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A coupling model for macromolecule transport in a stenosed arterial wall

机译:狭窄动脉壁中大分子运输的耦合模型

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A mathematical model is developed for the coupled analysis of the transport of macromolecules, such as low-density lipoproteins (LDL), in the blood stream and in the arterial walls. The advection-diffusion equations in porous media are used to model the species field in the arterial wall layers. The physical parameters needed are computed based on the available data from in vivo and in vitro measurements. The computed parameters are compared to those provided by other models and the differences are discussed. The advantage of the current model is that its set up is based on in vivo/vitro measurements and the calculated exact solutions of concentration field, leading to more reliable results. The model is used to simulate the LDL transport in a stenosed artery with various area reductions and stenosis numbers. The effects of hypertension and geometrical variation on the LDL accumulation within the wall are studied and discussed. This work provides essential information for studying atherogenesis.
机译:建立了数学模型,用于耦合分析大分子在血液和动脉壁中的运输,例如低密度脂蛋白(LDL)。多孔介质中的对流扩散方程用于模拟动脉壁层中的物质场。根据体内和体外测量的可用数据计算所需的物理参数。将计算出的参数与其他模型提供的参数进行比较,并讨论差异。当前模型的优势在于其建立是基于体内/体外测量以及所计算出的浓度场精确解,从而可获得更可靠的结果。该模型用于模拟狭窄的动脉中LDL的运输,并具有各种面积缩小和狭窄次数。研究和讨论了高血压和几何变化对壁内LDL积累的影响。这项工作为研究动脉粥样硬化提供了必要的信息。

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