1989
DOI: 10.1021/j100348a043
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Electrical-field-driven electron self-exchange in a mixed-valent osmium(II/III) bipyridine polymer: solid-state reactions of low exothermicity

Abstract: The dynamics of electrical-field-driven solid-state electron transfers between Os(II) and Os(III) sites in the 1:1 mixed-valent redox polymer poly [Os(III/II)(bpy)2(vpy)2] (C104)2 3 (bpy = bipyridine; vpy = vinylpyridine) are described. The nonlinear molecular conductivity of the polymer is modeled as an experimentally controllable intersite free energy gradient imposed by the electrical field. Electron self-exchange rates are analyzed as a function of free energy and temperature from 83 to 295 K with both cla… Show more

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Cited by 44 publications
(43 citation statements)
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“…Similar quasi-diffusive effects have been discussed for a number of electroactive polymer systems. 205,[242][243][244][245][246] In light of the above discussion, the rate of charge percolation in the oxide layers may be quantified in terms of a charge transport diffusion coefficient D CT , reflecting either the rate of electron 'hopping' or the diffusion of protons/hydroxide ions via a rapid Grotthus type mechanism. 17 In this sense, Laviron [247][248][249][250][251][252] and Aoki 253,254 have developed useful models allowing the voltammetric response to be analysed quantitatively as a function of sweep rate.…”
Section: Charge Transport In Transition Metal Oxidesmentioning
confidence: 99%
“…Similar quasi-diffusive effects have been discussed for a number of electroactive polymer systems. 205,[242][243][244][245][246] In light of the above discussion, the rate of charge percolation in the oxide layers may be quantified in terms of a charge transport diffusion coefficient D CT , reflecting either the rate of electron 'hopping' or the diffusion of protons/hydroxide ions via a rapid Grotthus type mechanism. 17 In this sense, Laviron [247][248][249][250][251][252] and Aoki 253,254 have developed useful models allowing the voltammetric response to be analysed quantitatively as a function of sweep rate.…”
Section: Charge Transport In Transition Metal Oxidesmentioning
confidence: 99%
“…The variation of the hydrous oxide charge capacity, Q (which is proportional to the redox charge capacity, C, defined for electroactive polymer films in the work of Chidsey and Murray, [28][29][30][31] ) with analytical sweep rate is outlined in Fig. 6.…”
Section: Analysis Of the Redox Switching Reaction In The Hydrous Layermentioning
confidence: 99%
“…In this situation, the mass transport (hopping) of electrons cannot be supported with ionic motion and the development of electrolytically generated concentration gradients is precluded [36,44]. The current developed with such mixed-valence materials is exponentially related to the applied voltage; however, for small voltage gradients it can be linearized [48,49]. Within this linear regime, the electrical (molecular) conductivity, j, can be related to the electron-self exchange dynamics [13] and expressed in terms of the electron diffusion as…”
Section: Mechanisms Of Charge Transportmentioning
confidence: 99%