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A Computational Model for Collective Cellular Motion in Three Dimensions: General Framework and Case Study for Cell Pair Dynamics

机译:计算模型为集体细胞运动在三个方面:总体框架与案例分析的小区对动态

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摘要

Cell migration in healthy and diseased systems is a combination of single and collective cell motion. While single cell motion has received considerable attention, our understanding of collective cell motion remains elusive. A new computational framework for the migration of groups of cells in three dimensions is presented, which focuses on the forces acting at the microscopic scale and the interactions between cells and their extracellular matrix (ECM) environment. Cell-cell adhesion, resistance due to the ECM and the factors regulating the propulsion of each cell through the matrix are considered. In particular, our approach emphasizes the role of receptors that mediate cell-cell and cell-matrix interactions, and examines how variation in their properties induces changes in cellular motion. As an important case study, we analyze two interacting cells. Our results show that the dynamics of cell pairs depends on the magnitude and the stochastic nature of the forces. Stronger intercellular stability is generally promoted by surface receptors that move. We also demonstrate that matrix resistance, cellular stiffness and intensity of adhesion contribute to migration behaviors in different ways, with memory effects present that can alter pair motility. If adhesion weakens with time, our findings show that cell pair break-up depends strongly on the way cells interact with the matrix. Finally, the motility for cells in a larger cluster (size 50 cells) is examined to illustrate the full capabilities of the model and to stress the role of cellular pairs in complex cellular structures. Overall, our framework shows how properties of cells and their environment influence the stability and motility of cellular assemblies. This is an important step in the advancement of the understanding of collective motility, and can contribute to knowledge of complex biological processes involving migration, aggregation and detachment of cells in healthy and diseased systems.
机译:健康和患病系统中的细胞迁移是单个和集体细胞运动的组合。尽管单细胞运动受到了极大的关注,但我们对集体细胞运动的理解仍然难以捉摸。提出了一个新的计算框架,用于在三个维度上迁移细胞组,该框架着重于微观尺度上的作用力以及细胞与其细胞外基质(ECM)环境之间的相互作用。考虑了细胞间粘附,由于ECM引起的阻力以及调节每个细胞通过基质推进的因素。尤其是,我们的方法强调了介导细胞间和细胞间相互作用的受体的作用,并研究了其性质的变化如何诱导细胞运动的变化。作为一个重要的案例研究,我们分析了两个相互作用的细胞。我们的结果表明,细胞对的动力学取决于力的大小和随机性质。通常,移动的表面受体可促进更强的细胞间稳定性。我们还证明了基质抗性,细胞刚度和粘附强度以不同的方式促进了迁移行为,并且存在可以改变配对运动性的记忆效应。如果粘附力随时间而减弱,我们的研究结果表明细胞对的破裂在很大程度上取决于细胞与基质的相互作用方式。最后,检查了较大簇(大小为50个细胞)中细胞的运动性,以说明模型的全部功能并强调细胞对在复杂细胞结构中的作用。总体而言,我们的框架显示了细胞的特性及其环境如何影响细胞装配体的稳定性和运动性。这是增进对集体运动性理解的重要一步,并且可以有助于了解涉及健康和患病系统中细胞迁移,聚集和脱离的复杂生物过程。

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