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Applications of finite element modelling in failure analysis of laminated glass composites: A review

机译:有限元建模在夹层玻璃复合材料故障分析中的应用:综述

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摘要

The subject of the paper is modelling of complex damage behaviour of laminated glass, which is a sandwiched polymer composite. Last 20 years have witnessed extensive growth in computational modelling of complex nonlinear behaviour of laminated glass panels with viscoelastic interlayers. Present review article is an attempt to highlight applications of finite element approach in failure analysis of laminated glasses. Evolution of modelling theories such as equivalent single layer theories, layerwise theories and zig-zag models have been presented to insight the fundamental concepts used in modelling. Finite element techniques such as erosion, cohesive zone and extended finite element methods available in FE packages are briefly reviewed alongwith material models for glass and interlayer. The systematic growth in FE models in numerical simulation of human head impact on windshields and blast loading is specifically presented. Finite element models have been proposed as useful guides to engineers for fabrication of laminated glasses with more realistic data to be used in real world situations without going for expensive and time consuming experimental set ups. Overall 223 research articles have been included exhibiting the research performed in context of laminated glass.
机译:本文的主题是层压玻璃复杂损伤行为的建模,其是夹层聚合物复合材料。过去20年目睹了用粘弹性层间叠层玻璃面板复杂非线性行为的计算建模的广泛增长。目前审查文章试图突出有限元方法在夹层眼镜的故障分析中突出显示的应用。已经提出了诸如等同的单层理论,层状理论和Zig-Zag模型等相同的单层理论,层状理论和Zig-Zag模型的演变,以了解建模中使用的基本概念。有限元技术,如侵蚀,粘性区和延长的有限元方法,可简要介绍玻璃和中间层的材料模型。具体提出了对挡风玻璃和喷砂荷载作用的数值模拟Fe模型中的系统增长。已经提出了有限元模型作为用于制造层压眼镜的工程师的有用导游,以便在现实世界情况下使用更现实的数据而不用于昂贵且耗时的实验设置UPS。总体而言,已经包括223个研究制品,其表现出在层压玻璃背景下进行的研究。

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