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用于模拟肺部募集/去募集动力学的降维建模方法

Reduced-Dimension Modeling Approach for Simulating Recruitment/De-recruitment Dynamics in the Lung.

作者信息

Ryans Jason, Fujioka Hideki, Halpern David, Gaver Donald P

机构信息

Department of Biomedical Engineering, Tulane University, 534 Lindy Boggs Building, New Orleans, LA, 70118, USA.

Center for Computational Science, Tulane University, New Orleans, LA, USA.

出版信息

Ann Biomed Eng. 2016 Dec;44(12):3619-3631. doi: 10.1007/s10439-016-1672-9. Epub 2016 Jun 8.

Abstract

Acute respiratory distress syndrome is a pulmonary disease that requires the use of mechanical ventilation for patient recovery. However, this can lead to development of ventilator-induced lung injury caused by the over-distension of alveolar tissue and by the repetitive closure (de-recruitment) and reopening (recruitment) of airways. In this study, we developed a multi-scale model of the lung from a reduced-dimension approach to investigate the dynamics of ventilation in the lung during airway collapse and reopening. The model consisted of an asymmetric network geometry with 16 generations of liquid-lined airways with airflow driven by a variable pleural pressure. During the respiratory cycle changes in airway radii and film thickness yield the formation of liquid plugs that propagate and rupture throughout the airway network. Simulations were conducted with constant surface tension values [Formula: see text] dyn/cm. It was observed that the time onset of plug creation and rupture depended on the surface tension, as well as the plug aggregation/splitting behavior at bifurcations. Additionally, the plug propagation behavior was significantly influenced by presence of plugs in adjacent airways (i.e. parent and daughters) that affected the driving pressure distribution locally at bifurcations and resulted in complex aggregation and splitting behavior. This model provides an approach that has the ability to simulate normal and pathophysiological lung conditions with the potential to be used in personalized clinical medicine.

摘要

急性呼吸窘迫综合征是一种需要使用机械通气来帮助患者康复的肺部疾病。然而,这可能会导致呼吸机诱导的肺损伤,其原因是肺泡组织过度扩张以及气道反复关闭(去复张)和重新开放(复张)。在本研究中,我们从降维方法开发了一种肺的多尺度模型,以研究气道塌陷和重新开放期间肺内通气的动力学。该模型由一个不对称网络几何结构组成,有16代内衬液体的气道,气流由可变的胸膜压力驱动。在呼吸周期中,气道半径和液膜厚度的变化会产生液栓,这些液栓在气道网络中传播并破裂。模拟是在恒定表面张力值[公式:见原文]达因/厘米下进行的。观察到液栓形成和破裂的起始时间取决于表面张力,以及分叉处的液栓聚集/分裂行为。此外,相邻气道(即母气道和子气道)中液栓的存在对液栓传播行为有显著影响,这会在分叉处局部影响驱动压力分布,并导致复杂的聚集和分裂行为。该模型提供了一种能够模拟正常和病理生理肺状况的方法,有可能用于个性化临床医学。

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