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Complex fluids affect low-Reynolds number locomotion in a kinematic-dependent manner

机译:复杂流体以运动学依赖的方式影响低雷诺数运动

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In order to improve our understanding of the self-propulsion of swimming microorganisms in viscoelastic fluids, we study experimentally the locomotion of three artificial macro-scale swimmers in Newtonian and synthetic Boger fluids. Each swimmer is made of a rigid head and a tail whose dynamics leads to viscous propulsion. By considering three different kinematics of the tail (helical rigid, planar flexible, and helical flexible) in the same fluid, we demonstrate experimentally that the impact of viscoelasticity on the locomotion speed of the swimmers depends crucially on the kinematics of the tails. Specifically, rigid helical swimmers see no change in their swimming speed, swimmers with planar rod-like flexible tails always swim faster, while those with flexible ribbon-like tails undergoing helical deformation go systematically slower. Our study points to a subtle interplay between tail deformation, actuation, and viscoelastic stresses, and is relevant to the three-dimensional dynamics of flagellated cells in non-Newtonian fluids.
机译:为了增进我们对粘弹性体中游泳微生物自我推进的理解,我们通过实验研究了三种人工大尺度游泳者在牛顿流体和合成Boger流体中的运动。每个游泳者都由坚硬的头部和尾巴组成,其动力导致粘性推进。通过考虑同一流体中尾巴的三种不同运动学特性(螺旋刚性,平面柔性和螺旋柔性),我们通过实验证明了粘弹性对游泳者运动速度的影响主要取决于尾部的运动特性。具体来说,刚性螺旋形游泳者的游泳速度没有变化,杆形柔性尾巴呈平面状的游泳者总是游得更快,而带状柔性尾巴呈螺旋形变形的游泳者则系统地变慢。我们的研究指出了尾巴变形,驱动和粘弹性应力之间的微妙相互作用,并且与非牛顿流体中鞭毛细胞的三维动力学有关。

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