首页> 外文期刊>International journal for uncertainty quantifications >MULTIFIDELITY ESTIMATORS FOR CORONARY CIRCULATION MODELS UNDER CLINICALLY INFORMED DATA UNCERTAINTY
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MULTIFIDELITY ESTIMATORS FOR CORONARY CIRCULATION MODELS UNDER CLINICALLY INFORMED DATA UNCERTAINTY

机译:临床知识数据下冠状动脉循环模型的多尺寸估计

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Numerical models are increasingly used for noninvasive diagnosis and treatment planning in coronary artery disease, where service-based technologies have proven successful in identifying hemodynamically significant and hence potentially dangerous vascular anomalies. Despite recent progress towards clinical adoption, many results in the field are still based on a deterministic characterization of blood flow, with no quantitative assessment of the variability of simulation outputs due to uncertainty from multiple sources. In this study, we focus on parameters that are essential to construct accurate patient-specific representations of the coronary circulation, such as aortic pressure waveform and intramyocardial pressure, and quantify how their uncertainty affects clinically relevant model outputs. We construct a deformable model of the left coronary artery subject to a prescribed inlet pressure and with open-loop outlet boundary conditions, treating fluid-structure interaction through an arbitrary-Lagrangian-Eulerian framework. Random input uncertainty is estimated directly from repeated clinical measurements from intracoronary catheterization and complemented by literature data. We also achieve significant computational cost reductions in uncertainty propagation thanks to multifidelity Monte Carlo estimators of the outputs of interest, leveraging the ability to generate, at practically no cost, one- and zero-dimensional low fidelity representations of left coronary artery flow, with appropriate boundary conditions. The results demonstrate how the use of multifidelity control variate estimators leads to significant reductions in variance and accuracy improvements with respect to traditional Monte Carlo. In particular, the combination of three-dimensional hemodynamics simulations and zero-dimensional lumped parameter network models produces the best results, with only a negligible (less than 1%) computational overhead.
机译:数值模型越来越多地用于冠状动脉疾病中的非侵入性诊断和治疗计划,其中基于服务的技术已被证明在识别血流动力学显着,因此潜在的危险血管异常。尽管最近对临床采用的进展,但该领域的许多结果仍然基于血流的确定性表征,因此由于来自多种来源的不确定性而没有定量评估模拟输出的变化。在本研究中,我们专注于构建冠状动脉循环的准确患者特异性表示的参数,例如主动脉压力波形和肌动脉内压力,并量化其不确定性如何影响临床相关的模型输出。我们构建左冠状动脉的可变形模型,受规定的入口压力和开环出口边界条件,通过任意拉格朗日 - 欧拉框架处理流体结构相互作用。随机输入不确定性直接从颅内导管术中的重复临床测量估计,并通过文献数据互补。由于利息产出的多义蒙特卡罗估计,利用左冠状动脉流动的左右的成本,利用产生的能力,利用左冠状动脉流动的成本,利用左冠状动脉流动的能力,实现了不确定的传播的显着计算成本降低了不确定性传播的显着计算成本。边界条件。结果表明,如何使用多尺度控制变动估计值导致对传统蒙特卡罗的方差和准确性改进的显着减少。特别地,三维血流动力学模拟和零维拉米德参数网络模型的组合产生了最佳结果,只有可忽略不计(小于1%)的计算开销。

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