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Droplet sizes from impulsive capillary jets: an exponential distribution with no lower cut-off
A collapsing cavity throws up a ligament, which fragments into a train of droplets whose sizes are commonly given a lower bound at a fixed multiple of the viscocapillary length $\ell_μ=μ^2/ρσ$. We show that no such bound exists, for a reason more general than the fate of one parameter: an impulsive
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