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Numerical Simulation of FRP Retrofitted Masonry Wall by 3D Finite Element Analysis

机译:FRP砌体墙三维有限元数值模拟。

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This paper presents a simplified macro-mechanical models for both brick-mortar and brick-FRPrninterface in masonry wall. Model equations for Finite Element Analysis are chosen in such a wayrnthat only primary variable in those equations is the internal strain that comes from the incrementalrnstrain as input parameter during the loading steps of FEA. The interface is proposed as a zerornthickness plane element where the brick unit itself is of 20-nodes solid element and FRP as 8-nodesrnshell element. The model equations were derived from phenomenological concept of load-reactionrnfor masonry shear wall that can fully capture both the pre-peak and post-peak behavior of masonryrnwall. Model equations were carefully formulated for loading, unloading and reloading that can bernexperienced during the loading process. Modern concept of Elasto-Plastic and Fracture(EPF) modelrnfor non-linear plasticity is implemented in those equations for work-hardening behavior of thernconstituent materials and interface, where as the softening process itself was translated through nonlinearrnequations that conform some of the experimental stress-strain curve. Finally the results fromrnthe analysis are compared with the experimental data that are available on some authentic literaturesrnand they show good agreements. Some discrepancies were observed due to absence of sufficientrnexperimental clarity. After successful completion of the analytical part of this study, arncomprehensive experimental work of our own will be followed.
机译:本文提出了一种简化的砖混墙体砂浆和FRPrnr界面宏观力学模型。选择有限元分析模型方程的方式是,在有限元分析的加载步骤中,这些方程中只有主要变量是内部应变,该内部应变来自于作为输入参数的增量应变。该接口被提议为厚度为零的平面单元,其中砖单元本身为20节点的实心单元,而FRP为8节点的壳单元。模型方程式是从砌体剪力墙的荷载反应现象学概念导出的,该现象可以完全捕获砌体墙的峰前和峰后行为。为加载,卸载和重新加载精心设计了模型方程式,这在加载过程中可能会遇到。非线性塑性的弹塑性和断裂(EPF)模型的现代概念是在这些用于构成材料和界面的工作硬化行为的方程式中实现的,其中软化过程本身是通过符合某些实验应力的非线性方程式转换的,应变曲线。最后,将分析的结果与一些真实文献中提供的实验数据进行比较,它们显示出良好的一致性。由于缺乏足够的实验清晰度,观察到一些差异。成功完成本研究的分析部分后,将进行我们自己的综合实验工作。

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