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  4. Diffusiophoresis of Charged Composite Particles (3/3)
 
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Diffusiophoresis of Charged Composite Particles (3/3)

Date Issued
2002-08-31
Date
2002-08-31
Author(s)
葛煥彰  
DOI
902214E002019
URI
http://ntur.lib.ntu.edu.tw//handle/246246/9301
Abstract
Driven by applying an electric potential, temperature, or solute concentration gradient, the transport behavior of small particles in a continuous medium and the flow behavior of fluids in porous media at low Reynolds numbers are the phenomena known as “phoretic motion” and “osmotic motion”, respectively. Diffusiophoresis is the motion of colloidal particles in an applied interactive solute concentration gradient and diffusioosmosis is the fluid flow induced by the solute gradient in the porous medium. In this project, the diffusiophoretic and diffusioosmotic motions are analytically studied in gradients of a symmetric electrolyte solute in a homogeneous suspension of a circular cylinder. The imposed solute concentration gradient is constant and can be oriented arbitrarily with respect to the axes of the cylinders. Analyses for both thin and arbitrary electric double layers surrounding the particle are presented. In the thin-double-layer analysis, the thickness of the double layer is assumed to be small relative to the radius of the particle, but the polarization effect of the diffuse ions in the double layer is incorporated. In the arbitrary-double-layer analysis, the double layer may have an arbitrary thickness relative to the radius of the particle, and only the particle surface with a small surface charge density (or zeta potential) is considered. The effects of interaction among individual particles are taken into explicit account by employing a unit cell model. Analytical expressions for the diffusioosmotic velocity of the bulk fluid as functions of the porosity of the ordered array of cylinders are obtained for various cases. For cylinders with an arbitrary double-layer thickness, the expressions for the diffusioosmotic velocity are obtained in closed form correct to the second order of their surface charge density or zeta potential. A comparison of the results of the diffusioosmotic mobility obtained in the thin-layer analysis and in the arbitrary-layer analysis for the cell model is made. Again, the diffusioosmosis results predicted by the thin-double-layer analysis can be in significant errors when the value of the electric double layer thickness parameter ka is less than about 20.
Subjects
Cylindrical particle
Diffusio-phoresis
Diffusioosmosis
Unit cell model
Publisher
臺北市:國立臺灣大學化學工程學系暨研究所
Type
report
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