A Computational Approach for Blood Flow Analysis in the Densely Coiled Cerebral Aneurysm

T. Otani, Satoshi Ii, S. Wada, T. Shigematsu, T. Fujinaka, T. Ozaki, M. Hirata
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引用次数: 1

Abstract

Computational fluid dynamics (CFD) study of the blood flow in the coiled cerebral aneurysm is one of powerful tools to explore the treatment mechanism of the endovascular coiling. Although several computational techniques were proposed to represent the realistic coil configuration in the aneurysm for the CFD studies, the CFD methodology for the blood flow analysis in the densely coiled aneurysm is still not fully discussed. The present study develops a CFD approach for the blood flow analysis in the densely coiled cerebral aneurysm without unstructured volume mesh creation. Patient-specific aneurysm geometry with realistic coil configuration was implicitly represented in a Cartesian-grid by using the volume of fraction (VOF) function. A Cartesian-grid CFD simulation was conducted in a finite difference manner with using the VOF function by the method of Weymouth and Yue (J. Compt. Phys., 2011). We conducted that two cases of numerical example of the blood flow analysis in the aneurysm prior to the coiling and after coiling with the packing density of 27%. These examples clearly exhibited that the developed CFD framework successfully resolved the fine flow characteristics around coils in the aneurysm despite the absence of explicit coil surface.
密集卷曲脑动脉瘤血流分析的计算方法
计算流体动力学(CFD)是探讨脑动脉瘤盘绕治疗机制的有力工具之一。尽管在CFD研究中提出了几种计算技术来表示动脉瘤中真实的线圈构型,但用于密集线圈动脉瘤血流分析的CFD方法仍未得到充分讨论。本研究开发了一种CFD方法,用于密集卷曲脑动脉瘤的血流分析,无需非结构化体积网格创建。通过使用分数体积(VOF)函数,在笛卡尔网格中隐式表示具有真实线圈结构的患者特定动脉瘤几何形状。采用Weymouth和Yue (J. Compt.)的方法,利用VOF函数以有限差分方式进行了笛卡尔网格CFD模拟。理论物理。, 2011)。在填充密度为27%的情况下,我们进行了两例动脉瘤卷曲前和卷曲后血流分析的数值算例。这些例子清楚地表明,尽管没有显式的线圈表面,但所开发的CFD框架成功地解决了动脉瘤中线圈周围的精细流动特性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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