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顶底角钢连接的初始刚度和极限承载力计算 被引量:9

Calculation of initial stiffness and ultimate bearing capacity of top-and-seat angle connections
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摘要 在顶底角钢连接的三参数幂函数模型中,求解初始刚度的传统方法是将顶角钢假定为悬臂梁模型,但这一假定与试验及有限元分析结果有出入。根据顶底角钢连接破坏时的塑性铰分布规律,提出了符合顶角钢实际受力状态和变形特征的刚架模型,并推导了顶底角钢连接初始刚度和极限承载力的解析表达式。 In three parameter power models of top-and-seat angle connections, the cantilever beam assumption model for top angle is made in the traditional method to determine the initial stiffness of the semi-rigid connection. However, the assumption is discrepancy with experiment and finite element method analysis. A frame model is raised, based on the distributing orderliness of plastic hinges which is consistent with the actural load carrying state and distortion character of the top angle, and the analytic expressions of initial stiffness and ultimate bearing capacity are derived.
出处 《建筑结构》 CSCD 北大核心 2009年第9期91-93,共3页 Building Structure
关键词 顶底角钢连接 半刚性 初始刚度 极限承载力 top-and-seat angle connections semi-rigid initial stiffness ultimate bearing capacity
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参考文献4

  • 1Eurocode 3 : Design of Steel Structures--Part 1-8 : Design of Joints[ S]. EN1993-1-8:2005.
  • 2陈惠发 周绥平.钢框架稳定设计[M].上海:世界图书出版社,1999..
  • 3XU YANGHUI, et al. Experiment Beam-column Connections Part Ⅱ: and Analysis of Bolted Semi-rigid 3-D Finite Element Analysis of the Cormections Using Angles [ C]//Mazzolani, ed. Behaviour of Steel Structures in Seismic Area. Rotterdam: balkema, 2000 : 207 -214.
  • 4DRUCKER D C. The effect of shear on the plastic bending of beams[J]. Journal of Applied Mecchanics, ASME, 23(4):509-514.

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