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Modelling dowel action of discrete reinforcing bars for finite element analysis of concrete structures

机译:为混凝土结构的有限元分析建模离散钢筋的销钉作用

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摘要

In the finite element analysis of reinforced concrete structures, discrete representation of the steel reinforcing bars is considered advantageous over smeared representation because of the more realistic modelling of their bond-slip behaviour. However, there is up to now limited research on how to simulate the dowel action of discrete reinforcing bars, which is an important component of shear transfer in cracked concrete structures. Herein, a numerical model for the dowel action of discrete reinforcing bars is developed. It features derivation of the dowel stiffness based on the beam-on-elastic-foundation theory and direct assemblage of the dowel stiffness matrix into the stiffness matrices of adjoining concrete elements. The dowel action model is incorporated in a nonlinear finite element program based on secant stiffness formulation and application to deep beams tested by others demonstrates that the incorporation of dowel action can improve the accuracy of the finite element analysis.
机译:在钢筋混凝土结构的有限元分析中,由于钢筋滑移行为的建模更加真实,因此,钢筋的离散表示优于拖尾表示。但是,关于如何模拟离散钢筋的销钉作用,目前的研究还很有限,这是破裂混凝土结构中剪切传递的重要组成部分。在此,建立了离散钢筋的销钉作用的数值模型。它具有基于弹性基础梁理论的销钉刚度推导功能,并将销钉刚度矩阵直接组装为相邻混凝土元素的刚度矩阵。基于正割刚度公式,将销钉作用模型合并到非线性有限元程序中,并应用到其他人测试的深梁中,证明了销钉作用的合并可以提高有限元分析的准确性。

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