A computational study on the dynamics of single droplets is performed
in two gas flows at moderately high Reynolds numbers. One is Poiseuill
e flow in which the gas is either nitrogen or helium and the other is
a counterflow formed by two opposed streams of nitrogen. The focus of
the study is to review the methodologies used for representing the eff
ects of flow nonuniformity and relative acceleration on droplet motion
at moderately high Reynolds numbers. The motion of the droplets is ob
served to be affected by flow nonuniformity and unsteadiness, characte
rized respectively by dimensionless parameters kappa and A(C), and the
effects due to nonuniformity and rate of change of relative velocity
are separable. It is determined that acceleration and deceleration aff
ect the drag and lift on droplets in dissimilar ways. The lift force c
aused by flow nonuniformity is in the same direction as kappa in Poise
uille flow, whereas it is in the opposite direction as kappa in counte
rflow. It is noted that the radius of curvature of droplet trajectory
affects lift force more strongly than drag force. Modified correlation
s for the drag and lift coefficients as functions of the Reynolds numb
er and dimensionless parameters characterizing the flow nonuniformity
and unsteadiness are proposed.