蜂窝铝芯的弹性模量和材料效率分析

ELASTIC MODULI AND MATERIAL EFFICIENCY OF ALUMINUM HONEYCOMB CORES

  • 摘要: 考虑共面载荷作用时薄壁蜂窝铝孔壁的弯曲、伸缩和剪切变形,基于Timoshenko粱理论精确推导出了其共面弹性模量的计算公式,并利用壳单元设计了利用蜂窝铝特征单元来求共异面弹性模量的有限元方法. 对厂家提供的两种蜂窝样品分别利用理论和有限元法进行了计算,计算结果和实验数据相吻合,证明理论公式和有限元法的正确性. 最后就结构参数对蜂窝铝各弹性模量相关材料效率的影响规律进行了分析.

     

    Abstract: With bending, shear and tension deformations being considered in thethin-walled beams within aluminum honeycomb cores under in-plane loadings, theanalytical formulas for the in-plane elastic moduli of the aluminum honeycombcores are derived based on Timoshenko beam theory. The finite elementsimulation methods for calculating these moduli for a representativeunit cell are proposed based on shell elements. The calculations on theelastic moduli of two kinds of aluminum honeycomb coresare carried out, respectively, by using the theoretical andfinite element methods. The agreement between the calculated results andthe experimental data has verified thetheoretical formulas and finite element simulation method.Finally, the effects of aluminum honeycomb cores' configuration parameterson their material efficiency are analyzed.

     

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