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Journal of Colloid and Interface Science

Volumn 424, Issue , 2014, Pages 120-123

Multi-ion diffusiophoresis

(2) Chiang, Tso Yi a Velegol, Darrell a

a The Pennsylvania State University (United States)

Author keywords

Diffusiophoresis; Electroneutrality; Multi ion diffusiophoresis

Indexed keywords

ANALYTICAL MODELS; CALCIUM CARBONATE; ELECTRIC FIELDS; MODELS; OSMOSIS;

CONCENTRATION PROFILES; DIFFUSIOPHORESIS; DOUBLE LAYERS; ELECTRONEUTRALITY; FLUID MOTIONS; ION MIGRATION; SALT CONCENTRATION; STEADY STATE;

IONS;

BICARBONATE; CALCIUM ION; HYDROXYL GROUP; ION;

ARTICLE; CHEMICAL PHENOMENA; CONTROLLED STUDY; DIFFUSION COEFFICIENT; ELECTRIC FIELD; ELECTRONEUTRALITY; MULTI ION DIFFUSIOPHORESIS; OSMOSIS; PRIORITY JOURNAL; STEADY STATE;

EID: 84897455462 PISSN: 00219797 EISSN: 10957103 Source Type: Journal
DOI: 10.1016/j.jcis.2014.03.003 Document Type: Article

Times cited : (55)

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- Electrochemical systems, 2nd ed. Prentice Hall (Englewood Cliffs NJ) 1991. Eq. (6.6) of Newman's book has the result relating the current to the gradient of electrochemical potential. It is derived using his Eq. (3.19) for the electrochemical potential, along with an expression relating the current to the gradient in electrochemical potential in Section 12.7 on liquid-junction potentials in the same book. For dilute solutions, and assuming the current is 0, our result is the same.
- J.S. Newman, Electrochemical systems, 2nd ed. Prentice Hall (Englewood Cliffs NJ) 1991. Eq. (6.6) of Newman's book has the result relating the current to the gradient of electrochemical potential. It is derived using his Eq. (3.19) for the electrochemical potential, along with an expression relating the current to the gradient in electrochemical potential in Section 12.7 on liquid-junction potentials in the same book. For dilute solutions, and assuming the current is 0, our result is the same.
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- While this manuscript was in review, Brown and Poon published a paper with the E field given by Eq 3 (i.e., the Henderson equation), as well as for the self-diffusiophoretic motion in a gradient containing multiple ions of valence 1. A. Brown and W. Poon, arXiv:1312.4130v2 [cond-mat.soft]
- While this manuscript was in review, Brown and Poon published a paper with the E field given by Eq 3 (i.e., the Henderson equation), as well as for the self-diffusiophoretic motion in a gradient containing multiple ions of valence 1. A. Brown and W. Poon, arXiv:1312.4130v2 [cond-mat.soft], 2014.
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