1977
DOI: 10.1147/rd.211.0021
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Satellite Droplet Formation in a Liquid Jet

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Cited by 146 publications
(65 citation statements)
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“…This model has been selected instead of more complicated one-dimensional models (Weber 1931;Green 1976;Entov & Yarin 1984) because, in spite of its relative simplicity, the results obtained are in agreement with experimental evidence, both in the case of single capillary jets (Pimbley & Lee 1977) and in the case of slender liquid bridges (Sanz 1983;Mcseguer & Sanz 1985). Amongst the different types of instability appearing in a compound jet (Hertz & Hermanrud 1983) we analyse capillary instability only, which is the most interesting in ink-jet printing applications in order to predict the size of the resulting drops after the jet breakup.…”
Section: Introductionmentioning
confidence: 77%
“…This model has been selected instead of more complicated one-dimensional models (Weber 1931;Green 1976;Entov & Yarin 1984) because, in spite of its relative simplicity, the results obtained are in agreement with experimental evidence, both in the case of single capillary jets (Pimbley & Lee 1977) and in the case of slender liquid bridges (Sanz 1983;Mcseguer & Sanz 1985). Amongst the different types of instability appearing in a compound jet (Hertz & Hermanrud 1983) we analyse capillary instability only, which is the most interesting in ink-jet printing applications in order to predict the size of the resulting drops after the jet breakup.…”
Section: Introductionmentioning
confidence: 77%
“…It is also important that none of the forces or parameters change with Figure 3 is a plot of data collected by researchers at IBM and indicates the frequency-amplitude window in which satellites are created. 4 At amplitudes above the window, the satellites will forward-merge within a few wavelengths; at those below the window, the satellites backward-merge in the same range. The diameter of a satellite droplet is generally about one tenth the diameter of a primary droplet.…”
Section: Theory Of Apparatusmentioning
confidence: 99%
“…This requires a very expensive computer effort, which prohibits practical simulations. Lee (1974) and later Pimbley & Lee (1977) developed a nonlinear-direct-simulation technique that proved to be a simple and practical approach to investigate the nonlinear instability of a liquid jet. Tropey (1989) and Schulkes (1993) utilized variations of Lee's numerical-simulation methodology in their analyses of the instability of inviscid liquid jets.…”
Section: Introductionmentioning
confidence: 99%