans Japan Soc Mech Engrs, 1980, 46 : 947 - 956.
  • 6CROUCH S L, STARFIELD A M. Boundary Element Method in Solid Mechanics, with Application in Rock Mechanics and Geological Mechanics[J]. George Allen & Unwin, 1983, 6:189 -236.
  • 7YAN Xiang-qiao. A crack tip displacement discontinuity element [ J ]. Mechanics Research Communications, 2004,31 (6) : 651 - 659.
  • 8YAN Xiang-qiao. Analysis of the interference effect of arbitrary multiple parabolic cracks in plane elasticity by using a new boundary element method [ J ]. Computer Methods in Applied Mechanics and Engineering, 2003, 192 (47-48): 5099-5121.
  • 9MURAKAMI Y. Stress Intensity Factors Handbook [ M]. New York:Pergamon Press, 1987.

同被引文献11

  • 1KRAJEWSKI W.Numerical modeling of the electric field in HV substations[J].IEE Proceedings-Science,Measurement and Technology,2004,151(4):267-272.
  • 2NISHIMURA N,LIU Yijun.Thermal analysis of carbon-annotate composites using a rigid-line inclusion model by the boundary integral equation method[J].ComputMech,2004,35:1-10.
  • 3NISHIMURA N.Fast multi-pole accelerated boundary integral equation methods[J].Appl Mech Rev,2002,55(4):299-324.
  • 4NISHIMURA N,YOSHIDA K,KOBAYASHI S.A fast multipole boundary integral equation method for crack problems in 3D[J].Engineering Analysis with Boundary Elements,1999,23(1):97-105.
  • 5CHEW W C,CHAO H Y,CUI T J,et al.Fast integral equation solvers in computational electromagnetics of complex structures[J].Engineering Analysis with Boundary Elements,2003,27(8):803-823.
  • 6LIU Yijun,NISHIMURA N,OTANI Y.Large-scale modeling of carbon-nanotube composites by the boundary element method based on a rigid-inclusion model[J].Comput Mater Sci,2005,34:173-187.
  • 7LIU Yijun,NISHIMURA N,OTANI Y,et al.A fast boundary element method for the analysis of fiber-reinforced composites based on arigid-inclusion model[J].Journal of Applied Mechanics,2005,72(1):115-128.
  • 8GREENGARD L F.The Rapid Evaluation of Potential Fields in Particle Systems[M].Cambridge:The MIT Press,1988.
  • 9]YOSHIDA K,NISH IMURA N,KOBAYASHI S.Application of new fast multipole boundary integral equation method to crack problem s in 3D[J].Engineering Analysis with Boundary Elements,2001,27(4/5):239-247.
  • 10赵莹,王晓明,刘璐,刘宏.等离子体断路开关工作仿真及特性分析[J].电机与控制学报,2008,12(3):266-270. 被引量:2

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