The contributions of respiratory and conducting airway asymmetry, gas excha
nge, and non-uniform ventilation to the sloping alveolar plateau in phase I
II of the gas washout curve are investigated using mathematical models of t
he human lung. The models range from fully symmetric, to a detailed asymmet
ric conducting airway model coupled with 29445 lumped parameter respiratory
airway models. A gas transport equation is solved in the models using a La
grange-Galerkin method. The alveolar slope is normalised by the mean expire
d gas concentration to give S-n. The model results confirm that first breat
h S-n is influenced mainly by respiratory airway asymmetry, and that at nea
r-normal levels of ventilation the conducting airway asymmetry contributes
a significant amount to further increases in S-n. Gas exchange moderates th
e plot of S-n against breath number, such that it approaches a plateau in l
ater breaths. Non-uniform flow also alters S-n, indicating that an accurate
description of the pleural pressure gradient will be necessary for more ac
curate simulations. (C) 2001 Elsevier Science B.V. All rights reserved.