Guo Hongshuang, Li Kai, Priimagi Arri, Zeng Hao
Faculty of Engineering and Natural Sciences, Tampere University, P.O. Box 541, Tampere, FI-33101, Finland.
Department of Civil Engineering, Anhui Jianzhu University, Hefei, 230601, China.
Adv Mater. 2025 Jul;37(26):e2503519. doi: 10.1002/adma.202503519. Epub 2025 Apr 30.
In nature, the interplay between individual organisms often leads to the emergence of complex belabours, of which sophistication has been refined through millions of years of evolution. Synthetic materials research has focused on mimicking the natural complexity, e.g., by harnessing non-equilibrium states to drive self-assembly processes. However, it is highly challenging to understand the interaction dynamics between non-equilibrium entities and to obtain collective behavior that can arise autonomously through interaction. In this study, thermally fueled, twisted rings exhibiting self-sustained movements are used as fundamental units and their interactive behaviors and emergent functions are investigated. The rings are fabricated from connected thermoresponsive liquid crystal elastomers (LCEs) strips that undergo zero-elastic-energy-mode, autonomous motions upon a heat gradient. Single-ring structures with various twisting numbers and nontrivial links, and connected knots where several LCE rings (N = 2,3,4,5) are studied and linked. The observations uncover that controlled locomotion of the structures can emerge when N ≥ 3. The locomotion can be programmed by controlling the handedness at the connection points between the individual rings. These findings illustrate how group activity emerges from individual responsive material components through mechanical coupling, offering a model for programming autonomous locomotion in soft matter constructs.
在自然界中,个体生物体之间的相互作用常常导致复杂行为的出现,其复杂性经过数百万年的进化得以完善。合成材料研究一直致力于模仿这种自然复杂性,例如通过利用非平衡态来驱动自组装过程。然而,理解非平衡实体之间的相互作用动力学并获得通过相互作用能自主产生的集体行为极具挑战性。在本研究中,以呈现自我维持运动的热驱动扭曲环作为基本单元,并对其相互作用行为和涌现功能进行研究。这些环由相连的热响应液晶弹性体(LCE)条带制成,这些条带在热梯度作用下会经历零弹性能模式的自主运动。研究了具有不同扭曲数和非平凡链接的单环结构,以及几个LCE环(N = 2、3、4、5)相连的结。观察发现,当N≥3时,结构可以出现受控运动。通过控制各个环之间连接点的旋向,可以对运动进行编程。这些发现说明了群体活动是如何通过机械耦合从单个响应材料组件中涌现出来的,为在软物质结构中编程自主运动提供了一个模型。