Explaining Clustered Ventilation Defects Via a Minimal Number of Airway Closure Locations

被引:8
作者
Mullally, William [1 ]
Betke, Margrit [1 ]
Albert, Mitchell [2 ]
Lutchen, Kenneth [3 ]
机构
[1] Boston Univ, Dept Comp Sci, Boston, MA 02215 USA
[2] Univ Massachusetts, Sch Med, Hyperpolarized Gas MRI Lab, Worcester, MA USA
[3] Boston Univ, Dept Biomed Engn, Boston, MA 02215 USA
基金
美国国家科学基金会;
关键词
Respiratory; Computational model; Lung; 3-DIMENSIONAL MODEL; BRONCHIAL TREE; MORPHOMETRY; TRANSPORT; ASTHMA; ANGLES; LUNGS;
D O I
10.1007/s10439-008-9603-z
中图分类号
R318 [生物医学工程];
学科分类号
0831 ;
摘要
Computational models of the human lung have been developed to study lung physiology and have been used to identify the airways responsible for mechanical dysfunction in asthmatics. Tgavalekos et al. used models anatomically consistent with the human lung to link ventilation defects to the heterogeneous closure of small airways. Their approach implicitly assumed a high degree of independence between airway closures as indicated by the low compactness of the airway structures mapped to individual ventilation defects. Venegas et al. however, have found that significant mutual dependence of airways may play a role in patchy ventilation of asthmatics. This led us to explore the question to what extent anatomically consistent models can be built which do not implicitly assume high independence of airways but instead allow for the mutual dependence of airways responsible for ventilation defects. We propose an algorithm for generating subject-specific airway-tree models that minimize the number of airways that must be closed or severely constricted to cause observed ventilation defects. We also propose novel approaches for measuring the compactness of airway structures. Our approach shows that anatomically consistent models which link compact airway structures to ventilation defects can be built. Our model also shows that some ventilation defects may be caused by closures of larger airways than previously reported.
引用
收藏
页码:286 / 300
页数:15
相关论文
共 33 条
[1]   Airway stability and heterogeneity in the constricted lung [J].
Anafi, RC ;
Wilson, TA .
JOURNAL OF APPLIED PHYSIOLOGY, 2001, 91 (03) :1185-1192
[2]  
Chang H.K., 1973, RESP PHYSIOL, V25, P96
[3]   ONE-DIMENSIONAL SIMULATION OF AEROSOL TRANSPORT AND DEPOSITION IN THE HUMAN LUNG [J].
DARQUENNE, C ;
PAIVA, M .
JOURNAL OF APPLIED PHYSIOLOGY, 1994, 77 (06) :2889-2898
[4]   The variability of regional airflow obstruction within the lungs of patients with asthma: Assessment with hyperpolarized helium-3 magnetic resonance imaging [J].
de Lange, Eduard E. ;
Altes, Talissa A. ;
Patrie, James T. ;
Parmar, Jaywant ;
Brookeman, James R. ;
Mugler, John P., III ;
Platts-Mills, Thomas A. E. .
JOURNAL OF ALLERGY AND CLINICAL IMMUNOLOGY, 2007, 119 (05) :1072-1078
[5]   Development of a dynamic model for the lung lobes and airway tree in the NCAT phantom [J].
Garrity, JM ;
Segars, WP ;
Knisley, SB ;
Tsui, BMW .
IEEE TRANSACTIONS ON NUCLEAR SCIENCE, 2003, 50 (03) :378-383
[6]   How heterogeneous bronchoconstriction affects ventilation distribution in human lungs: A morphometric model [J].
Gillis, HL ;
Lutchen, KR .
ANNALS OF BIOMEDICAL ENGINEERING, 1999, 27 (01) :14-22
[7]   MORPHOMETRY OF THE HUMAN PULMONARY ACINUS [J].
HAEFELIBLEUER, B ;
WEIBEL, ER .
ANATOMICAL RECORD, 1988, 220 (04) :401-414
[8]  
Horn Berthold, 1986, Robot vision
[9]   MODELS OF HUMAN BRONCHIAL TREE [J].
HORSFIEL.K ;
DART, G ;
OLSON, DE ;
FILLEY, GF ;
CUMMING, G .
JOURNAL OF APPLIED PHYSIOLOGY, 1971, 31 (02) :207-&
[10]   DIAMETER, LENGTH AND BRANCHING RATIOS IN BRONCHIAL TREE [J].
HORSFIELD, K ;
RELEA, FG ;
CUMMING, G .
RESPIRATION PHYSIOLOGY, 1976, 26 (03) :351-356