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Computer Modeling of Blood Flow, Rheology and Red Cell Dynamics in the Microcirculation-A Review

机译:微循环中血流,流变学和红细胞动力学的计算机建模-综述

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We review the state-of-the-art in computer modeling of the microcirculation. While much work has been done and progress has been made in simulating sigle-file motion of deformable red blood cells (RBCs) in capillaries and of diluted sheared suspensions of RBCs in infinite domains, detailed understanding of the mechanics of blood flow in microvessels larger than capillaries but smaller than 1 mm has presented formidable challenges, largely because of the inherent difficulties encountered in modeling the motion of multiple interacting highly deformable particles. The current computational tools consist mainly of three-dimensional boundary-integral methods for single RBC's dynamics and deformation, and of three-dimensional boundary-integral algorithms for rheology of large systems of droplets at very large volume fractions using periodic boundary conditions and novel adaptive computational meshes. Further advance will require, in the short term, combining these tools to produce new algorithms capable of describing the motion and deformation of large systems of RBCs in microvessels at physiologically relevant volume fractions (ca. 45%).
机译:我们回顾了微循环计算机建模的最新技术。尽管在模拟毛细管中的可变形红细胞(RBC)和无限域中的RBC的稀释剪切悬浮液的单文件运动方面已经完成了许多工作并取得了进展,但对大于小于1毫米的毛细管已经提出了严峻的挑战,这主要是由于在对多个相互作用的高度可变形颗粒的运动进行建模时遇到了固有的困难。当前的计算工具主要包括用于单个RBC的动力学和变形的三维边界积分方法,以及用于使用周期性边界条件和新颖的自适应计算方法在大体积分数下的大型液滴系统的流变学的三维边界积分算法。网格。在短期内,进一步的发展将需要组合这些工具以产生新的算法,这些算法能够描述生理相关的体积分数(约45%)的微血管中大型RBC的运动和变形。

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