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丝状网络力学和主动收缩性决定细胞和组织的形状。

Filamentous network mechanics and active contractility determine cell and tissue shape.

作者信息

Bischofs Ilka B, Klein Franziska, Lehnert Dirk, Bastmeyer Martin, Schwarz Ulrich S

机构信息

University of Heidelberg, Bioquant 0013, D-69120 Heidelberg, Germany.

出版信息

Biophys J. 2008 Oct;95(7):3488-96. doi: 10.1529/biophysj.108.134296. Epub 2008 Jul 3.

Abstract

For both cells and tissues, shape is closely correlated with function presumably via geometry-dependent distribution of tension. In this study, we identify common shape determinants spanning cell and tissue scales. For cells whose sites of adhesion are restricted to small adhesive islands on a micropatterned substrate, shape resembles a sequence of inward-curved circular arcs. The same shape is observed for fibroblast-populated collagen gels that are pinned to a flat substrate. Quantitative image analysis reveals that, in both cases, arc radii increase with the spanning distance between the pinning points. Although the Laplace law for interfaces under tension predicts circular arcs, it cannot explain the observed dependence on the spanning distance. Computer simulations and theoretical modeling demonstrate that filamentous network mechanics and contractility give rise to a modified Laplace law that quantitatively explains our experimental findings on both cell and tissue scales. Our model in conjunction with actomyosin inhibition experiments further suggests that cell shape is regulated by two different control modes related to motor contractility and structural changes in the actin cytoskeleton.

摘要

对于细胞和组织而言,形状大概是通过与几何相关的张力分布与功能紧密相关。在本研究中,我们确定了跨越细胞和组织尺度的常见形状决定因素。对于那些黏附位点局限于微图案化基质上小黏附岛的细胞,其形状类似于一系列向内弯曲的圆弧。对于固定在平坦基质上的成纤维细胞填充的胶原凝胶,也观察到了相同的形状。定量图像分析表明,在这两种情况下,弧半径都随着固定点之间的跨度距离增加。尽管张力作用下界面的拉普拉斯定律预测为圆弧,但它无法解释观察到的对跨度距离的依赖性。计算机模拟和理论建模表明,丝状网络力学和收缩性产生了一种修正的拉普拉斯定律,该定律定量解释了我们在细胞和组织尺度上的实验结果。我们的模型结合肌动球蛋白抑制实验进一步表明,细胞形状受与运动收缩性和肌动蛋白细胞骨架结构变化相关的两种不同控制模式调节。

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