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论一般边界条件下的能量释放公式 被引量:1

ON THE FORMULAE OF ENERGY RELEASE UNDER GENERAL BOUNDARY CONDITIONS
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摘要 本文讨论了一般边界条件下裂缝扩展的能量释放,指出了此时运用力势概念所能导致的错误。然后,不加任何附加假设从整体进行能量积分,成功地直接严格证明了Sih与Liebowitz建议公式和Griffith公式,从而证明了Eftis在文[2]中否认Griffith公式而重新回到Griffith 1921年公式是错误的,也说明了文[3—5]等在推导中所采用的不十分严格的附加处理是不必要的。 This paper discusses the energy release of crack and cut in propagation under general boundary conditions and points out that the use of force potential can result in an error under these conditions. Then, from the global energy integration with no additional hypothesis, formulae by Griffith and by Sih and Liebowitz are proved strictly and directly. Therefore, it is proved that Eftis in ref. [2] refuted Griffith formula and returned to Griffith former formula in 1921 wrongly. And it is shown that the not very strict additional treatments in derivation of the formulae in ref. [3-5] etc. are not necessary.
作者 刘大安
机构地区 中南工业大学
出处 《力学学报》 EI CSCD 北大核心 1990年第2期252-256,共5页 Chinese Journal of Theoretical and Applied Mechanics
关键词 一般边界条件 裂缝 能量 释放 裂纹 general boundary conditions, energy release, Sih and Liebowitz suggested formula, Griffith formula, complex stress functions
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参考文献1

  • 1郝天护,固体力学学报,1981年,1卷,65页

同被引文献11

  • 1李洪升,王悦东,刘维波,王喜闻.冻土非线性临界应变能释放率的测试方法[J].铁道科学与工程学报,2007,4(1):53-57. 被引量:6
  • 2Jaeger JC,Cook NGW,Zimmerman RW. Fundamentals of Rock Mechanics[M].Malden:Blacwell Publishing Ltd,2007.
  • 3Unnikrishnan KP,Thachil ET. Toughening of epoxy resins[J].Designed Monomers and Polymers,2006,(02):129-152.doi:10.1163/156855506776382664.
  • 4Daamen WF,Veerkamp JH,van Hest JCM. Elastin as a biomaterial for tissue engineering[J].Biomaterials,2007.4378-4398.
  • 5Ewalds HL,Wanhill RJH. Fracture Mechanics[M].London:Edward Arnold Publishers Ltd,1984.
  • 6Anderson TL. Fracture Mechanics:Fundamentals and Applications[M].Boca Raton:crc Press,2005.
  • 7黄克智;余寿文.弹塑性断裂力学[M]北京:清华大学出版社,1983.
  • 8杨卫.宏微观断裂力学[M]北京:国防工业出版社,1995.
  • 9Treloar LRG. The Physics of Rubber Elasticity[M].New York:Oxford Univeristy Press,2005.
  • 10Price JM,Patitucci PJ,Fung YC. Mechanical properties of resting taenia coli smooth muscle[J].American Journal of Physiology-Cell Physiology,1979,(05):C211-C220.

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