期刊文献+

混凝土断裂问题的数学规划法解 被引量:1

SOLVING FRACTURE MECHANICS PROBLEMS OF CONCRETE BY MATHEMATICAL PROGRAMMING APPROACH
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摘要 基于混凝土裂缝前缘断裂过程区的应力场分析推导了虚裂缝模型的基本方程.根据混凝土材料的应变软化曲线或断裂能,应用数学规划法求解裂缝处于临界扩展状态时相应的断裂过程区尺寸以及外加荷载强度.本文的工作使虚裂缝模型在实际工程问题中的应用变得十分简便. Based on the study of stress field in the fracture process zone ahead of the crack tip of concrete, the basic equations of Fictitious Crack Model are established. A mathematical programming approach is suggested in this paper to solve these equations. For given strain softening diagram or fracture energy of the material, the length of the fracture process zone and the load carrying capacity corresponding to a given length of physical crack at the critical state of crack propagation can be evaluated analytically. Calculated results match fairly well with the experimental data. This approach makes the use of Fictitious Crack Model in solving practical engineering problems more easily and conveniently.
机构地区 大连理工大学
出处 《土木工程学报》 EI CSCD 北大核心 1995年第2期53-62,共10页 China Civil Engineering Journal
基金 国家自然科学基金资助项目
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参考文献4

  • 1周洪涛,硕士学位论文,1993年
  • 2高泉,博士学位论文,1992年
  • 3齐聪山,博士学位论文,1991年
  • 4徐世--,博士学位论文,1988年

同被引文献23

  • 1李庆斌,张楚汉,王光纶.用虚裂纹模型研究混凝土裂缝扩展的边界单元法[J].工程力学,1993,10(3):9-16. 被引量:5
  • 2王利民,徐世烺,赵熙强.考虑软化效应的黏聚裂纹张开位移分析[J].中国科学(G辑),2006,36(1):59-71. 被引量:21
  • 3徐世烺 赵国藩.混凝土断裂力学研究[M].大连:大连理工大学出版社,1991..
  • 4Bazant Z P. Concrete fracture models: testing andpractice [J]. Engineering Fracture Mechanics, 2002(69):165-205.
  • 5Muralidhara S, Raghu P B K, Eskandari H, et al. Fractureprocess zone size and true fracture energy of concreteusing acoustic emission [J]. Construction and BuildingMaterials, 2010, 24(4): 479-486.
  • 6Hillerborg A, Modeer M, Petersson P. Analysis of crackformation crack growth in concrete by means of fracturemechanics and finite elements [J]. Cement and ConcreteResearch, 1976, 6(6): 773-782.
  • 7Jin Z H, Sun C T. Cohesive fracture model based onnecking [J]. International Journal of Fracture, 2005(134):91-108.
  • 8Hillerborg A. Analysis of one single crack [M]. FractureMechanics of Concrete (Edited by Wittmann).Amsterdam: Elsevier Science Publishers, 1983: 223-249.
  • 9Carpinteri A, Corrado M, Paggi M. An integratedcohesive/overlapping crack model for the analysis offlexural cracking and crushing in RC beams [J].International Journal of Fracture, 2010(161): 161-173.
  • 10Planas J, Guinea G V, Elices M. Integral equationmethod for modelling cracking in concrete [M].Computational fracture mechanics in concretetechnology (Edited by Aliabadi M H, Carpinteri A),Southampton: WIT Press/Computational MechanicsPublications, 1999: 103-132.

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