Numerical simulation of endovascular treatment options for cerebral aneurysms

Q1 Mathematics GAMM Mitteilungen Pub Date : 2024-07-17 DOI:10.1002/gamm.202370007
Martin Frank, Fabian Holzberger, Medeea Horvat, Jan Kirschke, Matthias Mayr, Markus Muhr, Natalia Nebulishvili, Alexander Popp, Julian Schwarting, Barbara Wohlmuth
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Abstract

Predicting the long-term success of endovascular interventions in the clinical management of cerebral aneurysms requires detailed insight into the patient-specific physiological conditions. In this work, we not only propose numerical representations of endovascular medical devices such as coils, flow diverters or Woven EndoBridge but also outline numerical models for the prediction of blood flow patterns in the aneurysm cavity right after a surgical intervention. Detailed knowledge about the postsurgical state then lays the basis to assess the chances of a stable occlusion of the aneurysm required for a long-term treatment success. To this end, we propose mathematical and mechanical models of endovascular medical devices made out of thin metal wires. These can then be used for fully resolved flow simulations of the postsurgical blood flow, which in this work will be performed by means of a Lattice Boltzmann method applied to the incompressible Navier–Stokes equations and patient-specific geometries. To probe the suitability of homogenized models, we also investigate poro-elastic models to represent such medical devices. In particular, we examine the validity of this modeling approach for flow diverter placement across the opening of the aneurysm cavity. For both approaches, physiologically meaningful boundary conditions are provided from reduced-order models of the vascular system. The present study demonstrates our capabilities to predict the postsurgical state and lays a solid foundation to tackle the prediction of thrombus formation and, thus, the aneurysm occlusion in a next step.

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脑动脉瘤血管内治疗方案的数值模拟
在脑动脉瘤的临床治疗中,预测血管内介入治疗的长期成功率需要详细了解患者的具体生理状况。在这项工作中,我们不仅提出了线圈、血流分流器或 Woven EndoBridge 等血管内医疗设备的数值表示方法,还概述了用于预测手术干预后动脉瘤腔内血流模式的数值模型。对手术后状态的详细了解为评估长期治疗成功所需的动脉瘤稳定闭塞机会奠定了基础。为此,我们提出了由金属细线制成的血管内医疗设备的数学和机械模型。这些模型可用于对手术后的血流进行完全解析的流动模拟,在这项工作中,我们将采用晶格玻尔兹曼法对不可压缩的纳维-斯托克斯方程和患者特定的几何形状进行模拟。为了探究均质模型的适用性,我们还研究了代表此类医疗设备的孔弹性模型。特别是,我们研究了这种建模方法在动脉瘤腔开口处放置分流器的有效性。对于这两种方法,我们都从血管系统的低阶模型中提供了具有生理意义的边界条件。本研究展示了我们预测手术后状态的能力,并为下一步预测血栓形成以及动脉瘤闭塞奠定了坚实的基础。
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来源期刊
GAMM Mitteilungen
GAMM Mitteilungen Mathematics-Applied Mathematics
CiteScore
8.80
自引率
0.00%
发文量
23
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Issue Information Regularizations of forward-backward parabolic PDEs Parallel two-scale finite element implementation of a system with varying microstructure Issue Information Low Mach number limit of a diffuse interface model for two-phase flows of compressible viscous fluids
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