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Application Research on Transformed Section Method in Stress Redistribution Deduced by Creep in Concrete Beam Reinforced with FRP

机译:用FRP加固混凝土梁蠕变推导出转化截面方法的应用研究

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For un-cracked reinforced concrete beam with FRP, the adjusted effective modulus theory (AEMM theory) is applied and the calculation method of internal force and stress redistribution of various materials under creep is given with the transformed section method. A comparative analysis is carried out from height change of the concrete beams, reinforcement ratio, FRP layers and the initial stress. The stress of the bars and FRP will increase over time and the degree of increase will be more obvious with the height of the beam and the reinforcement increased, but the concrete stress will be reduced accordingly. The conclusion plays an important role for the performance evaluation of the long-term stress and deformation of concrete beam reinforced with FRP.
机译:对于具有FRP的未破裂的钢筋混凝土梁,采用调整后的有效模量理论(AEMM理论),并通过转化的部分方法给出了蠕变下各种材料的内力和应力再分布的计算方法。从混凝土梁,增强率,FRP层和初始应力的高度变化进行比较分析。酒吧和FRP的应力随着时间的推移而增加,并且随着梁的高度和增强的高度增加,增加的程度会更加明显,但是混凝土应力将相应地减少。结论起着具有FRP加固了混凝土梁的长期应力和变形性能的重要作用。

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