We present numerical simulations of incompressible, two-dimensional, unstea
dy flow over a backward facing step. The velocity field is made time-depend
ent through a vortical perturbation of given amplitude and frequency impose
d upstream of the step. On being convected downstream by the flow, the pert
urbation interacts with the detached shear layer and causes the recirculati
ng flow to periodically shed large-scale vortices. By means of Lagrangian t
racers we study the fluid exchange between the recirculation region and the
incoming flow. The numerical experiments have application to processes of
enviromental relevance, i.e. the trapping of a pollutant within a recircula
ting structure and its release, which may be found in the lee side of a sha
rp crest, such as a row of hills laid across the wind. (C) 2001 Elsevier Sc
ience Ltd. All rights reserved.