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Critical buckling load of honeycomb sandwich panels reinforced by three- phase orthotropic skins enhanced by carbon nanotubes

机译:碳纳米管增强的三相正交各向异性蒙皮增强的蜂窝夹芯板的临界屈曲载荷

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摘要

The buckling analyses illustrated in this research aim to provide useful results for the design and application of sandwich plates with a honeycomb core and three-phase orthotropic skins, which are reinforced by both carbon nanotubes (CNTs) and straight oriented fibers. A multiscale approach is developed to this aim, which is based on the Eshelby-Mori-Tanaka scheme and the Hahn homogenization technique. The outcomes are presented in terms of critical buckling loads for different boundary conditions, lamination schemes, fiber orientation and mass fraction of CNTs, in order to prove that all these elements represent fundamental design parameters in the analysis, manufacturing and behavior of these sandwich plates. The theoretical framework is based on the Reissner-Mindlin theory for laminated plates and on the von Karman hypothesis as far as the nonlinear terms are concerned. The kinematic model includes the Murakami's function to deal with such peculiar mechanical configurations, which is required to capture the zig-zag effect due to the different mechanical properties of the core and the external skins. The numerical approach and the theoretical methodology are validated by means of the comparison with the experimental and the theoretical results available in the literature.
机译:这项研究中说明的屈曲分析旨在为具有蜂窝状芯和三相正交各向异性蒙皮的夹层板的设计和应用提供有用的结果,这些夹层板由碳纳米管(CNT)和直取向纤维增强。为此,开发了一种基于Eshelby-Mori-Tanaka方案和Hahn均质化技术的多尺度方法。结果针对不同边界条件,层压方案,CNT的纤维取向和质量分数的临界屈曲载荷表示,以证明所有这些元素代表了这些夹心板的分析,制造和性能中的基本设计参数。该理论框架基于有关叠层板的Reissner-Mindlin理论以及关于非线性项的von Karman假设。运动模型包括村上的功能来处理这种特殊的机械结构,由于核心和外部蒙皮的机械性能不同,捕获运动的曲折效应是必需的。通过与文献中的实验结果和理论结果进行比较,验证了数值方法和理论方法的有效性。

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