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FRP-混凝土三点受弯梁损伤粘结模型有限元分析 被引量:8

NUMERICAL MODELING FOR COHESIVE FRACTURE OF FRP-CONCRETE BONDED INTERFACES IN THREE-POINT BEND BEAMS
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摘要 该文采用双线形损伤粘结模型研究带切口FRP-混凝土三点受弯梁(3PBB)I型加载下的界面断裂性能。通过有限元参数分析,详细讨论了界面粘结强度、界面粘结能、混凝土抗拉强度、混凝土断裂能对3PBB受力性能的影响。数值模拟表明,FRP-混凝土界面有两种破坏形式,包括FRP-混凝土界面的损伤脱粘和界面混凝土的损伤脱粘破坏,与实验所观察到的现象一致。两种破坏形式尽管在宏观上均表现为界面脱粘,但破坏机制却不同。FRP-混凝土界面的损伤粘结模型与混凝土的拉伸塑性损伤模型相结合,不但再现了3PBB的宏观力学性能,数值分析得到的荷载-位移曲线接近实验结果,而且还能详细展示FRP-混凝土界面的损伤、断裂破坏过程以及损伤在FRP-混凝土界面和界面混凝土之间的转移,能够预测构件的承载力,有助于界面优化设计,这是单纯以能量判据预测裂纹发展的经典断裂力学方法所无法做到的。 A bilinear damage cohesive zone model is used to simulate Mode-Ⅰ fracture of FRP-concrete bonded interfaces in three-point bending beam (3PBB) specimens. The relationships among the interface cohesive strength, the concrete tensile strength and the fracture energy are discussed in detail through a numerical finite element (FE) parametric study. The results of FE simulations show that there is a transition in the failure mechanism between the debonding of the FRP-concrete interface and the cracking in the interfacial concrete layer near the interface. Such a transition cannot be explained by a fracture-mechanics approach to the crack propagation which only uses an energy criterion for fracture. By combining a damage cohesive law model for the interface and a plastic-damage model for the concrete, the essential features of the transition in failure mechanism are captured. The cohesive damage models for the interface and the concrete combined with the numerical finite element simulation presented in this study can be used to analyze the interface fracture process, predict the load- carrying capacity and ductility, and optimize the interface design.
出处 《工程力学》 EI CSCD 北大核心 2008年第3期120-125,131,共7页 Engineering Mechanics
基金 美国国家科学基金项目(NSF:EHR-0090472)
关键词 断裂 有限元 3PBB 损伤粘结模型 FRP 混凝土 界面 fracture finite element 3PBB cohesive zone model FRP concrete interface
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参考文献12

  • 1Qiao P, Xu Y. Evaluation of fracture energy of composite bonded interfaces using, three-point bend tests [J]. Journal of Composites for Construction, 2004, 8(4): 352-359.
  • 2Barenblatt G I. The mathematical theory of equilibrium cracks in brittle fracture [J]. Advances in Applied Mechanics, 1962, 7: 55- 129.
  • 3Dugdale D S. Yielding of steel sheets containing slits [J]. Journal of Mechanics and Physics of Solids, 1960, 8: 100- 108.
  • 4Hillerborg A. Results of three comparative test series for determining the fracture energy GF of concrete [J]. Materials and Structures, 1985, 18: 407-413.
  • 5Allix O, Ladeveze P, Corigliano A. Damage analysis of interlaminar fracture specimens [J]. Composite Structures, 1995, 31: 61-74.
  • 6Tvergaard V. Hutchinson J W. The influence of plasticity on mixed mode interface toughness [J]. Journal of Mechanics and Physics of Solids, 1993, 41: 1119- 1135.
  • 7Needleman A. An analysis of tensile decohesion along aninterface [J]. Journal of Mechanics and Physics of Solids, 1990, 38: 289-324.
  • 8Mi Y, Crisfield M A. Analytical derivation of load/displacement relationships for mixed-mode delamination and comparison with finite element results [R]. London: Department of Aeronautics, Imperial College, 1996.
  • 9Schellekens J C J, de Borst R. On the numerical integration of interface elements [J]. International Journal for Numerical Methods in Engineering, 1993, 36: 43-66.
  • 10Daudeville L, Allix O, Ladeveze P. Delamination analysis by damage mechanics: Some applications [J]. Composites Engineering, 1995, 5(1): 17-24.

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