Journal
FUEL
Volume 338, Issue -, Pages -Publisher
ELSEVIER SCI LTD
DOI: 10.1016/j.fuel.2022.127288
Keywords
Evaporation; Supercritical transition; Hydrocarbon droplet; Supercritical condition
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Supercritical transition of fuel spray in diesel engines, especially supercharged ones, has been widely studied. However, its significant impact on fuel-air mixing under relevant conditions is still uncertain and needs careful evaluation.
Fuel spray supercritical transition in the diesel engine has been concerned widely, especially supercharged ones, however, whether the transition can significantly affect the fuel-air mixing under diesel engine-relevant con-ditions is an issue that still needs evaluating carefully. Thus, the transition and evaporation of individual n- heptane droplets in a nitrogen environment under various ambient conditions were investigated through a high-pressure evaporation model. The influence of ambient pressures on droplet lifetime (tau life) and evaporation rate constant (K) varies with ambient temperature. When Tr < 0.98, with increasing pressure, tau life first increases and then decreases, and K decreases. When 0.98 < Tr < 1.28, as pressure increases, tau life would increase even if K increases, because the increment of initial heat-up periods exceeds the decrease in quasi-steady evaporation periods. When Tr > 1.28, with increasing pressure, tau life decreases, and K increases. As the droplet heats up, the droplet interface is where the binary mixture would reach the critical mixing state if ambient conditions are high enough. Increasing ambient density decreases the minimum ambient temperature (Tm) required for the transition to occur. Above the Tm, transitions occur earlier with the increasing energy density of ambient gas. Increasing ambient density decreases the minimum ambient temperature required for diffusive fuel-gas mixing modes to dominate the mixing process. For droplets large enough to ignore gas-liquid interfacial thickness, the Tm required for the attainment of critical mixing states is almost independent of droplet diameter.
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