辅助
刚度
结构工程
有限元法
材料科学
维数(图论)
明星(博弈论)
还原(数学)
计算机科学
拓扑(电路)
复合材料
数学
几何学
数学分析
工程类
组合数学
纯数学
作者
Yuheng Liu,Linlong Peng,Zhenghong Li,Haibao Lu,Dongwei Shu
标识
DOI:10.1142/s1758825122500983
摘要
With the development of 3D printing technology, programmable auxetic structures have attracted extensive attention due to their designable and abnormally mechanical properties. In this study, we design a 3D printed programmable auxetic star-like structures using number of layers [Formula: see text], per-layer dimension reduction ratio [Formula: see text] and spatial programming of unit cells to achieve a simultaneous optimization of load carrying capacity and auxetic property. Effects of layers [Formula: see text] and dimension reduction ratio [Formula: see text] on the mechanical and Poisson’s ratio behaviors of the 3D printed auxetic star-like structures are investigated by finite element method and verified by experiments. Finally, the unit cell spatial programming is designed and analyzed to avoid buckling and rotation, while increasing the load carrying capacity and auxetic property in a coordinated way. This study is expected to provide a design guideline for meta-star-like structure with both high load carrying capacity and auxetic property via a novel nonuniform stiffness structure design.
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