非线性系统
材料科学
超材料
工作(物理)
极限(数学)
计算机科学
纳米技术
结构工程
机械工程
工程类
物理
光电子学
数学
量子力学
数学分析
作者
Nicolas Herard,Zijun Wang,Raja Annapooranan,Kai Qian,Po-Hsun Chiu,Bradley D. Lawrence,Latha Nataraj,Todd Henry,Shengqiang Cai,Nicholas Boechler
标识
DOI:10.1016/j.matdes.2023.112432
摘要
Many active materials have properties that make them challenging to design with or limit their utility, including having combinations of nonlinear, viscous, slow, or small responses. In this work, we show that by designing metamaterial unit cells that have separately active and, specifically geometrically nonlinear, passive elements, many of these drawbacks can be mitigated and enhanced performance enabled (specifically, large, rapid, and resettable shape change). This separation between active and passive elements is advantageous, in that the complex active materials can be assigned only where needed, with the simplest geometries and functions. The use of geometric nonlinearity in passive elements is helpful as it provides mechanisms for augmented performance and further simplifies the role of the active elements. While all elements of the microstructural motifs used herein have been previously seen elsewhere, we suggest that the contribution provided here is a conceptual design approach that may be used more broadly for enabling new types of high-performing, stimuli-responsive metamaterials.
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