1993
DOI: 10.1016/0009-2614(93)89003-z
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Time-dependent friction on a charged tracer in a Brownian multicomponent plasma

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Cited by 23 publications
(6 citation statements)
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“…However, no systematic investigation of semiflexible polymer diffusion over the whole range of ionic strengths has been conducted. For charged colloidal spheres, the diffusion constant is known to exhibit a shallow minimum at intermediate salt concentrations where the screening length κ −1 is of the order of the sphere radius R. This was shown in experiments [8] and theoretically with [9,10] and without hydrodynamic interactions [11,12]. Rod-like particles show similar effects, as demonstrated experimentally with tobacco mosaic viruses [13] and in model calculations for ellipsoidal particles [14].…”
supporting
confidence: 54%
“…However, no systematic investigation of semiflexible polymer diffusion over the whole range of ionic strengths has been conducted. For charged colloidal spheres, the diffusion constant is known to exhibit a shallow minimum at intermediate salt concentrations where the screening length κ −1 is of the order of the sphere radius R. This was shown in experiments [8] and theoretically with [9,10] and without hydrodynamic interactions [11,12]. Rod-like particles show similar effects, as demonstrated experimentally with tobacco mosaic viruses [13] and in model calculations for ellipsoidal particles [14].…”
supporting
confidence: 54%
“…The friction effect of the solvent is included already in ζ 0 T . Our finding that HI are essential for a consistent physical description of electrolyte friction should be compared with earlier approaches of Schurr [20] and Medina-Noyola et al [19,21], the latter approach based on a generalised Langevin equation description, where it has been attempted to explain the observed maximum of ∆ζ T (κ) in terms of direct forces only.…”
mentioning
confidence: 82%
“…Therefore, it could also be used to address dynamical questions in equilibrium and nonequilibrium. Important examples concern the motion of poly-and counterions under the influence of an external electric field including effects as the electrophoretic mobility [46][47][48][49], ion migration [50], electro-kinetic properties [51] and electrolyte friction [52,53]. Our approach produces both diffusive motion and hydrodynamic interactions mediated by the solvent as an output.…”
Section: Discussionmentioning
confidence: 99%