Particle-laden flows exhibit reversing buoyancy behavior if the density of
the ambient through which they propagate is greater than that of the inters
titial fluid, though less than the initial bulk density of the suspension.
In this case a gravity current is initiated above the underlying boundary u
ntil sufficient particles have sedimented from the flow, at which time the
particle-laden fluid becomes less dense than the surrounding ambient. The b
uoyancy of the residual suspension reverses and it lifts off the boundary t
o ascend through the ambient. Such phenomena are encountered in industrial
and natural situations. This study presents a laboratory investigation of f
inite volume releases of particle-laden fluid which undergo reversing buoya
ncy. A simple box model theory is proposed to describe the flow and to pred
ict the distance from the source at which lift-off occurs. The predictions
of the model agree well with both our experiments and those of previous stu
dies. Additionally, we investigate these flows using the shallow-water equa
tions which are analyzed using asymptotic series. These reveal the structur
e of the internal dynamics within the currents and predict lift-off distanc
es which verify the validity of those obtained from the less rigorous box m
odel. (C) 1999 American Institute of Physics. [S1070-6631(99)02309-0].