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A Monolithic Fluid Structure Interaction Algorithm Applied to Red Blood Cells in a Capillary

机译:一种应用于毛细管中红细胞的整体流体结构相互作用算法

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A parallel fully-coupled fluid-structure interaction (FSI) algorithm has been applied to the deformation of red blood cells (RBCs) in capillaries where cell deformability have significant effects on blood rheology. In the present FSI algorithm, the fluid domain is discretized using the side-centered unstructured finite volume method based on Arbitrary Lagrangian-Eulerian (ALE) formulation, meanwhile the solid domain is discretized with the classical Galerkin finite element formulation for the Saint Venant-Kirchhoff material in a Lagrangian frame. In addition, the compatible kinematic boundary condition boundary condition is applied at interface between the solid and fluid domains in order to satisfy the global discrete geometric conservation law (DGCL). Three important physical parameters for the blood flow are simulated and analyzed (i) the effect of the hematocrit density, (ii) the effect of the red cell spacing, and (iii) the effect of capillary radius. The results show that the cell deformation decreases with increasing hematocrit density which is also shown to play a significant role for velocity field. The capillary diameter is found out to be particularly important for the flow pressure gradient as well as the deformation of red blood cells. The numerical calculations indicate a rather complex shape deformation in which the biconcave discoid shape changes to a parachute-like shape which is in accord with the earlier results in the literature.
机译:并行的全耦合流体结构相互作用(FSI)算法已应用于毛细血管中红细胞(RBC)的变形,其中细胞的可变形性对血液流变学有重要影响。在当前的FSI算法中,基于任意拉格朗日-欧拉(ALE)公式,使用侧心非结构有限体积法离散流体域,同时,针对圣维南-基尔霍夫方程,用经典Galerkin有限元公式离散流体域。拉格朗日框架中的材料。另外,为了满足全局离散几何守恒定律(DGCL),将相容运动学边界条件边界条件应用于固相和流体域之间的界面。模拟和分析了血流的三个重要物理参数(i)血细胞比容密度的影响,(ii)红细胞间距的影响和(iii)毛细血管半径的影响。结果表明,细胞变形随着血细胞比容密度的增加而减小,这也显示出对速度场的重要作用。发现毛细管直径对于血流压力梯度以及红细胞的变形特别重要。数值计算表明形状相当复杂,其中双凹盘状形状变为降落伞状,这与文献中的早期结果一致。

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