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利用序贯超材料的可变性实现理想的减震效果。

Harnessing plasticity in sequential metamaterials for ideal shock absorption.

机构信息

Institute of Physics, Universiteit van Amsterdam, Amsterdam, The Netherlands.

Tata Steel Nederland, IJmuiden, The Netherlands.

出版信息

Nature. 2024 Oct;634(8035):842-847. doi: 10.1038/s41586-024-08037-0. Epub 2024 Oct 16.

DOI:10.1038/s41586-024-08037-0
PMID:39415014
Abstract

Mechanical metamaterials exhibit interesting properties such as high stiffness at low density, enhanced energy absorption, shape morphing, sequential deformations, auxeticity and robust waveguiding. Until now, metamaterial design has primarily relied on geometry, and materials nonlinearities such as viscoelasticity, fracture and plasticity have been largely left out of the design rationale. In fact, plastic deformations have been traditionally seen as a failure mode and thereby carefully avoided. Here we embrace plasticity instead and discover a delicate balance between plasticity and buckling instability, which we term 'yield buckling'. We exploit yield buckling to design metamaterials that buckle sequentially in an arbitrary large sequence of steps whilst keeping a load-bearing capacity. We make use of sequential yield buckling to create metamaterials that combine stiffness and dissipation-two properties that are usually incompatible-and that can be used several times. Hence, our metamaterials exhibit superior shock-absorption performance. Our findings add plasticity to the metamaterial toolbox and make mechanical metamaterials a burgeoning technology with serious potential for mass production.

摘要

机械超材料表现出有趣的性质,如低密度下的高刚度、增强的能量吸收、形状变形、顺序变形、负泊松比和稳健的波导。到目前为止,超材料的设计主要依赖于几何形状,而材料的非线性,如粘弹性、断裂和塑性,在很大程度上被排除在设计原理之外。事实上,塑性变形传统上被视为一种失效模式,因此被小心地避免。在这里,我们接受塑性变形,并发现了一个在塑性变形和屈曲不稳定性之间的微妙平衡,我们称之为“屈服屈曲”。我们利用屈服屈曲来设计超材料,这些超材料可以在任意大的步序中顺序屈曲,同时保持承载能力。我们利用顺序屈服屈曲来制造超材料,这些超材料结合了刚度和耗散——通常是不相容的两种性质——并且可以重复使用多次。因此,我们的超材料表现出优异的吸能性能。我们的发现为超材料工具包增添了塑性,并使机械超材料成为一种具有大规模生产潜力的新兴技术。

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Shell buckling for programmable metafluids.可编程超流体制备的贝壳状结构。
Nature. 2024 Apr;628(8008):545-550. doi: 10.1038/s41586-024-07163-z. Epub 2024 Apr 3.
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Diffusive kinks turn kirigami into machines.扩散扭结将折纸变成机器。
Nat Commun. 2024 Feb 10;15(1):1255. doi: 10.1038/s41467-024-45602-7.
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Emergent nonlocal combinatorial design rules for multimodal metamaterials.用于多模态超材料的紧急非局部组合设计规则。
Phys Rev E. 2023 Dec;108(6-2):065002. doi: 10.1103/PhysRevE.108.065002.
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Mechanical metamaterials and beyond.机械超材料及其他。
Nat Commun. 2023 Sep 26;14(1):6004. doi: 10.1038/s41467-023-41679-8.
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Multistable sheets with rewritable patterns for switchable shape-morphing.具有可重写图案的多稳态薄片,用于可切换的形状变形。
Nature. 2023 Sep;621(7979):516-520. doi: 10.1038/s41586-023-06353-5. Epub 2023 Sep 20.
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Counting and Sequential Information Processing in Mechanical Metamaterials.机械超材料中的计数和顺序信息处理。
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Machine Learning of Implicit Combinatorial Rules in Mechanical Metamaterials.机器学习在机械超材料中的隐组合规则。
Phys Rev Lett. 2022 Nov 4;129(19):198003. doi: 10.1103/PhysRevLett.129.198003.