Dissipation pressure quotient (DPQ): A refined approach for meshing of cerebral venous geometries for high-fidelity computational fluid dynamics

IF 2.6 3区 工程技术 Q2 ENGINEERING, MECHANICAL International Journal of Heat and Fluid Flow Pub Date : 2025-06-01 Epub Date: 2025-02-28 DOI:10.1016/j.ijheatfluidflow.2025.109783
A.L. Haley , G. Sidora , N.M. Cancelliere , V.M. Pereira , D.A. Steinman
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Abstract

Recently we used high-fidelity computational fluid dynamics (CFD) simulations to demonstrate the relevance of high-frequency (1001000Hz) flow instabilities to clinical phenomena associated with cerebral venous disorders, such as pulsatile tinnitus (PT). We have previously demonstrated the challenges of a priori meshing of the tortuous venous sinus geometries and hence accurately computing the complex flow phenomena they engender, but also the invariance of bulk pressure phenomena with CFD resolution. Building on that work, here we propose a convergence criterion based on the viscous dissipation term from the work-energy relative pressure drop (WERP) form of the Navier–Stokes equations normalized by the total pressure drop – a quantity we term the dissipation-pressure quotient (DPQ). In the present study, DPQ was used to show, for three patient-specific geometries, that although qualitative differences in bulk flow patterns from a series of conventionally refined meshes were minimal, quantitatively the differences were not asymptotically converged. Nevertheless, the relative distribution of maximum viscous dissipation rate was comparable with mesh resolution, suggesting its use for identifying regions in the mesh requiring greater resolution a posteriori, even on under-resolved meshes, and marking them for refinement. Using DPQ as a convergence criterion, we show that this refinement strategy allows for more effective use of elements when executed from both moderate- and coarse-resolution starting meshes. Unlike conventional adaptive meshing, this strategy allows for multiple refinements to be run in parallel, permitting efficient verification studies within time frames necessary for clinical decision-making, and helps to overcome some of the guesswork involved with meshing of these complicated geometries, toward robust prediction of blood flow disturbances in cerebral venous disorders.
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耗散压力商(DPQ):一种用于高保真计算流体动力学的脑静脉几何网格划分的改进方法
最近,我们使用高保真计算流体动力学(CFD)模拟来证明高频(~ 100−1000Hz)血流不稳定性与脑静脉疾病(如脉冲性耳鸣(PT))相关的临床现象的相关性。我们之前已经展示了弯曲静脉窦几何形状的先验网格划分的挑战,从而准确计算它们产生的复杂流动现象,以及具有CFD分辨率的体压现象的不变性。在此基础上,本文提出了一个收敛准则,该准则基于由总压降归一化的Navier-Stokes方程的功-能相对压降(WERP)形式的粘性耗散项,我们称之为耗散-压力商(DPQ)。在本研究中,DPQ用于显示,对于三种特定患者的几何形状,尽管从一系列常规精细网格中获得的体积流模式的定性差异很小,但定量差异并非渐近收敛。然而,最大粘性耗散率的相对分布与网格分辨率相当,这表明它可以用于识别网格中需要更高分辨率的区域,即使是在低分辨率网格上,并标记它们以进行细化。使用DPQ作为收敛准则,我们表明,当从中等分辨率和粗分辨率起始网格执行时,这种细化策略允许更有效地使用元素。与传统的自适应网格划分不同,该策略允许并行运行多种细化,允许在临床决策所需的时间框架内进行有效的验证研究,并有助于克服这些复杂几何形状网格划分所涉及的一些猜测,从而对脑静脉疾病的血流干扰进行稳健预测。
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来源期刊
International Journal of Heat and Fluid Flow
International Journal of Heat and Fluid Flow 工程技术-工程:机械
CiteScore
5.00
自引率
7.70%
发文量
131
审稿时长
33 days
期刊介绍: The International Journal of Heat and Fluid Flow welcomes high-quality original contributions on experimental, computational, and physical aspects of convective heat transfer and fluid dynamics relevant to engineering or the environment, including multiphase and microscale flows. Papers reporting the application of these disciplines to design and development, with emphasis on new technological fields, are also welcomed. Some of these new fields include microscale electronic and mechanical systems; medical and biological systems; and thermal and flow control in both the internal and external environment.
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