近表面安装CFRP筋对钢筋混凝土梁抗弯加固的有限元分析

Aaditya Agrahari, Jayaprakash J
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摘要

由于年岁的增加和恶劣的环境条件,今天的大多数站立结构已经恶化或濒临恶化。正是由于这个原因,这些结构需要升级或更换。使用近表面安装(NSM)纤维增强聚合物(FRP)棒进行加固,现在已经成为一种有前途的技术,通过增加其抗弯强度来加强钢筋混凝土构件。本研究旨在通过有限元(FE)软件ABAQUS对NSM技术在RC梁抗弯加固中的效率进行数值研究,并评估混凝土强度、FRP棒的嵌入长度、FRP棒的填充材料和提供的FRP棒数量等变量的影响。首先通过与文献中未加固梁的实验研究进行比较,证实了有限元模型的有效性。然后,将验证的模型应用于NSM技术加固的钢筋混凝土梁的数值模拟。报告了开裂弯矩、钢屈服弯矩、极限弯矩和破坏时挠度的数值计算结果,并对各变量的影响进行了评价。有限元分析结果表明,NSM FRP棒加固RC梁的抗弯承载力较对照梁显著提高,而加固后的梁在破坏时的跨中挠度较对照梁减小。
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Finite Element Analysis of Flexural Strengthening of Reinforced Concrete Beams Using Near-Surface Mounted CFRP Rebars
Most of the standing structures today have already deteriorated or are on the verge of deterioration due to an increase in their age and harsh environmental conditions. For this very reason, the structures are in need of being upgraded or replaced. Retrofitting using near-surface mounted (NSM) fiber-reinforced polymer (FRP) rods has now emerged as a promising technique for strengthening the reinforced concrete members by increasing their flexural strength. This study aims to numerically investigate the efficiency of the NSM technique for flexural strengthening of RC beams by using finite element (FE) software, ABAQUS, and also evaluate the impact of variables such as concrete strength, embedded length of FRP rods, filler material used for the FRP rods, and the number of FRP rods provided. Validation of the finite element model was confirmed by first making a comparison with the experimental study presented in the literature for an un-strengthened beam. Thereafter, the validated model was used to simulate reinforced concrete beams strengthened with the NSM technique. The numerical results of the cracking moment, steel yielding moment, ultimate bending moment, and deflection at failure were reported and the impact of the variables was evaluated. The FE analysis results indicated that for the RC beams strengthened with NSM FRP rods, the flexural capacity significantly increased compared to the control beam, while the mid-span deflections of strengthened beams at failure decreased compared to the control beam.
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