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H. Ohshima (2002)
Modified Henry function for the electrophoretic mobility of a charged spherical colloidal particle covered with an ion-penetrable uncharged polymer layer.Journal of colloid and interface science, 252 1
H. Ohshima (2003)
Electrophoretic mobility of a charged cylindrical colloidal particle covered with an ion-penetrable uncharged polymer layer.Journal of colloid and interface science, 258 2
Ohshima (2000)
On the General Expression for the Electrophoretic Mobility of a Soft Particle.Journal of colloid and interface science, 228 1
H. Ohshima (1995)
Electrophoresis of soft particlesAdvances in Colloid and Interface Science, 62
H. Ohshima (2003)
On the limiting electrophoretic mobility of a highly charged colloidal particle in an electrolyte solution.Journal of colloid and interface science, 263 1
H. Ohshima (2002)
Electrophoretic mobility of a charged spherical colloidal particle covered with an uncharged polymer layerELECTROPHORESIS, 23
D. Henry (1931)
The cataphoresis of suspended particles. Part I.—The equation of cataphoresisProceedings of The Royal Society A: Mathematical, Physical and Engineering Sciences, 133
H. Ohshima (1994)
Electrophopretic mobility of soft particles.Electrophoresis, 16 8
H. Ohshima (2004)
Electrophoretic mobility of a highly charged colloidal particle in a solution of general electrolytes.Journal of colloid and interface science, 275 2
R. Hill, D. Saville, W. Russel (2003)
Polarizability and complex conductivity of dilute suspensions of spherical colloidal particles with uncharged (neutral) polymer coatings.Journal of colloid and interface science, 268 1
P. Debye, A. Bueche (1948)
Intrinsic Viscosity, Diffusion, and Sedimentation Rate of Polymers in SolutionJournal of Chemical Physics, 16
H. Ohshima, T. Healy, L. White (1983)
Approximate analytic expressions for the electrophoretic mobility of spherical colloidal particles and the conductivity of their dilute suspensionsJournal of the Chemical Society, Faraday Transactions, 79
An approximate analytic expression is derived for the electrophoretic mobility of a charged spherical colloidal particle covered with an ion-penetrable uncharged polymer layer in an electrolyte solution by taking into account the relaxation effects. This expression is applicable for all values of zeta potentials at large κa(κa≥ca. 30), where κ is the Debye–Huckel parameter and a is the radius of the particle core. A simple expression for the ratio of the electrophoretic mobility of a polymer-coated particle to that of a bare particle without a polymer layer is also given.
Colloid Polymer Science – Springer Journals
Published: Dec 1, 2004
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