Manolidis Michail, Isabey Daniel, Louis Bruno, Grotberg James B, Filoche Marcel
Department of Biomedical Engineering, University of Michigan, Ann Arbor, MI 48109;Laboratoire de Physique de la Matière Condensée, Ecole Polytechnique, CNRS, Université Paris-Saclay, Palaiseau Cedex 91128, France e-mail:
Professor Inserm, U955 (Equipe13) and CNRS ERL 7240, Cell and Respiratory Biomechanics, Université Paris Est, Créteil 94010, France e-mail:
J Biomech Eng. 2016 Dec 1;138(12). doi: 10.1115/1.4034507.
The mucociliary clearance in the bronchial tree is the main mechanism by which the lungs clear themselves of deposited particulate matter. In this work, a macroscopic model of the clearance mechanism is proposed. Lubrication theory is applied for thin films with both surface tension effects and a moving wall boundary. The flow field is computed by the use of a finite-volume scheme on an unstructured grid that replicates a bronchial bifurcation. The carina in bronchial bifurcations is of special interest because it is a location of increased deposition of inhaled particles. In this study, the mucus flow is computed for different values of the surface tension. It is found that a minimal surface tension is necessary for efficiently removing the mucus while maintaining the mucus film thickness at physiological levels.
支气管树中的黏液纤毛清除是肺部清除沉积颗粒物的主要机制。在这项工作中,提出了一种清除机制的宏观模型。润滑理论应用于具有表面张力效应和移动壁边界的薄膜。通过在非结构化网格上使用有限体积格式来计算流场,该网格复制了支气管分叉。支气管分叉处的隆凸特别受关注,因为它是吸入颗粒沉积增加的部位。在本研究中,针对不同表面张力值计算了黏液流动。结果发现,在将黏液膜厚度维持在生理水平的同时,有效清除黏液需要最小表面张力。