Sound incident onto an abrupt area expansion in an axisymmetric pipe is inv
estigated analytically and experimentally. The incident sound field may syn
chronize the unsteady shedding of vorticity at the lip of the expansion to
produce an organized train of vortices. In the presence of a mean flow, the
unsteady vorticity shed from the lip is convected downstream where it acts
as a sink or source of sound, thereby converting acoustic into vortical en
ergy, or vice versa. An acoustic analogy and a Green function, G, are used
to determine the sound reflected and transmitted across the area change. On
e finds that there is an optimal Strouhal number at which sound absorption
is maximized and that this absorption can be enhanced by multiple reflectio
ns from the duct ends. In addition, the appropriate distance to be used in
the definition of the Strouhal number depends upon the diameter ratio of th
e pipe expansion, lambda = a/b, where a is the radius of the small pipe, an
d b is the radius of the larger pipe. For small lambda, the appropriate len
gth scale is the pipe radius, a; whereas for lambda nearly equal to unity t
he appropriate length scale is the step height b - a. Predictions are compa
red with experiment. (C) 2001 Academic Press.