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FINITE ELEMENT ANALYSIS OF SHEAR CRITICAL FRP REINFORCED CONCRETE BEAMS

机译:剪力FRP筋混凝土梁的有限元分析。

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This paper presents the results of a nonlinear finite element (FE) investigation of shear criticalGFRP reinforced concrete beams without transverse reinforcement. The non-linear analysis wasconducted to predict the complete load-deflection behaviour, ductility and ultimate capacity. Two differentfinite element code; namely ABAQUS and ADINA, were used in modelling the beams. To model thebehaviour of FRP reinforced concrete beams, the post cracking behaviour of concrete (tension stiffening)needs to be defined properly. This is carried out through a parametric study using different parameterssuch as shear span to depth ratio, depth of beam, and reinforcement ratio. Three dimensional (3D) solidelements were used to model the concrete. In the analysis, nonlinear stress-strain behaviour of concreteand linear stress-strain behaviour of FRP bars were used. The numerical models presented in this paperadopt a displacement–controlled solution. The predicted results from the FE analysis were compared withthe experimental results and a good agreement in terms of the ultimate load carrying capacities, load–deflection behaviours and modes of failures were observed.
机译:本文介绍了剪切临界的非线性有限元(FE)研究的结果 GFRP钢筋混凝土梁,无横筋。非线性分析为 进行预测载荷-挠度的完整行为,延展性和极限承载力。两种不同 有限元代码ABAQUS和ADINA用于对梁进行建模。建模 FRP增强混凝土梁的性能,混凝土的后开裂性能(拉伸刚度) 需要正确定义。这是通过使用不同参数的参数研究完成的 例如剪切跨度与深度之比,梁的深度和钢筋之比。三维(3D)实体 元素用于对混凝土进行建模。在分析中,混凝土的非线性应力-应变特性 并采用FRP筋的线性应力-应变行为。本文提出的数值模型 采用位移控制的解决方案。有限元分析的预测结果与 实验结果和关于最终承载能力,负载的良好协议– 观察到挠曲行为和破坏模式。

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