Eskandari Mona, Kuschner Ware G, Kuhl Ellen
Department of Mechanical Engineering, Stanford University, Stanford, CA, 94305, USA.
Medical Service, Veterans Affairs Palo Alto Health Care System, Division of Pulmonary and Critical Care Medicine, Stanford University, Stanford, CA, 94305, USA.
Ann Biomed Eng. 2015 Oct;43(10):2538-51. doi: 10.1007/s10439-015-1306-7. Epub 2015 Mar 28.
Chronic lung disease affects more than a quarter of the adult population; yet, the mechanics of the airways are poorly understood. The pathophysiology of chronic lung disease is commonly characterized by mucosal growth and smooth muscle contraction of the airways, which initiate an inward folding of the mucosal layer and progressive airflow obstruction. Since the degree of obstruction is closely correlated with the number of folds, mucosal folding has been extensively studied in idealized circular cross sections. However, airflow obstruction has never been studied in real airway geometries; the behavior of imperfect, non-cylindrical, continuously branching airways remains unknown. Here we model the effects of chronic lung disease using the nonlinear field theories of mechanics supplemented by the theory of finite growth. We perform finite element analysis of patient-specific Y-branch segments created from magnetic resonance images. We demonstrate that the mucosal folding pattern is insensitive to the specific airway geometry, but that it critically depends on the mucosal and submucosal stiffness, thickness, and loading mechanism. Our results suggests that patient-specific airway models with inherent geometric imperfections are more sensitive to obstruction than idealized circular models. Our models help to explain the pathophysiology of airway obstruction in chronic lung disease and hold promise to improve the diagnostics and treatment of asthma, bronchitis, chronic obstructive pulmonary disease, and respiratory failure.
慢性肺部疾病影响着超过四分之一的成年人口;然而,气道的力学原理却鲜为人知。慢性肺部疾病的病理生理学通常表现为气道黏膜生长和平滑肌收缩,这会引发黏膜层向内折叠并导致进行性气流阻塞。由于阻塞程度与褶皱数量密切相关,因此在理想化的圆形横截面中对黏膜折叠进行了广泛研究。然而,气流阻塞从未在真实的气道几何形状中进行过研究;不完美、非圆柱形、连续分支的气道的行为仍然未知。在这里,我们使用力学的非线性场理论并辅以有限生长理论来模拟慢性肺部疾病的影响。我们对从磁共振图像创建的患者特异性Y形分支段进行有限元分析。我们证明黏膜折叠模式对特定的气道几何形状不敏感,但它关键取决于黏膜和黏膜下层的刚度、厚度以及加载机制。我们的结果表明,具有固有几何缺陷的患者特异性气道模型比理想化的圆形模型对阻塞更敏感。我们的模型有助于解释慢性肺部疾病中气道阻塞的病理生理学,并有望改善哮喘、支气管炎、慢性阻塞性肺疾病和呼吸衰竭的诊断和治疗。