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钢筋混凝土圆柱正截面受弯承载力计算方法研究

Analysis on calculation method for normal section flexural capacity of reinforced concrete circular columns

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【作者】 顾冬生吴刚吴智深

【Author】 Gu Dongsheng~(1,2),Wu Gang~2,Wu Zhishen~2(1 College of Environmental and Civil Engineering,Jiangnan University,Wuxi 214122,China;2 Key Laboratory of Concrete and Pre-stressed Concrete Structures of the Ministry of Education,Southeast University,Nanjing 210096,China)

【机构】 江南大学环境与土木工程学院东南大学混凝土及预应力混凝土结构教育部重点实验室

【摘要】 确定截面受压区对应圆心角2απ是钢筋混凝土圆柱正截面受弯承载力计算的关键问题。运用数值计算方法对α变化规律进行研究,结果表明轴压比和纵筋配筋特征值是影响α的两个主要因素。α随轴压比增加呈线性增加,同时纵筋配筋特征值对α和轴压比的线性关系也有显著影响。根据数值计算的结果进行回归,提出了用轴压比和纵筋配筋特征值直接表达的α计算公式,计算结果和数值计算结果吻合很好。在此基础上根据规范公式对正截面受弯承载力进行计算,数值计算结果和试验结果比较发现,在低轴压下规范公式计算结果偏于不安全。建议了正截面受弯承载力计算的新方法,计算结果精度较高,并且克服了规范公式在低轴压下偏于不安全的不足。

【Abstract】 The determination of the central angle,2απ,corresponding to compression zone is the key problem to calculate the flexural capacity of normal section of reinforced concrete circular columns.Numerical analysis was carried out to analyze the rule of α.The results show that the axial compression ratio and longitudinal reinforcement eigenvalue are the two main parameters which significantly influence α.The numerical analysis results show that α increases linearly with the increase of axial compression ratio,and longitudinal reinforcement eigenvalue can influence this linear relationship.Based on the regression of the numerical analysis results,the computing formula of α is established,in which axial compression ratio and longitudinal reinforcement eigenvalue are the only two parameters.It is found that the calculated flexural capacity from formula provided in the code is significantly larger than the numerical results and test results when the axial compression ratio is low.In order to overcome this deficiency,a new method is proposed to calculate flexural capacity,and the calculated results agree well with the numerical results.

【基金】 国家“937”计划项目(2007CB714200);国家自然科学基金(50608015,50908102);江苏省自然科学基金(BK2009483)
  • 【文献出处】 建筑结构 ,Building Structure , 编辑部邮箱 ,2010年10期
  • 【分类号】TU375.3
  • 【被引频次】3
  • 【下载频次】344
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