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精子在麦克斯韦流体中的游动

Swimming of Spermatozoa in a Maxwell Fluid.

作者信息

Omori Toshihiro, Ishikawa Takuji

机构信息

Department of Finemechanics, Graduate School of Engineering, Tohoku University, Sendai 980-8579, Japan.

出版信息

Micromachines (Basel). 2019 Jan 24;10(2):78. doi: 10.3390/mi10020078.

Abstract

It has been suggested that the swimming mechanism used by spermatozoa could be adopted for self-propelled micro-robots in small environments and potentially applied to biomedical engineering. Mammalian sperm cells must swim through a viscoelastic mucus layer to find the egg cell. Thus, understanding how sperm cells swim through viscoelastic liquids is significant not only for physiology, but also for the design of micro-robots. In this paper, we developed a numerical model of a sperm cell in a linear Maxwell fluid based on the boundary element slender-body theory coupling method. The viscoelastic properties were characterized by the Deborah number (), and we found that, under the prescribed waveform, the swimming speed decayed with the Deborah number in the small- regime ( < 1.0). The swimming efficiency was independent of the Deborah number, and the decrease in the swimming speed was not significantly affected by the wave pattern.

摘要

有人提出,精子所使用的游动机制可被用于小型环境中自行推进的微型机器人,并有可能应用于生物医学工程。哺乳动物的精子细胞必须游过一层粘弹性黏液层才能找到卵细胞。因此,了解精子细胞如何在粘弹性液体中游动不仅对生理学具有重要意义,对微型机器人的设计也很重要。在本文中,我们基于边界元细长体理论耦合方法,开发了一个精子细胞在线性麦克斯韦流体中的数值模型。粘弹性特性由德博拉数()表征,我们发现,在规定波形下,在小德博拉数范围(<1.0)内,游动速度随德博拉数衰减。游动效率与德博拉数无关,游动速度的降低不受波形的显著影响。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/fa7e/6412255/eb9835a34811/micromachines-10-00078-g001.jpg

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