Logo image
A Numerical Study of Water Loss Rate Distributions in MDCT-Based Human Airway Models
Journal article   Peer reviewed

A Numerical Study of Water Loss Rate Distributions in MDCT-Based Human Airway Models

Dan Wu, Shinjiro Miyawaki, Merryn H Tawhai, Eric A Hoffman and Ching-Long Lin
Annals of biomedical engineering, Vol.43(11), pp.2708-2721
11/2015
DOI: 10.1007/s10439-015-1318-3
PMCID: PMC4605848
PMID: 25869455
url
http://doi.org/10.1007/s10439-015-1318-3View
Open Access

Abstract

Both three-dimensional (3D) and one-dimensional (1D) computational fluid dynamics methods are applied to study regional water loss in three multi-detector row computed-tomography-based human airway models at the minute ventilations of 6, 15 and 30 L/min. The overall water losses predicted by both 3D and 1D models in the entire respiratory tract agree with available experimental measurements. However, 3D and 1D models reveal different regional water loss rate distributions due to the 3D secondary flows formed at bifurcations. The secondary flows cause local skewed temperature and humidity distributions on inspiration acting to elevate the local water loss rate; and the secondary flow at the carina tends to distribute more cold air to the lower lobes. As a result, the 3D model predicts that the water loss rate first increases with increasing airway generation, and then decreases as the air approaches saturation, while the 1D model predicts a monotonic decrease of water loss rate with increasing airway generation. Moreover, the 3D (or 1D) model predicts relatively higher water loss rates in lower (or upper) lobes. The regional water loss rate can be related to the non-dimensional wall shear stress (τ (*)) by the non-dimensional mass transfer coefficient (h 0 (*) ) as [Formula: see text].
Hydrodynamics Temperature Humans Male Tomography, X-Ray Computed Lung - diagnostic imaging Water Loss, Insensible Lung - physiology Respiratory Physiological Phenomena Young Adult Models, Biological Humidity Adult Female

Details

Metrics

Logo image