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A computational model of cell migration in response to biochemical diffusion

机译:生化扩散反应中细胞迁移的计算模型

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The Computational Sciences and Engineering Division of the Oak Ridge National Laboratory is partnering with the University of Tennessee Graduate School of Medicine to design a computational model describing various factors related to the development of intimal hyperplasia (IH) in response to arterial injury. This research focuses on modeling the chemotactic and haptotactic processes that stimulate vascular smooth muscle cell migration into the intima. A hybrid discrete-continuous mathematical model of cell migration in response to biochemical diffusion was developed in C++. Chemoattractant diffusion is modeled as a continuous partial differential equation, whereas migration of the cells is modeled as a series of discrete events. Results obtained from the discrete state model for cell migration agree with those obtained from Boyden chamber experiments.
机译:橡树岭国家实验室(Oak Ridge National Laboratory)的计算科学与工程系与田纳西大学医学院研究生院合作,设计了一种计算模型,该模型描述了与因动脉损伤而引起的内膜增生(IH)发生有关的各种因素。这项研究的重点是模拟刺激血管平滑肌细胞迁移到内膜的趋化和触觉过程。在C ++中开发了响应生化扩散的细胞迁移的混合离散连续数学模型。趋化性扩散被建模为一个连续的偏微分方程,而细胞的迁移被建模为一系列离散事件。从细胞迁移的离散状态模型获得的结果与从博登室实验获得的结果一致。

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