Adsorption isitherms for neutral organic compounds-a hierarchy in modelling: Part IV. Charge of maximum adsorption-Statistical mechanical basis

Sangaranarayanan, M. V. ; Rangarajan, S. K. (1984) Adsorption isitherms for neutral organic compounds-a hierarchy in modelling: Part IV. Charge of maximum adsorption-Statistical mechanical basis Journal of Electroanalytical Chemistry and Interfacial Electrochemistry, 176 (1-2). pp. 65-98. ISSN 0022-0728

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Official URL: http://www.sciencedirect.com/science/article/pii/S...

Related URL: http://dx.doi.org/10.1016/S0022-0728(84)80310-1

Abstract

The charge at which adsorption of orgamc compounds attains a maximum ( σmaxM) at an electrochenucal interface is analysed using several multi-state models in a hierarchical manner The analysis is based on statistical mechamcal results for the following models (A) two-state site parity, (B) two-state muhl-slte, and (C) three-state site parity The coulombic interactions due to permanent and reduced dipole effects (using mean field approximation), electrostatic field effects and specific substrate interactions have been taken into account. The simplest model in the hierarchy (two-state site parity) yields the exphcit dependence of ( σmaxM) on the permanent dipole moment, polarizability of the solvent and the adsorbate, lattice spacing, effective coordination number, etc Other models in the baerarchy bring to hght the influence of the solvent structure and the role of substrate interactions, etc As a result of this approach, the "composition" of σmaxM terms of the fundamental molecular constants becomes clear. With a view to use these molecular results to maxamum advantage, the derived results for (σmaxM) have been converted into those involving experimentally observable parameters lake Co, C 1, E N, etc Wherever possible, some of the earlier phenomenologlcal relations reported for (σmaxM), notably by Parsons, Damaskm and Frumkln, and Trasattl, are shown to have a certain molecular basis, vlz a simple two-state sate panty model.As a corollary to the hxerarcbacal modelling, σmaxM and the potential corresponding to at (Emax) are shown to be constants independent of θ max or Corg for all models The lmplication of our analysis for σmaxM with respect to that predicted by the generalized surface layer equation (which postulates σmax and Emax variation with θ) is discussed in detail Finally we discuss an passing σminM and the electrosorptlon valency an this context.

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