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A multiphase model for chemically- and mechanically- induced cell differentiation in a hollow fibre membrane bioreactor: minimising growth factor consumption

机译:中空纤维膜生物反应器中化学和机械诱导的细胞分化的多相模型:最小化生长因子的消耗

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摘要

We present a simplified two-dimensional model of fluid flow, solute transport, and cell distribution in a hollow fibre membrane bioreactor. We consider two cell populations, one undifferentiated and one differentiated, with differentiation stimulated either by growth factor alone, or by both growth factor and fluid shear stress. Two experimental configurations are considered, a 3-layer model in which the cells are seeded in a scaffold throughout the extracapillary space (ECS), and a 4-layer model in which the cell-scaffold construct occupies a layer surrounding the outside of the hollow fibre, only partially filling the ECS. Above this is a region of free-flowing fluid, referred to as the upper fluid layer. Following previous models by the authors (Pearson et al. in Math Med Biol, 2013, Biomech Model Mechanbiol 1-16, 2014a, we employ porous mixture theory to model the dynamics of, and interactions between, the cells, scaffold, and fluid in the cell-scaffold construct. We use this model to determine operating conditions (experiment end time, growth factor inlet concentration, and inlet fluid fluxes) which result in a required percentage of differentiated cells, as well as maximising the differentiated cell yield and minimising the consumption of expensive growth factor.
机译:我们提出了一个中空纤维膜生物反应器中的流体流动,溶质运输和细胞分布的简化的二维模型。我们考虑了两个细胞群,一个未分化,一个已分化,其分化要么受单独的生长因子刺激,要么受生长因子和流体剪切应力共同刺激。考虑了两个实验配置,一个3层模型,其中的细胞被植入整个毛细血管外空间(ECS)的支架中,以及一个4层模型,其中的细胞支架构造占据了围绕空心外部的一层纤维,仅部分填充ECS。在其上方是自由流动的区域,称为上部流体层。遵循作者先前的模型(Pearson等人在Math Med Biol,2013,Biomech Model Mechanbiol 1-16,2014a中,我们采用多孔混合理论对细胞,支架和流体中的动力学及其相互作用进行建模。我们使用此模型来确定操作条件(实验结束时间,生长因子入口浓度和入口流体通量),这些条件会导致所需的分化细胞百分比,以及使分化细胞的产量最大化并最大程度地减少消耗昂贵的增长因子。

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