WHEN lungs are emptied during exhalation, peripheral airways close up1
. For people with lung disease, they may not reopen for a significant
portion of inhalation, impairing gas exchange2,3. A knowledge of the m
echanisms that govern reinflation of collapsed regions of lungs is the
refore central to the development of ventilation strategies for combat
ing respiratory problems. Here we report measurements of the terminal
airway resistance, R(t), during the opening of isolated dog lungs. Whe
n inflated by a constant flow, R(t) decreases in discrete jumps. We fi
nd that the probability distribution of the sizes of the jumps and of
the time intervals between them exhibit power-law behaviour over two d
ecades. We develop a model of the inflation process in which 'avalanch
es' of airway openings are seen-with power-law distributions of both t
he size of avalanches and the time intervals between them-which agree
quantitatively with those seen experimentally, and are reminiscent of
the power-law behaviour observed for self-organized critical systems4.
Thus power-law distributions, arising from avalanches associated with
threshold phenomena propagating down a branching tree structure, appe
ar to govern the recruitment of terminal airspaces.