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On the kinematics-wave motion of living particles in suspension

机译:悬浮物中活粒子的运动波运动

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摘要

This work presents theoretical and experimental analyses on the kinematics-wave motion of suspended active particles in a biological fluid. The fluid is an active suspension of nematodes immersed in a gel-like biological structure, moving at a low Reynolds number. The nematode chosen for the study is Caenorhabditis elegans. Its motion is subjected to the time reversibility of creeping flows. We investigate how this worm reacts to this reversibility condition in order to break the flow symmetry and move in the surrounding fluid. We show that the relationship between the length of an individual nematode and the wavelength of its motion is linear and can be fitted by a theoretical prediction proposed in this work. We provide a deep discussion regarding the propulsion mechanics based on a scaling analysis that identifies three major forces acting on an individual nematode. These forces are a viscous force, a yield stress force due to gelification of agar molecules in the gel-like medium, and a bending force associated with the muscular tension imposed by the nematodes in the medium. By the scalings, we identify the most relevant physical parameters of the nematode's motion. In order to examine and quantify the motion, dynamical system tools such as FFT are used in the present analysis. The motion characterization is performed by examining (or studying) two different populations: (i) in the absence of food with starving nematodes and (ii) with well-fed nematodes. In addition, several kinematic quantities of the head, center of mass, and tail for a sample of nematodes are also investigated: their slip velocities, wavelengths, trajectories, frequency spectra, and mean curvatures. The main findings of this work are the confirmation of a linear relationship between the nematode's physical length and its motion wavelength, the identification of secondary movements in high frequencies that helps breaking the time-reversibility in which the worms are bonded, and the observation and interpretation of a systematic difference between the individual motion of well-fed and starving nematodes.
机译:这项工作提出了对生物流体中悬浮的活性粒子运动学波运动的理论和实验分析。流体是线虫的活性悬浮液,浸没在凝胶状生物结构中,以低雷诺数运动。选择用于研究的线虫是秀丽隐杆线虫。它的运动受蠕变流时间可逆性的影响。我们研究了这种蠕虫如何对这种可逆性条件做出反应,以打破流动对称性并在周围流体中移动。我们表明,单个线虫的长度与其运动波长之间的关系是线性的,并且可以通过这项工作中提出的理论预测来拟合。我们基于比例分析对推进力学进行了深入讨论,该分析确定了作用在单个线虫上的三个主要力。这些力是粘性力,由于琼脂分子在凝胶状介质中的凝胶化而引起的屈服应力,以及与由线虫在介质中施加的肌肉张力相关的弯曲力。通过缩放比例,我们可以确定线虫运动最相关的物理参数。为了检查和量化运动,在本分析中使用了诸如FFT的动态系统工具。运动特征是通过检查(或研究)两个不同的种群来进行的:(i)在没有食物的情况下,饥饿的线虫和(ii)喂养良好的线虫。此外,还研究了线虫样品的头部,质心和尾部的几个运动学量:它们的滑移速度,波长,轨迹,频谱和平均曲率。这项工作的主要发现是确认线虫的物理长度与其运动波长之间的线性关系,识别高频率的次级运动,这有助于打破与蠕虫结合的时间可逆性,以及观察和解释。饱食和饥饿的线虫个体运动之间的系统差异

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