Plasticity Based Nonlinear Finite Element Analysis of Steel Fiber Reinforced Concrete Beams

Marwan Al Saman, M. A. Çankaya
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Abstract

In this study, a blind simulation was carried out to predict the response of full-scale steel fiber-reinforced concrete beams (SFRC) subjected to four-point bending. For this purpose, an experimental study was selected from the literature. Bending tests of two beam specimens with prismatic geometry of 300x500x4400 and 150x250x2000 mm were simulated using the non-linear finite element (NLFE) code ABAQUS/Explicit [1]. In the full-scale numerical models, concrete, and steel rebars were discretized in space by eight-node reduced integration linear brick elements (C3D8R) and linear beam elements (B31), respectively. Additionally, concrete damage plasticity (CDP) constitutive model was adopted for concrete and the stress-strain relationship of steel reinforcements was established based on the piecewise functions given in Turkish Building Earthquake Code (TBEC) 2018 [2]. The embedded element technique was used to establish a perfect bond between concrete brick elements and steel reinforcement beam elements. Therefore, concrete elements were selected to be host elements while steel reinforcement was embedded in the host material. Support conditions and loading plates were explicitly modeled using eight-node brick element (C3D8R) as rectangular prisms. The interaction between the plates and beam specimen was provided by tie constraint. Results from the numerical analyses included load-displacement curve and crack pattern variables which are considered to verify the experimental results.
基于塑性的钢纤维混凝土梁非线性有限元分析
在这项研究中,进行了盲模拟,以预测全尺寸钢纤维混凝土梁(SFRC)在四点弯曲下的响应。为此,我们从文献中选择了一项实验研究。采用非线性有限元软件ABAQUS/Explicit[1]对300x500x4400和150x250x2000 mm两种柱形几何梁试件进行了弯曲试验模拟。在全尺寸数值模型中,混凝土和钢筋分别通过八节点简化积分线性砖单元(C3D8R)和线性梁单元(B31)在空间上离散化。采用混凝土损伤塑性(CDP)本构模型,根据土耳其建筑地震规范(TBEC) 2018[2]给出的分段函数,建立钢筋的应力-应变关系。采用嵌入单元技术在混凝土砖单元和钢筋梁单元之间建立了良好的粘结。因此,选择混凝土单元作为主体单元,在主体材料中嵌入钢筋。采用八节点砖单元(C3D8R)作为矩形棱镜,对支承条件和荷载板进行了显式建模。板与梁试件之间的相互作用由约束提供。数值分析结果考虑了荷载-位移曲线和裂纹模式变量,验证了试验结果。
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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