A hybrid model for the atomization of Diesel sprays was developed [ 1 ]. The model was added to the KIVA code to better simulate spray evolution. Different implementation for low-medium and high injection pressure sprays are performed. It has already been validated for the low-pressure case [ 1 , 2 ] and in this work it was tested for high injection pressure systems, in a vessel at ambient conditions. It distinguishes between jet primary breakup and droplet secondary breakup. For the latter distinct models are used, as the droplet Weber number changes in the various regimes, in order to take into account the effects of the different relevant forces. For high pressure Diesel spray the effects of jet turbulence, cavitation and nozzle flow on liquid core primary breakup must be considered. Due to the high droplet velocity the catastrophic secondary breakup regime may occur. Inclusion of the Rayleigh-Taylor accelerative instabilities in competition with Kelvin-Helmholtz is therefore necessary to model high Weber number droplets secondary breakup.

Atomization of High-Pressure Diesel Spray: Experimental Validation of a New Breakup Model

GRIMALDI, Carlo Nazareno;POSTRIOTI, Lucio
2001

Abstract

A hybrid model for the atomization of Diesel sprays was developed [ 1 ]. The model was added to the KIVA code to better simulate spray evolution. Different implementation for low-medium and high injection pressure sprays are performed. It has already been validated for the low-pressure case [ 1 , 2 ] and in this work it was tested for high injection pressure systems, in a vessel at ambient conditions. It distinguishes between jet primary breakup and droplet secondary breakup. For the latter distinct models are used, as the droplet Weber number changes in the various regimes, in order to take into account the effects of the different relevant forces. For high pressure Diesel spray the effects of jet turbulence, cavitation and nozzle flow on liquid core primary breakup must be considered. Due to the high droplet velocity the catastrophic secondary breakup regime may occur. Inclusion of the Rayleigh-Taylor accelerative instabilities in competition with Kelvin-Helmholtz is therefore necessary to model high Weber number droplets secondary breakup.
2001
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/924869
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