辅助
材料科学
有限元法
均质化(气候)
模数
复合材料
边值问题
超弹性材料
剪切模量
格子(音乐)
周期边界条件
复合数
机械
结构工程
数学
数学分析
物理
工程类
生物多样性
生态学
生物
声学
作者
Frédéric Albertini,Justin Dirrenberger,Cyrille Sollogoub,Tobias Maconachie,Martin Leary,Andrey Molotnikov
标识
DOI:10.1016/j.addma.2021.102351
摘要
In this work, the influence of a compliant hyperelastic polymeric phase infiltrated inside stiff auxetic lattices is studied through experimental and numerical approaches. Samples were fabricated using material jetting technology (MJT). The design principle mimics examples of biological materials which combine stiff and compliant materials to attain high superior mechanical properties exceeding the rule of mixtures of both constituent. Two negative Poisson's ratio lattice designs are considered, namely Hexaround and Warmuth cell. Their effective elasto-mechanical properties are investigated through finite element method (FEM) using a homogenization strategy with periodic boundary conditions. A comparison of mechanical properties between lattices and composite lattices, for multiple lattice/matrix volume fractions is discussed and numerical models are validated through a series of compression tests. Results suggest that filling lattices could increase Young's modulus, peak stress, plateau stress and delayed densification of the lattice, hence improving both specific energy absorption (SEA) and absorption efficiency of the considered architectured materials. The improvements are attributed to the presence of the matrix acting as a structural support, modifying lattice failure mode from layerwise to shear band breaking. These results expand the design principles for new energy absorption devices based on architectured materials.
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