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被动中性粒细胞快速流入一根4微米的移液管并测量细胞质粘度。

Rapid flow of passive neutrophils into a 4 microns pipet and measurement of cytoplasmic viscosity.

作者信息

Needham D, Hochmuth R M

机构信息

Department of Mechanical Engineering and Materials Science, Duke University, Durham, NC 27706.

出版信息

J Biomech Eng. 1990 Aug;112(3):269-76. doi: 10.1115/1.2891184.

DOI:10.1115/1.2891184
PMID:2214708
Abstract

Neutrophils from five different individuals are isolated with a density separation technique. A total of 151 unactivated (passive) cells are rapidly aspirated at constant suction pressure and at room temperature into a pipet with a diameter of 4 microns. The suction pressures in excess of an initial yield threshold are 0.5, 1 and 2 kPa and are comparable to those encountered in the microcirculation. These pressures are well in excess of the small suction pressure of approximately 20 Pa that is required to form a static hemispherical bump on the cell. At a given aspiration pressure, the leading edge of an individual cell is "tracked" as it flows into the pipet. A theory based on the flow of a Newtonian liquid from either a hemisphere or a spherical segment into a cylinder is used to model the entry process. Both theory and experiment show that during most of the entry process the leading edge of the cell moves at a nearly constant velocity with a rapid acceleration at the end. For cells from five different individuals at the three different excess aspiration pressures, Newtonian theory gives a cytoplasmic viscosity of 135 +/- 54 Pa.s and overall entry times of 3.3s (0.5 kPa), 1.6s (1 kPa) and 0.82s (2 kPa). These results and those of Evans and Yeung at lower aspiration pressures indicate that the complex cytoplasm inside unactivated neutrophils behaves as a nearly Newtonian fluid with a viscosity on the order of 10(2) Pa.s over almost a two order of magnitude range in aspiration pressure and, thus, rate of deformation.

摘要

采用密度分离技术从五个不同个体中分离出中性粒细胞。在室温下,以恒定的抽吸压力将总共151个未激活(被动)的细胞快速吸入直径为4微米的移液管中。超过初始产量阈值的抽吸压力分别为0.5、1和2 kPa,与微循环中遇到的压力相当。这些压力远高于在细胞上形成静态半球形凸起所需的约20 Pa的小抽吸压力。在给定的抽吸压力下,当单个细胞流入移液管时,其前沿被“跟踪”。基于牛顿液体从半球或球形段流入圆柱体的流动理论被用于模拟进入过程。理论和实验均表明,在进入过程的大部分时间里,细胞的前沿以近乎恒定的速度移动,在末端有快速加速。对于来自五个不同个体的细胞,在三种不同的过量抽吸压力下,牛顿理论得出细胞质粘度为135 +/- 54 Pa·s,总体进入时间分别为3.3秒(0.5 kPa)、1.6秒(1 kPa)和0.82秒(2 kPa)。这些结果以及Evans和Yeung在较低抽吸压力下的结果表明,未激活的中性粒细胞内复杂的细胞质在几乎两个数量级的抽吸压力以及变形速率范围内,表现为粘度约为10² Pa·s的近似牛顿流体。

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