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钢筋混凝土三维多向固定裂缝本构模型 被引量:2

3-D fixed multi-directional crack model for reinforced concrete structure
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摘要 为了研究钢筋混凝土结构在复杂荷载作用下裂缝间存在的交互作用,用三维数值分析方法模拟了裂缝交叉特性。采用有限元中弥散裂缝概念,建立了三维多向固定裂缝模型。进行了本构关系检验和试验验证。结果表明:该模型能够分析钢筋混凝土结构多向裂缝问题。通过正六边形截面梁构件变换加载面和加载方式试验,研究分析了裂缝空间交叉的相互影响作用。将三维多向固定裂缝模型应用于上述试验的结果表明:该模型能够较好地分析钢筋混凝土结构三维多向开裂及裂缝交叉扩展过程。 The mechanics of multi-directional cracks was analyzed to study the interactions between different direction cracks occurring at same location in reinforced concrete structures subjected to complex loadings. A 3-D fixed multi-directional crack model was developed and verified through constitutive model tests and simulations. Reinforced concrete beam experiments.using regular hexagonal cross section beams were used to study the mechanics of the multi-directional cracking. The 3-D cracks crossed each other as the loadings were applied on different surfaces and at different locations on the reinforced concrete beams. Numerical simulations of these tests were studied using the model. Simulations show that the entire tests including the crack growth and bearing capacity can be accurately analyzed by the model.
作者 韩涛 安雪晖
出处 《清华大学学报(自然科学版)》 EI CAS CSCD 北大核心 2008年第6期947-950,共4页 Journal of Tsinghua University(Science and Technology)
基金 国家自然科学基金资助项目(50309006)
关键词 钢筋混凝土结构 多向裂缝 三维本构模型 非线性有限元 reinforced concrete structure multi-directional crack,3-D constitutive model nonlinear finite element
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  • 1Tsuchiya T, Ichikawa K, Maekawa K. Response analysis of RC pier subjected to cyclic loading of torsion and bending morment/ shear force [C]//Proceedings of Japan Concrete Institute. Tokyo : Japan Concrete Institute, 2000 : 103 - 108.
  • 2Pimanmas A, Maekawa K. Influence of pre cracking on reinforced concrete behavior in shear [J]. J Mater Conc Struct and Pavements, 2001, 50(669) : 227 - 291.
  • 3Maekawa K, Pimanmas A, Okamura H. Nonlinear mechanics of reinforced concrete [M]. London and New York : Spon Press, 2003.
  • 4Fukuura N, Maekawa K. Multi-directional crack model for in-plane reinforced concrete under reversed cyclic actions-4 way fixed crack formulation and verification [C]//Computational Modeling of Concrete Structures (Euro-C). Badgastein, Austria, 1998.
  • 5Pimanmas A, Maekawa K. Numerical simulation of failure path formation and crack sequence in RC with full and local shear anisotropy [J]. J Mater Conc Struct and Pavements, 2001, 52(683): 157-171.
  • 6Fukuura N, Maekawa K. Spatially averaged constitutive law for reinforced concrete in-plane elements with non-orthogonal cracking as far as 4-way directions [J]. J Mater Conc Struct and Pavements, 1999, 45(634): 177-195.

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