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Bayesian estimation of physiological parameters governing a dynamic two‐compartment model of exhaled nitric oxide

机译:呼气一氧化氮动态两室模型的生理参数的贝叶斯估计

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摘要

The fractional concentration of nitric oxide in exhaled breath (fe NO) is a biomarker of airway inflammation with applications in clinical asthma management and environmental epidemiology. fe NO concentration depends on the expiratory flow rate. Standard fe NO is assessed at 50 mL/sec, but “extended NO analysis” uses fe NO measured at multiple different flow rates to estimate parameters quantifying proximal and distal sources of NO in the lower respiratory tract. Most approaches to modeling multiple flow fe NO assume the concentration of NO throughout the airway has achieved a “steady‐state.” In practice, this assumption demands that subjects maintain sustained flow rate exhalations, during which both fe NO and expiratory flow rate must remain constant, and the fe NO maneuver is summarized by the average fe NO concentration and average flow during a small interval. In this work, we drop the steady‐state assumption in the classic two‐compartment model. Instead, we have developed a new parameter estimation approach based on measuring and adjusting for a continuously varying flow rate over the entire fe NO maneuver. We have developed a Bayesian inference framework for the parameters of the partial differential equation underlying this model. Based on multiple flow fe NO data from the Southern California Children's Health Study, we use observed and simulated NO concentrations to demonstrate that our approach has reasonable computation time and is consistent with existing steady‐state approaches, while our inferences consistently offer greater precision than current methods.
机译:呼气中一氧化氮的分数浓度(fe NO)是气道炎症的生物标志物,在临床哮喘管理和环境流行病学中都有应用。 fe NO浓度取决于呼气流速。标准Fe NO的评估速度为50 mL / sec,但“扩展NO分析”使用以多种不同流速测量的Fe NO来估算量化下呼吸道NO的近端和远端来源的参数。大多数模拟多流特征的方法都假定NO在整个气道中的浓度已达到“稳态”。在实践中,此假设要求受试者保持持续的呼气速率,在此期间,fe NO和呼气流速必须保持恒定,并且fe NO的操作由小间隔内的平均fe NO浓度和平均流量来概括。在这项工作中,我们将稳态假设放在经典的两室模型中。取而代之的是,我们开发了一种新的参数估算方法,该方法基于在整个fe NO操纵过程中针对不断变化的流量进行测量和调整。我们已经为该模型下面的偏微分方程的参数开发了贝叶斯推理框架。基于来自南加州儿童健康研究的多流NO数据,我们使用观察和模拟的NO浓度来证明我们的方法具有合理的计算时间,并且与现有的稳态方法一致,而我们的推论始终提供比当前更高的精度。方法。

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