SAE Technical Paper Series 1988
DOI: 10.4271/881318
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Physical Mechanisms for Atomization of a Jet Spray: A Comparison of Models and Experiments

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Cited by 33 publications
(2 citation statements)
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“…5(c)). [27]; (b) Boundary layer stripping [28]; (c) Competition between R-T and K-H instabilities in the catastrophic regime [28,29]. For GDI pressure system the injection velocities can reach maximum values of about 100 m·s −1 , so the Catastrophic regime is unlikely to happen.…”
Section: Secondary Breakup Model a New Droplet Secondary Breakup Modmentioning
confidence: 99%
“…5(c)). [27]; (b) Boundary layer stripping [28]; (c) Competition between R-T and K-H instabilities in the catastrophic regime [28,29]. For GDI pressure system the injection velocities can reach maximum values of about 100 m·s −1 , so the Catastrophic regime is unlikely to happen.…”
Section: Secondary Breakup Model a New Droplet Secondary Breakup Modmentioning
confidence: 99%
“…Sólo podrá existir una solución al sistema si el número de onda y la frecuencia están relacionados. La ecuación que determina las re-laciones permisibles entre ambas variables se conoce como ecuación de dispersión (Bower, 1989). En esta ecuación además de la frecuencia y el número de onda se encuentran involucrados como variables algunos parámetros adimensionales típicos de la atomización como el número de Weber.…”
Section: Definición Y Concepto De Inestabilidadesunclassified