非周期图
材料科学
韧性
灾难性故障
断裂韧性
结构工程
压力(语言学)
抗压强度
变形(气象学)
压缩(物理)
断裂(地质)
损伤容限
超材料
复合材料
数学
复合数
工程类
语言学
哲学
组合数学
光电子学
作者
Xinxin Wang,Xinwei Li,Zhendong Li,Zhonggang Wang,Wei Zhai
出处
期刊:Small
[Wiley]
日期:2024-01-06
卷期号:20 (23)
被引量:23
标识
DOI:10.1002/smll.202307369
摘要
Abstract Characterized by periodic cellular unit cells, microlattices offer exceptional potential as lightweight and robust materials. However, their inherent periodicity poses the risk of catastrophic global failure. To address this limitation, a novel approach, that is to introduce microlattices composed of aperiodic unit cells inspired by Einstein's tile, where the orientation of cells never repeats in the same orientation is proposed. Experiments and simulations are conducted to validate the concept by comparing compressive responses of the aperiodic microlattices with those of common periodic microlattices. Indeed, the microlattices exhibit stable and progressive compressive deformation, contrasting with catastrophic fracture of periodic structures. At the same relative density, the microlattices outperform the periodic ones, exhibiting fracture strain, energy absorption, crushing stress efficiency, and smoothness coefficients at least 830%, 300%, 130%, and 160% higher, respectively. These improvements can be attributed to aperiodicity, where diverse failure thresholds exist locally due to varying strut angles and contact modes during compression. This effectively prevents both global fracture and abrupt stress drops. Furthermore, the aperiodic microlattice exhibits good damage tolerance with excellent deformation recoverability, retaining 76% ultimate stress post‐recovery at 30% compressive strain. Overall, a novel concept of adopting aperiodic cell arrangements to achieve damage‐tolerant microlattice metamaterials is presented.
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