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Symmetric shear banding and swarming vortices in bacterial superfluids

机译:细菌超流体中的对称剪切带和群涡

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摘要

Bacterial suspensions—a premier example of active fluids—show an unusual response to shear stresses. Instead of increasing the viscosity of the suspending fluid, the emergent collective motions of swimming bacteria can turn a suspension into a superfluid with zero apparent viscosity. Although the existence of active superfluids has been demonstrated in bulk rheological measurements, the microscopic origin and dynamics of such an exotic phase have not been experimentally probed. Here, using high-speed confocal rheometry, we study the dynamics of concentrated bacterial suspensions under simple planar shear. We find that bacterial superfluids under shear exhibit unusual symmetric shear bands, defying the conventional wisdom on shear banding of complex fluids, where the formation of steady shear bands necessarily breaks the symmetry of unsheared samples. We propose a simple hydrodynamic model based on the local stress balance and the ergodic sampling of nonequilibrium shear configurations, which quantitatively describes the observed symmetric shear-banding structure. The model also successfully predicts various interesting features of swarming vortices in stationary bacterial suspensions. Our study provides insights into the physical properties of collective swarming in active fluids and illustrates their profound influences on transport processes.
机译:细菌悬浮液(活性流体的一个典型例子)对剪切应力表现出不同寻常的响应。代替增加悬浮液的粘度,游泳细菌出现的集体运动可以将悬浮液变成表观粘度为零的超流体。尽管已在整体流变学测量中证明了活性超流体的存在,但尚未通过实验探索这种奇异相的微观起源和动力学。在这里,使用高速共聚焦流变仪,我们研究了简单平面剪切作用下浓缩细菌悬浮液的动力学。我们发现剪切作用下的细菌超流体表现出不同寻常的对称剪切带,这违背了关于复杂流体剪切带的传统观点,在这种情况下,稳定剪切带的形成必然会破坏未剪切样品的对称性。我们提出了一个基于局部应力平衡和非平衡剪切构造的遍历采样的简单流体力学模型,定量地描述了观察到的对称剪切带结构。该模型还成功地预测了固定细菌悬液中蜂群的各种有趣特征。我们的研究提供了对活性流体中集体蜂群物理特性的见解,并阐明了它们对运输过程的深远影响。

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