Journal ArticleDOI
Electrokinetic Lift of a Sphere Moving in Slow Shear Flow Parallel to a Wall: II. Theory
Stacy G. Bike,Dennis C. Prieve +1 more
TLDR
In this paper, the electrokinetic lift on a sphere, freely rotating and translating in linear shear flow along a plane wall, was calculated numericaly assuming that the zeta potentials of the sphere and the plate are equal and that the Debye length is sufficiently small that the space charge density is not perturbed by flow.About:
This article is published in Journal of Colloid and Interface Science.The article was published on 1995-11-01. It has received 35 citations till now. The article focuses on the topics: Debye length & Debye.read more
Citations
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Coupling of hydrodynamic and electric interactions in adsorption of colloidal particles.
TL;DR: All results reported in this review suggest strong coupling of the hydrodynamic and electric forces and their pronounced influence on colloid particle adsorption.
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Optical microscopy measurements of kT-scale colloidal interactions
TL;DR: This review discusses recent advances in the development of non-intrusive optical microscopy methods to measure kT -scale colloidal interactions and discusses how these methods can be used in an integrated fashion to measure complementary quantities based on each method's strengths.
Journal ArticleDOI
The elastohydrodynamic force on a sphere near a soft wall
TL;DR: In this article, the influence of soft boundaries on the forces experienced by a small sphere undergoing slow translation and rotation near a wall is investigated using asymptotic and numerical methods.
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Colloidal micromotor in smectic A liquid crystal driven by DC electric field
TL;DR: In this paper, the authors explain the translation of spinning spheres as a result of hydrodynamic interaction with the bounding walls, and describe a unique orbiting motion: the spinning particles circumnavigate air inclusions in the liquid crystal.
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Streaming-potential phenomena in the thin-Debye-layer limit. Part 1. General theory
TL;DR: In this paper, a singular perturbation analysis for the limit where the Hartmann number is and the Peclet number is given is presented, where the deformation of the Debye layer is assumed to be caused by the original Stokes flow.