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首页> 外文期刊>Journal of computational and theoretical nanoscience >Comparative Analysis on Classical Laminated Plate Theory and Higher Order Lamination Plate Theory for Cross-Ply FRP Composite Structures
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Comparative Analysis on Classical Laminated Plate Theory and Higher Order Lamination Plate Theory for Cross-Ply FRP Composite Structures

机译:古典层压板理论与高阶层压板理论对跨层FRP复合结构的比较分析

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Composite structures play a vital role now-a-days in various applications as the alternative for various parts. While a composite structure is subjected to loading conditions, at yield point it will get broken. But, the upper and lower layers will start to fail before the attainmentof yield point itself because of the laminated structure of composites. Therefore, it is essential to concentrate on the prediction of stress acting at the free edges of composite structures while being loaded. Traditionally, Classical Laminated Plate Theory (CLPT) is being used to predictthe stress induced in composites. But for the purpose of avoiding the complication in the analytical formulations, the effects of some minor modes have been ignored with some assumptions in the formulation of CLPT. Because of this reason, we cannot obtain the exact result using CLPT. So asto get the accurate stress value acting in between the layers and at the free edge of the composite structure, a newly developed Higher Order Lamination Plate Theory (HLPT) has been used. In HLPT formulation, a significant minor mode known to be warping deformation mode has been additionallyconsidered. But, as CLPT is being traditionally used in the stress analysis of composite structures, an attempt is made in this work to know and show the improved accuracy of HLPT over CLPT by considering cross ply E-Glass Fiber Reinforced Composite structure (FRP). Experimental results havebeen considered as the standard values for this analysis.
机译:复合结构现在在各种应用中发挥重要作用,作为各种部分的替代方案。虽然复合结构受到装载条件,但在屈服点处会被破裂。但是,由于复合材料的层压结构,上层和下层将开始失效。因此,必须集中在装载时在复合结构的自由边缘作用的应力预测。传统上,古典层压板理论(ClPT)用于预测复合材料中诱导的应力。但是为了避免分析制剂中的并发症,忽略了一些小型模式的影响,在Clpt的制剂中存在一些假设。由于这个原因,我们无法使用CLPT获得确切的结果。因此,Asto获得了在层间和复合结构的自由边缘的精确应力值,已经使用了新开发的高阶层压板理论(HLPT)。在HLPT制剂中,已另外考虑已知是翘曲变形模式的显着的次要模式。但是,由于Clpt传统上用于复合结构的应力分析,在这项工作中尝试通过考虑交叉帘布层E-玻璃纤维增​​强复合结构(FRP)来了解并展示HLPT对CLPT的提高精度。已经认为实验结果被认为是该分析的标准值。

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