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三维偶极胶体:非平衡结构与折返动力学

Dipolar colloids in three dimensions: non-equilibrium structure and re-entrant dynamics.

作者信息

Sakaï Nariaki, Skipper Katherine, Moore Fergus J, Russo John, Royall C Patrick

机构信息

Institut Langevin, ESPCI Paris, Université PSL, 75005 Paris, France.

H. H. Wills Physics Laboratory, University of Bristol, Bristol BS8 1TL, UK.

出版信息

Soft Matter. 2025 Jul 2;21(26):5204-5213. doi: 10.1039/d5sm00182j.

Abstract

Understanding of collective behaviour in active systems is massively enhanced by minimal models which nevertheless capture its essence. Active colloids, whose interactions can be tuned and accurately quantified provide a valuable realisation of suitable basic models in an experimental setting and may even mimic certain biological systems. Experimental work on active colloids is dominated by (quasi) two-dimensional systems, but rather less is known of 3D systems. Here we investigate a 3D experimental system of active colloids up to volume fractions of 0.5. The particles in our system are self-propelled in the lateral plane under an AC electric field using induced-charge electrophoresis. The field in addition induces an electric dipole, and the competition between activity and both steric and dipolar interactions gives rise to phase behaviour ranging from an active gas to a dynamic labyrinthine phase as well as tetragonal and hexagonal crystals at a high volume fraction. Intermediate volume fractions are characterised by two-dimensional sheets with large fluctuations reminiscent of active membranes. These active sheets break symmetry in a direction perpendicular to the applied field. Moreover, the relationship between electric field and the particle dynamics depends in a complex and unexpected manner upon the position in the state diagram.

摘要

通过能够捕捉其本质的最小模型,人们对活性系统中集体行为的理解得到了极大提升。活性胶体的相互作用可以被调节并精确量化,它在实验环境中为合适的基本模型提供了有价值的实现方式,甚至可能模拟某些生物系统。关于活性胶体的实验工作主要集中在(准)二维系统上,而对三维系统的了解则少得多。在此,我们研究了一个活性胶体的三维实验系统,其体积分数高达0.5。我们系统中的粒子在交流电场作用下,利用感应电荷电泳在横向平面内自行推进。该电场还会诱导出一个电偶极子,活性与空间位阻及偶极相互作用之间的竞争导致了从活性气体到动态迷宫相,以及在高体积分数下的四方晶体和六方晶体等相行为。中等体积分数的特征是具有大波动的二维薄片,这让人联想到活性膜。这些活性薄片在垂直于外加电场的方向上打破了对称性。此外,电场与粒子动力学之间的关系以一种复杂且意想不到的方式取决于状态图中的位置。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/ea7e/12150014/3d670ac38799/d5sm00182j-f1.jpg

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