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Shear resisting mechanism and shear strength equation for full and open sandwich beams

机译:全开三明治梁剪切抗力机构和剪切强度方程

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The aim of this study is to eliminate the limitation of existing shear design equations and to send forth a complete set of rational as well as computationally efficient shear design equations. On this goal, a macro physical model, based on 2D nonlinear FEM analysis, for both open and full sandwich beams are developed which can clearly visualize the contributions of different parts of the beam in shear resisting mechanism, to develop a satisfactory correlation between the experimental and the analytical results. A series of analytical specimens in connection with experimental ones are analyzed by using 2D-FEM program and a complete set of shear strength equations are derived with the help of that proposed model. The equations for a full sandwich beam show a good agreement with experimental and analytical results, whereas equations for an open sandwich beam require further investigation to increase their level of accuracy and are not presented here.
机译:本研究的目的是消除现有剪切设计方程的限制,并发出一整套合理的以及计算有效的剪切设计方程。在此目的,开发了一种基于2D非线性有限元分析的宏观物理模型,用于开放和全夹层光束,这可以清楚地可视化光束在剪切抗性机构中的不同部分的贡献,以在实验之间产生令人满意的相关性和分析结果。通过使用2D-FEM程序分析与实验性的一系列分析样本进行分析,并在该建议的模型的帮助下导出一组完整的剪切强度方程。全三明治光束的方程展示了与实验和分析结果的良好一致性,而开放式夹层光束的方程则需要进一步调查以提高其准确性水平,并且在此没有呈现。

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