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圆形静止细胞中肌动蛋白逆行流的解析解:力学视角

Analytical solutions of actin-retrograde-flow in a circular stationary cell: a mechanical point of view.

作者信息

Ghasemi V A, Firoozabadi B, Saidi M S

机构信息

School of Mechanical Engineering, Sharif University of Technology, Tehran, Iran,

出版信息

Bull Math Biol. 2014 Mar;76(3):744-60. doi: 10.1007/s11538-014-9941-y. Epub 2014 Feb 21.

Abstract

The network of actin filaments in the lamellipodium (LP) of stationary and migrating cells flows in a retrograde direction, from the membrane periphery toward the cell nucleus. We have theoretically studied this phenomenon in the circular stationary (fully spread) cells. Adopting a continuum view on the LP actin network, new closed-form solutions are provided for the actin-retrograde-flow (ARF) in a polar coordinate system. Due to discrepancy in the mechanical models of the actin network in the ARF regime, solutions are provided for both assumptions of solid and fluid behavior. Other involved phenomena, including polymerizing machine at the membrane periphery, cytosol drag, adhesion friction, and membrane tension, are also discussed to provide an overall quantitative view on this problem.

摘要

静止细胞和迁移细胞的片足(LP)中的肌动蛋白丝网络以逆行方向流动,即从膜周边流向细胞核。我们从理论上研究了圆形静止(完全铺展)细胞中的这一现象。采用对LP肌动蛋白网络的连续介质观点,在极坐标系中为肌动蛋白逆行流(ARF)提供了新的封闭形式解。由于ARF状态下肌动蛋白网络力学模型存在差异,针对固体行为和流体行为这两种假设都给出了解。还讨论了其他相关现象,包括膜周边的聚合机器、胞质溶胶阻力、黏附摩擦和膜张力,以便对该问题提供一个整体的定量观点。

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