Abstract
Evaporation processes of a fuel droplet under sub- and supercritical ambient conditions have been studied using molecular dynamics (MD) simulations. Suspended n-dodecane droplets of various initial diameters evaporating into a nitrogen environment are considered. Both ambient pressure and temperature are varied from sub- to supercritical values, crossing the critical condition of the chosen fuel. Temporal variation in the droplet diameter is obtained and the droplet lifetime is recorded. The time at which supercritical transition happens is determined by calculating the temperature and concentration distributions of the system and comparing with the critical mixing point of the n-dodecane/nitrogen binary system. The dependence of evaporation characteristics on ambient conditions and droplet size is quantified. It is found that the droplet lifetime decreases with increasing ambient pressure and/or temperature. Supercritical transition time decreases with increasing ambient pressure and temperature as well. The droplet heat-up time as well as subcritical to supercritical transition time increases linearly with the initial droplet size d0, while the droplet lifetime increases linearly with d02. A regime diagram is obtained, which indicates the subcritical and supercritical regions as a function of ambient temperature and pressure as well as the initial droplet size.
Highlights
The purpose of the present paper is to study the evaporation of a fuel droplet under supercritical conditions, and provide data for evaluation of numerical models of fuel droplet evaporation under modern diesel engine relevant conditions
It is not surprising that droplet lifetime decreases with increasing ambient temperature
Significant findings obtained in this study include: 1. Droplet lifetime decreases with increasing ambient pressure and/or temperature
Summary
The study of Rosner et al [9] was perhaps the first to take into account the solution of ambient gas in liquid phase, and the first to discuss the conditions under which the droplet surface may be heated to the critical state. The effects of gas-phase unsteadiness were addressed by Zhu [15] and Aggarwal [18] These modeling works are sophisticated and help with understanding the evaporation phenomena under high pressure conditions, they need to invoke some limiting assumptions. Emphasis was placed on the dependence of attainment of supercritical transition on ambient conditions (pressure and temperature), with the influence of the initial droplet size taken into account.
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