Numerical calculation of bent reinforced concrete elements of rectangular section in the Abaqus software

V. Rimshin, P. Amelin
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引用次数: 0

Abstract

The calculation of building structures to a large extent began to be performed using automated software systems based on the finite element method. An urgent issue of the widespread use of this type of calculation is the accuracy of the calculation results in comparison with experimental data. In this study, by numerical simulation using the Abaqus software package, the stress-strain state of a bent reinforced concrete element of a rectangular cross section is investigated. Numerical modeling of the element is performed by volumetric finite elements, taking into account the non-linear (actual) state diagram of concrete, described by the model of plastic fracture of concrete with damage (CDP). Reinforcement is specified by rod finite elements, with a combination of elastic properties and metal plasticity model. The loading of the beam element in the model is performed statically with the application of concentrated forces at the centers of the thirds of the design span. As a result of the finite element calculation, the distribution of stresses in concrete and reinforcement according to Mises, deformations of finite elements along the main axes, as well as a model of concrete damage with increasing load were obtained. The obtained results showed a high convergence with the experimental data of testing beams for bending along a normal section, which allows using this algorithm for automated finite element analysis in the design of bending reinforced concrete structures.
Abaqus软件中矩形截面钢筋混凝土弯曲单元的数值计算
建筑结构的计算在很大程度上开始采用基于有限元法的自动化软件系统进行。这种计算方法广泛应用的一个紧迫问题是计算结果与实验数据比较的准确性。本文采用Abaqus软件进行数值模拟,研究了矩形截面钢筋混凝土弯曲构件的应力-应变状态。考虑到混凝土的非线性(实际)状态图,采用混凝土损伤塑性断裂模型(CDP)对该单元进行了数值模拟。钢筋采用杆有限元法,结合弹性特性和金属塑性模型。模型中梁单元的加载是静力的,在设计跨度的三分之一的中心施加集中力。通过有限元计算,得到了混凝土和钢筋内部应力的Mises分布,有限元沿主轴方向的变形,以及混凝土随荷载增加的损伤模型。所得结果与沿正截面弯曲试验梁的实验数据具有较高的收敛性,可用于钢筋混凝土结构弯曲设计的自动化有限元分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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18 weeks
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