Effect of honeycomb cell geometry on compressive properties: Finite element analysis and experimental verification

C. Baumgart , T. Halle , C. Weigelt , L. Krüger , C.G. Aneziris
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引用次数: 8

Abstract

Metallic cellular materials are characterized by a low specific weight and a high energy absorption capability, which make them promising for application in devices of the transportation industry in order to meet the requirements of a reduced fuel consumption and carbon dioxide output. This intention necessitates the evaluation of material performance under several load conditions. Investigations have shown that the out-of-plane properties with regard to specific energy absorption (SEA) capability of high-density steel honeycomb structures with square-celled profile are outstanding while the potential under in-plane conditions is distinctly lower. Therefore, FEM-based numerical analyses are conducted by the use of ABAQUS-software to investigate the influence of cell geometry. The results reveal an enhancement of absorbable energy in in-plane direction by applying an ordered sequence of hexagons and triangles, the so-called Kagome geometry. Comparative quasi-static compression tests serve to verify the FE-analysis. The obtained results are discussed with respect to strength level and achieved SEA capability in dependence of the cell geometry and load condition.

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蜂窝单元几何形状对压缩性能的影响:有限元分析与实验验证
金属蜂窝材料具有低比重和高能量吸收能力的特点,这使得它们在交通运输行业的设备中有很大的应用前景,以满足降低燃料消耗和二氧化碳排放量的要求。这种意图需要评估材料在几种载荷条件下的性能。研究表明,方阵型高密度钢蜂窝结构的面外比能吸收性能突出,而面内比能吸收潜力明显较低。因此,利用abaqus软件进行基于有限元的数值分析,研究细胞几何形状的影响。结果表明,通过应用有序的六边形和三角形序列,即所谓的Kagome几何,可以增强平面内方向的可吸收能量。比较准静态压缩试验验证了有限元分析的正确性。所得结果讨论了强度水平和实现SEA能力与单元几何形状和载荷条件的关系。
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