Effect of liquid phase composition on the experimental determination of binary gas diffusivities in an isothermal Stefan diffusion column

被引:8
作者
Jaime, Maria del Sol [1 ]
Maisonet, Shayra G. [1 ]
Ramirez, Carlos A. [1 ]
机构
[1] Univ Puerto Rico, Dept Chem Engn, Mayaguez, PR 00681 USA
关键词
Effect of liquid phase composition on binary gas diffusivity determination; Ethanol evaporation-diffusion experiments; Experimental determination of binary gas diffusivity; Gas phase transport modeling; Interfacial curvature; Isothermal Stefan diffusion column; Liquid mixture physical and transport properties; Surface tension; BUOYANCY-THERMOCAPILLARY CONVECTION; MARANGONI NUMBER CONVECTION; CONTACT LINE REGION; SURFACE-TENSION; EVAPORATING MENISCUS; DRIVEN CONVECTION; HEAT-TRANSFER; DISJOINING PRESSURE; WETTING FILM; THIN-FILM;
D O I
10.1080/00986445.2019.1674815
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
The Stefan diffusion column was designed in the 19th Century to determine binary gas diffusivities, D-AB?s. Typically, pure liquid A is overlaid by gases A and stagnant B, with a steady gas B sweep at the top to remove the evaporated-diffused A. Experimental diffusivities D-AB,D-exp may be obtained from transient interfacial descent data, but column end effects impacting such determination have been ignored or neglected in the literature. This study addresses experimentally and theoretically for the first time the role played by liquid phase composition on D-AB determination using the Stefan column. Specifically, changes in interfacial curvature were sought by adding a nonvolatile liquid I (glycerol) to a volatile liquid A (ethanol). Mixtures of known initial composition x(A0) were tested in isothermal evaporation-diffusion experiments at ?65??C using atmospheric air (B). A one-dimensional transport model for gas A was used to analyze the interfacial descent data. The average D-AB,D-exp errors did not differ significantly between the liquid mixture groups and those for pure ethanol (range for the latter of +9.9 to +17.1%). However, considerable scatter in D-AB,D-exp occurred as the mixtures became more dilute in ethanol, with the coefficient of variation increasing more than ten-fold in the x(A0)?=?0.146 group. This variability cannot be explained by differences in surface tension exclusively, but may also result from changes in liquid physical and transport properties as well as diffusion of liquid A. A more comprehensive modeling of the liquid phase in conjunction with gas phase transport is necessary to obtain accurate D-AB?s.
引用
收藏
页码:1658 / 1684
页数:27
相关论文
共 215 条
[1]  
Adamson A. W., 1967, Physical Chemistry of Surfaces
[2]   Combined Solutal and Thermal Buoyancy Thermocapillary Convection in a Square Open Cavity [J].
Alhashash, A. ;
Saleh, H. .
JOURNAL OF APPLIED FLUID MECHANICS, 2017, 10 (04) :1113-1124
[3]   Physical Properties (Density, Excess Molar Volume, Viscosity, Surface Tension, and Refractive Index) of Ethanol plus Glycerol [J].
Alkindi, Abdullah S. ;
Al-Wahaibi, Yahya M. ;
Muggeridge, Ann H. .
JOURNAL OF CHEMICAL AND ENGINEERING DATA, 2008, 53 (12) :2793-2796
[4]   MEASUREMENT OF GASEOUS-DIFFUSION COEFFICIENTS AT AND ABOVE THE NORMAL BOILING-POINT TEMPERATURE OF THE LIQUID BY THE STEFAN-WINKELMANN METHOD [J].
ALVAREZ, R ;
BUENO, JL ;
COCA, J .
JOURNAL OF CHEMICAL ENGINEERING OF JAPAN, 1981, 14 (03) :239-241
[5]  
[Anonymous], 1860, The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science, DOI [10.1080/14786446008642902, DOI 10.1080/14786446008642902]
[6]  
Arnold JH, 1944, T AM INST CHEM ENG, V40, P0361
[7]   Studies in diffusion I - Estimation of dillusivities in gaseous systems [J].
Arnold, JH .
INDUSTRIAL AND ENGINEERING CHEMISTRY, 1930, 22 :1091-1095
[8]   3-DIMENSIONAL THERMOCAPILLARY CONVECTION IN A CAVITY [J].
BABU, V ;
KORPELA, SA .
COMPUTERS & FLUIDS, 1990, 18 (02) :229-238
[9]  
Baumgartner G., 1877, SITZUNGSBERICHTE MN, V75, P313
[10]   A NUMERICAL STUDY OF 3-DIMENSIONAL COMBINED BUOYANCY AND THERMOCAPILLARY CONVECTION [J].
BEHNIA, M ;
STELLA, F ;
GUJ, G .
INTERNATIONAL JOURNAL OF MULTIPHASE FLOW, 1995, 21 (03) :529-542