IUTAM Symposium on Non–Linear Singularities in Deformation and Flow 1991
DOI: 10.1007/978-94-011-4736-1_23
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Singularities and Similarity Solutions in Capillary Breakup

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“…Very close in time and space to the point where a fluid thread or drop breaks into two drops, there is no externally imposed lengthscale and the evolution of the free-surface shape is self-similar and independent of initial conditions. Various dynamical regimes in the absence of surfactant have been analysed, as reviewed by Lister et al (1997), and the corresponding similarity solutions derived. In particular, we note that, in the presence of a non-zero external viscosity, however small, the eventual asymptotic balance is between internal and external viscous stresses and surface tension, with inertia being negligible (Lister & Stone 1998).…”
Section: Scaling Analysis Near Breakupmentioning
confidence: 99%
“…Very close in time and space to the point where a fluid thread or drop breaks into two drops, there is no externally imposed lengthscale and the evolution of the free-surface shape is self-similar and independent of initial conditions. Various dynamical regimes in the absence of surfactant have been analysed, as reviewed by Lister et al (1997), and the corresponding similarity solutions derived. In particular, we note that, in the presence of a non-zero external viscosity, however small, the eventual asymptotic balance is between internal and external viscous stresses and surface tension, with inertia being negligible (Lister & Stone 1998).…”
Section: Scaling Analysis Near Breakupmentioning
confidence: 99%