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Effect of geometric singularities on plasma separation performance in cascade Zweifach-Fung bifurcations

机译:几何奇异性对级联Zweifach-Fung分岔血浆分离性能的影响

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摘要

Series of different geometric singularities (extractions) were integrated and characterized regarding their enhancement of blood plasma separation performance of cascade Zweifach-Fung bifurcations. Flow fields and particle trajectories evolving in geometric perturbations were studied by Computational Fluid Dynamics (CFD) simulation and the model was verified experimentally also. The development of cell-depleted layer near the channel walls due to lift and shear forces were analyzed considering the applied flow rates and the geometric variation of singularities. An optimal flow rate was defined to avoid cell recirculation in the extractions to be deteriorating purity of the proposed plasma. The branch-to-branch development of the cell-depleted layer thickness was studied to prove the improvement of the separation technique due to the integrated inertial subsystems. The separation efficiencies of different geometries were defined and calculated and the optimal singularity shape was selected for further development the proposed Zweifach-Fung effect driven plasma separation system.
机译:一系列不同的几何奇点(提取)综合,并对级联Zweifach-Fung分叉分叉分离的血浆分离性能的增强。通过计算流体动力学(CFD)模拟研究了在几何扰动中发展的流场和粒子轨迹,并且还通过实验验证了模型。考虑到施加的流速和奇异性的几何变化,分析了由于升力和剪切力引起的沟道壁附近的细胞耗尽层的发展。定义了最佳流速,以避免萃取中的细胞再循环以降低所提出的等离子体的纯度。研究了细胞耗尽层厚度的分支开发,以证明由于集成的惯性子系统引起的分离技术的改善。定义和计算不同几何形状的分离效率,并选择最佳奇异性形状用于进一步发展,提出的Zweifach-Fung效应驱动等离子体分离系统。

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