收缩力驱动的细胞运动对抗粘弹性阻力

Tapas Singha, Pierre Sens
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引用次数: 0

摘要

我们研究了微通道内基于收缩的细胞运动模型,以探讨环境的机械阻力对细胞极化和运动的调控。肌动蛋白皮层密度的不对称性与细胞运动之间的正反馈导致了自发的对称性破坏,这种破坏超过了阈值收缩率,而阈值收缩率取决于细胞外介质的阻力。在粘弹性环境中,我们发现皮质密度和速度极化会出现周期性振荡。在粘弹性环境和粘弹性环境的边界,细胞可能越过边界进入粘弹性介质,也可能反弹到粘弹性介质,或者被困在边界。不同的情况定义了不同的相图,并通过数值模拟得到了证实。
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Contractility-driven cell motility against a viscoelastic resistance
We study a model of contraction-based cell motility inside a microchannel to investigate the regulation of cell polarization and motion by the mechanical resistance of the environment. A positive feedback between the asymmetry of the acto-myosin cortex density and cell motion gives rise to a spontaneous symmetry breaking beyond a threshold contractility that depends on the resistance of extracellular medium. In highly viscous environments, we predict bistability under moderate contractility, so that symmetry breaking needs to be activated. In a viscoelastic environment, we find periodic oscillations in cortex density and velocity polarization. At the boundary between viscous and viscoelastic environments, the cell may either cross into the viscoelastic medium, bounce back into the viscous medium, or become trapped at the boundary. The different scenarios defined different phase diagram that are confirmed by numerical simulations.
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