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A simple force-motion relation for migrating cells revealed by multipole analysis of traction stress

机译:牵引应力的多极分析揭示了细胞迁移的简单力-运动关系

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For biophysical understanding of cell motility, the relationship between mechanical force and cell migration must be uncovered, but it remains elusive. Since cells migrate at small scale in dissipative circumstances, the inertia force is negligible and all forces should cancel out. This implies that one must quantify the spatial pattern of the force instead of just the summation to elucidate the force-motion relation. Here, we introduced multipole analysis to quantify the traction stress dynamics of migrating cells. We measured the traction stress of Dictyostelium discoideum cells and investigated the lowest two moments, the force dipole and quadrupole moments, which reflect rotational and front-rear asymmetries of the stress field. We derived a simple force-motion relation in which cells migrate along the force dipole axis with a direction determined by the force quadrupole. Furthermore, as a complementary approach, we also investigated fine structures in the stress field that show front-rear asymmetric kinetics consistent with the multipole analysis. The tight force-motion relation enables us to predict cell migration only from the traction stress patterns.
机译:为了对细胞运动的生物物理理解,必须揭示机械力和细胞迁移之间的关系,但仍然难以捉摸。由于细胞在耗散情况下会小规模迁移,因此惯性力可以忽略不计,所有力都应抵消。这意味着必须量化力的空间模式,而不仅仅是为了阐明力与运动关系的总和。在这里,我们介绍了多极分析来量化迁移细胞的牵引应力动态。我们测量了盘基网柄菌细胞的牵引应力,并研究了最低的两个力矩,即偶极力和四极矩,它们反映了应力场的旋转和前后不对称性。我们推导了一个简单的力-运动关系,其中细胞沿力偶极轴以四极力确定的方向迁移。此外,作为一种补充方法,我们还研究了应力场中的精细结构,这些结构显示出与多极分析一致的前后不对称动力学。紧密的力运动关系使我们仅能根据牵引应力模式来预测细胞迁移。

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