Numerical study of the drift and evaporation of water droplets cooled down by a forced stream of air

• Published in: Applied thermal engineering Vol. 142; pp. 292 - 302
• Main Authors: González Pedraza, Oskar Javier, Pacheco Ibarra, J. Jesús, Rubio-Maya, Carlos, Galván González, Sergio Ricardo, Rangel Arista, Jorge Alberto
• Format: Journal Article
• Language: English
• Published: Oxford Elsevier Ltd 01.09.2018; Elsevier BV
• Subjects: Air temperature; Atoms & subatomic particles; Computer simulation; Convective heat transfer; Cooling; Cooling effects; Cooling towers; Drift; Droplets; Evaporation; Flow velocity; Heat transfer; Heat transfer coefficients; Mass transfer; Mathematical models; Numerical simulation; Water droplets; Water drops; Water losses; Numerical simulation; Water losses; Drift; Water droplets; Evaporation
• ISSN: 1359-4311; 1873-5606
• DOI: 10.1016/j.applthermaleng.2018.07.011

•A numerical simulation of water droplets falling in a forced air stream was performed.•Suitable size of water droplets for reducing drift and evaporation was estimated.•Mass evaporated was between 0.2 and 1.2% of the total droplet mass.•Droplet diameters between 4 and 10 mm are suitable for reducing water losses.•Diameter higher than 3 mm and air velocities lower than 5 m/s avoid drifting. Evaporation is the basic heat transfer mechanism to reduce temperature of water in a cooling tower. Drift is a phenomenon in which water particles are carried by the leaving air stream causing water losses. In both processes the droplet size plays an important role for an effective cooling and minimum losses. A numerical simulation of water droplets falling in a forced air stream was performed by means of an Eulerian-Lagrangian reference framework. The aim of this work is to investigate water droplet size, inlet air temperature and inlet air velocities that reduce water losses. Particularly, the study is focused on the assessment of water losses caused by evaporation, as well as to determine the suitable size of water droplets for reducing water losses caused by drift. The mathematical model includes improvements to represent in a more realistic manner the heat and mass transfer mechanisms. One of these improvements is related to the convective heat transfer coefficient that for this study varies according to the temperature as well as to the instantaneous velocities of the continuous and dispersed phases. The results shows that the amount of mass evaporated for particles of 1 mm in diameter was around 1.2% of the total droplet’s mass. On the contrary, for particles of 8 mm that percentage was around 1% for the same residence time. Results also indicate that the minimum diameter of water droplets should be higher than 3 mm and air velocities lower than 5 m/s, in order to avoid drifting.