Computation of drop pinch-off and oscillation

Statistics – Computation

Scientific paper

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Disperse Systems, Complex Fluids, Testing In Microgravity Environments

Scientific paper

Computations of large amplitude motion of free drops in zero gravity have been performed by an inviscid boundary integral method. Impulsive forces were applied to a body of liquid causing it to disintegrate into smaller drops. The break-up process is studied in detail. We find that a narrow throat occurs between the main body of liquid and the developing droplet. When this throat is small we numerically cut off the droplet and follow its motion. It is found that fairly large oscillations of the droplet are caused by a jet of fluid which squirts into the droplet from the main body.

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