NONABSORBABLE GAS EFFECTS ON HEAT AND MASS-TRANSFER IN WAVY LAMINAR FALLING FILM ABSORPTION

Citation
Ta. Ameel et al., NONABSORBABLE GAS EFFECTS ON HEAT AND MASS-TRANSFER IN WAVY LAMINAR FALLING FILM ABSORPTION, Solar energy, 60(6), 1997, pp. 301-311
Citations number
20
Categorie Soggetti
Energy & Fuels
Journal title
ISSN journal
0038092X
Volume
60
Issue
6
Year of publication
1997
Pages
301 - 311
Database
ISI
SICI code
0038-092X(1997)60:6<301:NGEOHA>2.0.ZU;2-X
Abstract
Absorption of water vapor in a liquid film is an important process in a proposed solar cooling system. Film absorption involves simultaneous heat and mass transfer in the gas-liquid system. The heat of absorpti on gives rise to temperature gradients leading to the transfer of heat while temperature affects the vapor pressure-composition equilibrium at the interface between the two phases which in turn influences mass transfer. The composition of the gas phase, in which a non-absorbable gas is combined with the absorbate, also influences the combined heat and mass transfer. The non-absorbable gas, in conjunction with the abs orbate, is transported by convection and diffusion toward the liquid-g as interface. Since the interface is impermeable to the non-absorbable gas, the concentration of the non-absorbable gas at the interface is significantly greater than that in the bulk of the gas resulting in a reduction in absorbate mass transfer. An experimental program has been utilized to study this non-absorbable gas effect on the combined heat and mass transfer in film absorption. As expected from numerous previ ously reported studies, the experimental results indicate that signifi cant increases in the heat and mass transfer rates can be obtained by reducing the non-absorbable gas concentration to levels approaching 0% . The Sherwood number and film Nusselt number are correlated using the film Reynolds number, Prandtl number, Schmidt number, Lewis number an d air concentration. These effects are shown to have similar trends wh en compared to a numerical solution of the smooth falling film problem in which the absorbent and absorbate flow concurrently. (C) 1997 Else vier Science Ltd.