Electrophoretic mobility of a colloidal cylinder between two parallel walls

Engineering Analysis with Boundary Elements

Volumn 34, Issue 5, 2010, Pages 471-476

  House, Dustin L ^a   Luo, Haoxiang ^a  

^a VANDERBILT UNIVERSITY   (United States)

Author keywords

Electrokinetic transport; Electrophoresis; Electrophoretic mobility; Microchannel boundary effects; Microfluidics; Particle motion

Indexed keywords

BOUNDARY EFFECTS; CHANNEL WIDTHS; CYLINDER DIAMETERS; CYLINDRICAL PARTICLES; ELECTRICAL DOUBLE LAYERS; ELECTROKINETIC TRANSPORT; ELEMENT METHOD; GOVERNING EQUATIONS; PARTICLE MOTIONS; PARTICLE RADII; SOLID SURFACE; VISCOUS EFFECT;

BOUNDARY ELEMENT METHOD; CYLINDERS (SHAPES); ELECTRIC FIELDS; ELECTRIC PROPERTIES; ELECTROCHEMISTRY; ELECTRODYNAMICS; EQUATIONS OF MOTION; MICROCHANNELS; MICROFLUIDICS; SAILING VESSELS;

ELECTROPHORETIC MOBILITY;

EID: 76449114383     PISSN: 09557997     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.enganabound.2009.10.015     Document Type: Article

References (18)

1. Stone H.A., Stroock A.D., and Ajdari A. Engineering flows in small devices: microfluidics toward a lab-on-a-chip. Annu Rev Fluid Mech 36 (2004) 381-411
2. Keh H.J., and Anderson J.L. Boundary effects on electrophoretic motion of colloidal spheres. J Fluid Mech 153 (1985) 417-439
3. Keh H.J., and Chen S.B. Electrophoresis of a colloidal sphere parallel to a dielectric plane. J Fluid Mech 194 (1988) 377-390
4. Yariv E., and Brenner H. The electrophoretic mobility of a closely fitting sphere in a cylindrical pore. SIAM J Appl Math 64 2 (2003) 423-441
5. Yariv E., and Brenner H. Near-contact electrophoretic motion of a sphere parallel to a planar wall. J Fluid Mech 484 (2003) 85-111
6. Hsu J.P., and Kuo C.C. Electrophoresis of a finite cylinder positioned eccentrically along the axis of a long cylindrical pore. J Phys Chem B 110 35 (2006) 17607-17615
7. Hsu J.P., Chen Z.S., Ku M.H., and Yeh L.H. Effect of charged boundary on electrophoresis: sphere in spherical cavity at arbitrary potential and double-layer thickness. J Colloid Interface Sci 314 1 (2007) 256-263
8. Keh H.J., and Hsieh T.H. Electrophoresis of a colloidal sphere in a spherical cavity with arbitrary zeta potential distributions and arbitrary double-layer thickness. Langmuir 24 2 (2008) 390-398
9. Ye C., and Li D. 3-D transient electrophoretic motion of a spherical particle in a T-shaped rectangular microchannel. J Colloid Interface Sci 272 2 (2004) 480-488
10. Davison S.M., and Sharp K.V. Transient simulations of the electrophoretic motion of a cylindrical particle through a 90 degrees corner. Microfluid Nanofluidics 4 5 (2008) 409-418
11. Keh H.J., Horng K.D., and Kuo J. Boundary effects on electrophoresis of colloidal cylinders. J Fluid Mech 231 (1991) 211-228
12. Unni H.N., Keh H.J., and Yang C. Analysis of electrokinetic transport of a spherical particle in a microchannel. Electrophoresis 28 4 (2007) 658-664
13. O'Brien R.W. The solution of the electrokinetic equations for colloidal particles with thin double layers. J Colloid Interface Sci 92 (1983) 204-216
14. Sellier A. On boundary effects in electrophoresis. C R Acad Sci Ser IIb 329 8 (2001) 565-570
15. Allison S.A., and Xin Y. Electrokinetic transport of rigid macroions in the thin double layer limit: a boundary element approach. J Colloid Interface Sci 288 2 (2005) 616-628
16. Pozrikidis C. A practical guide to boundary element methods with the software library BEMLIB (2002), CRC Press, Boca Raton, FL
17. Pozrikidis C. Boundary integral and singularity methods for linearized viscous flow (1992), Cambridge University Press, New York
18. Keh H.J., and Chiou J.Y. Electrophoresis of a colloidal sphere in a circular cylindrical pore. AIChE J 42 5 (1996) 1397-1406