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Analysis Of In-plane Elastic Modulus For A Hexagonal Honeycomb Core: Effect Of Core Height And Proposed Analytical Method

机译:六边形蜂窝芯的面内弹性模量分析:芯高的影响和拟议的分析方法

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摘要

In this study, the effect of height h of a hexagonal honeycomb core on the elastic modulus was studied by using numerical results of finite element method (FEM). The cell walls of a honeycomb subjected to in-plane loading are deformed in the height direction due to the effect of Poisson's ratio. Since these deformations differ between adjacent cell walls if they are not joined along their common edge, the in-plane stiffness should be analyzed in three-dimensions to ensure that deformations in the height direction are considered. In addition, it is shown that the elastic modulus of honeycomb core is independent of height under the plane strain condition. Based on this, an equation is proposed that can be used to calculate the elastic modulus in the direction of the vertical cell wall E_2 from the elastic moduli under the plane strain condition. The validity of this equation was verified by the results of a FEM analysis.
机译:在这项研究中,通过使用有限元方法(FEM)的数值结果研究了六角形蜂窝状芯的高度h对弹性模量的影响。由于泊松比的影响,承受面内载荷的蜂窝的孔道壁在高度方向上变形。如果相邻单元格壁未沿其公共边缘连接,则这些变形会有所不同,因此应从三维角度分析平面内刚度,以确保考虑到高度方向的变形。另外,表明在平面应变条件下蜂窝芯的弹性模量与高度无关。基于此,提出了一个方程,该方程可用于根据平面应变条件下的弹性模量计算垂直单元壁E_2方向的弹性模量。有限元分析的结果验证了该方程的有效性。

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