结(造纸)
机器人
计算机科学
拓扑(电路)
网络拓扑
联轴节(管道)
刚度(电磁)
动能
下降(航空)
锤子
过程(计算)
等价(形式语言)
冗余(工程)
斯图尔特站台
液晶
空格(标点符号)
粒度
数学
弹性体
曲率
纽结理论
能量(信号处理)
各向异性
消散
壳体(结构)
算法
刚度
基础(拓扑)
楔形(几何)
作者
Yaoye Hong,Weixuan Liu,Yinding Chi,Antonio Proctor Martinez,Bingzhi He,Ziyun Zhang,Kunyu Wang,Alexander Y. Wang,Lihua Jin,Shu Yang
出处
期刊:Science
[American Association for the Advancement of Science]
日期:2026-04-23
卷期号:392 (6796): 401-405
标识
DOI:10.1126/science.aed0434
摘要
Miniature leaping robots are desired to perform fast, programmable, and versatile motions. In this study, we present our approach for harnessing the impulsive unknotting process triggered upon heating millimeter-sized knots made from Kevlar-reinforced liquid crystal elastomer (LCE) composite fibers. The LCE shell with twisted mesogens undergoes torsional deformation, generating an actuation force that overcomes friction, converting the stored elastic energy into kinetic energy for launching tall and rapid leaps with diverse posttakeoff motions depending on the knot topology. By manipulating the bending-twisting coupling and the unknotting numbers, we realize flipping, spinning, and sequential gymnastic in-air motions. We further program posttakeoff flight, including self-return and vertical descent by integrating a wing. Encoding topology and anisotropy provides a rich design space to program soft robots for rapid, agile, and highly efficient motions.
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