研究新闻

IF 0.7 Q3 CRYSTALLOGRAPHY Liquid Crystals Today Pub Date : 2019-07-03 DOI:10.1080/1358314X.2019.1693104
M. Nagaraj
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引用次数: 0

摘要

非平衡系统的模式形成是多种多样的。在过去的几年里,研究主动向列式中流体动力模式的性质一直是人们感兴趣的一个话题。Sokolov等人研究了环状排列游动细菌的动力学。研究表明,在活性物质体系中,活动性、弹性和几何结构的相互作用导致了良好的模式形成和对动力结构和输运现象的精细控制。他们报告了弯曲条纹的出现,这是一种活动引起的液晶引导场波动,在高局部曲率区域。比较了两种实验几何形状的速度、弛豫率和涡度等参数;挂珠附在玻璃载玻片上的垂坠水滴,并悬挂在细丝之间的独立薄膜中流体力学模拟用于解释弯曲条纹的起源。比较了加张应力对流体动力流动的影响及其对导向场和局部曲率时间演化的影响。不稳定模式被视为引入了一个强的各向异性的角度分布的新出现的拓扑缺陷。
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Research news
Pattern formation in out-of-equilibrium systems is diverse. Examining the nature of hydrodynamic patterns in active nematics has been a topic of interest for the past couple of years. Sokolov et al. investigate the dynamics of circularly aligned swimming bacteria. They show that in an active matter system the interplay of activity, elasticity and geometry leads to a wellcontrolled pattern formation and finer control of dynamic structures and transport phenomena. They report the emergence of bend stripes, an activityinduced undulations of the liquid crystal director field, in areas of high local curvature. Parameters such as velocity, relaxation rate and vorticity are compared for two experimental geometries; a pendant drop attached to a glass slide and in a thin free-standing film suspended between filaments. Hydrodynamic simulations are used to explain the origin of bend stripes. The effect of adding an extensile active stress on the hydrodynamic flows and its implications on the time evolution of the director field and the local curvature are compared. The instability patterns are seen to introduce a strong anisotropy to the angular distribution of emerging topological defects.
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来源期刊
Liquid Crystals Today
Liquid Crystals Today CRYSTALLOGRAPHY-
CiteScore
2.80
自引率
0.00%
发文量
19
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