小旋翼机
格子(音乐)
材料科学
屈曲
金刚石立方
聚合物
钻石
模数
最小曲面
变形(气象学)
弯曲
有限元法
弹性模量
晶体结构
复合材料
几何学
结晶学
数学
物理
热力学
共聚物
化学
声学
作者
Ian Maskery,Logan D. Sturm,Adedeji Aremu,Ajit Panesar,Christopher B. Williams,Christopher Tuck,Ricky D. Wildman,Ian Ashcroft,Richard Hague
出处
期刊:Polymer
[Elsevier BV]
日期:2018-09-01
卷期号:152: 62-71
被引量:345
标识
DOI:10.1016/j.polymer.2017.11.049
摘要
Three-dimensional lattices have applications across a range of fields including structural lightweighting, impact absorption and biomedicine. In this work, lattices based on triply periodic minimal surfaces were produced by polymer additive manufacturing and examined with a combination of experimental and computational methods. This investigation elucidates their deformation mechanisms and provides numerical parameters crucial in establishing relationships between their geometries and mechanical performance. Three types of lattice were examined, with one, known as the primitive lattice, being found to have a relative elastic modulus over twice as large as those of the other two. The deformation process of the primitive lattice was also considerably different from those of the other two, exhibiting strut stretching and buckling, while the gyroid and diamond lattices deformed in a bending dominated manner. Finite element predictions of the stress distributions in the lattices under compressive loading agreed with experimental observations. These results can be used to create better informed lattice designs for a range of mechanical and biomedical applications.
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