Numerical simulations of particle dispersion in a planar shear dominat
ed by large scale vortical structures are reported. The shear layer is
formed by two co-flowing streams past a splitter plate. The emphasis
of this work is on examining how the particle dynamics are affected by
the large-scale coherent structures in the initial development of the
instabilities in a spatially-developing mixing layer. The two-dimensi
onal time-dependent gas-phase equations are solved numerically using t
he explicit flux corrected transport (FCT) algorithm in the low-Mach-n
umber regime. The dispersion of particles is studied by following thei
r trajectories in the shear layer. A detailed visualization of the Bow
field, dominated by the large structures, and of the particle dynamic
s is performed to obtain qualitative as well as quantitative informati
on on the particle dispersion. The visualization clearly reveals the c
apturing of the small and intermediate size particles by the vortical
structures. The small size particles, however, remain captured in the
vortical structures, whereas the intermediate size particles are flung
our of them, leading to their enhanced dispersion. The large particle
s remain mostly unaffected by the large eddies. The quantitative resul
ts obtained indicate that the above behavior can be well correlated wi
th the Stokes number (S-t) values; the optimal dispersion corresponds
to the Stokes numbers in the range 0.1 < S-t < 5.0. This is in qualita
tive agreement with previously reported experimental as well as numeri
cal results. The results also indicate that the particles injected in
the faster stream exhibit higher dispersion compared to those injected
in the slower stream. This divergence in the dispersion behavior is r
elated to the asymmetric entrainment as reported by some earlier exper
imental and numerical studies.