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A review of research and recent trends in analysis of composite plates

机译:复合板分析研究与近期趋势综述

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The use of advance composite materials is increasing in various industrial applications such as renewable energy, transportation, medical devices, etc. As the demand for stability under high mechanical, thermal, electrical and combined loads is increasing, research is being focused on developing newer types of composites and developing analytical and numerical methods to study composite plates as well. The present work is aimed to provide a comprehensive review of research in the structural analysis of composite plates along-with research trends in the last 15 years. The article first presents the evolution of plate theories comparing their formulations, applicability and discusses some key papers, results and conclusions. Evolution of research from the equivalent shear deformation theories (ESL) such as first order theory and higher order theories based on various shape strain functions e.g., polynomial, trigonometric to layer-wise, zigzag and displacement potential theories is presented. The comparative analysis of various solution approaches is done based on a review of research work in the structural analysis of plates. This is followed by review of meshless analysis methods for composite materials highlighting problem domains where conventional finite element analysis (FEA) approach has limitations. This article also presents a discussion on the new methods of plate analysis such as region-by-region modeling, hierarchic modeling and mixed FE and neural network based modeling. An attempt has been done in this article to focus on research trends in the last 15 years.
机译:在各种工业应用中使用先进复合材料,如可再生能源,运输,医疗设备等。随着在高机械,热电,电气和组合负载下的稳定性需求增加,研究正在关注开发新型类型复合材料及开发分析与数值方法研究复合板。目前的工作旨在为过去15年来提供对综合板结构分析的研究综合审查。本文首先介绍了平板理论的演变,比较其配方,适用性和讨论一些关键论文,结果和结论。基于各种形状应变函数的等效剪切变形理论(ESL)等等效剪切变形理论(ESL)的进展,提出了多项式菌株函数的第一订单理论和高阶理论。,提出了多项式,三角,Zigzag和位移潜在理论。各种解决方案方法的比较分析是基于对板结构分析研究工作的综述。随后审查复合材料的无丝石分析方法,突出显示常规有限元分析(FEA)方法具有局限性的问题域。本文还讨论了逐区建模,层次建模和混合FE和神经网络的建模等新的板分析方法。在本文中已经尝试过,专注于过去15年的研究趋势。

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