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Current-potential relationship for steady-state electron transfer

2 Current-potential relationship for steady-state electron transfer [Pg.251]

Vielstich and co-workers [99] modified the analysis of Blaedel and Klatt [66] to derive the steady-state current-potential relationship at the microtubular electrode under turbulent flow conditions. Their analysis assumed that the electrode/cell/flow rate parameters were such that mass transport to the electrode could be considered to be controlled by the laminar sublayer. In terms of the parameter [Pg.251]

Whilst the kinetic parameters of an electron-transfer reaction can be obtained in an identical fashion under laminar conditions [where u is now given by eqn. (58)] as illustrated by Blaedel [66], it is evident that the dependence of u on the cube root of the solution velocity in the laminar case [eqn. (58)] compared with the -dependence under turbulent conditions [eqn. (166)], implies that faster electron-transfer reactions can be investigated via the latter route. This is best illustrated with a practical example. Using flow rates characterised by Reynolds numbers up to 2 x 105 at a tubular electrode 7 pm in length within a tubular cell of radius 5 mm, Vielstich and co-workers [99] were able to measure a and ke for the ferro-ferricyanide redox couple (at 33.5°C). Their experimental data, in terms of a plot of In ut vs. (E - Ee), is represented in Fig. 50. The slope of both of the linear [Pg.251]

The strength of the technique in this application is demonstrated by Fig. 51, which depicts the current-potential behaviour (calculated from the experimental data in Fig. 50) with reference to that of a reversible process. It is clear that the kinetic parameters of the ferrocyanide/ferricyanide couple, a typical reversible electrode reaction [163], can be measured. Vielstich and co-workers have suggested [99] that, with the condition I/IKV 0.95 (over a reasonable potential range), the technique can be used to measure ks values up to 5 cm s 1 with an accuracy of around 10%. This [Pg.252]

The approximate maximum measurable values of fe8 a comparison of various experimental methods [Pg.253]




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Current potential relationship

Current state

Current steady-state

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Electron steady state

Electron transfer current

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Electronic relationships

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Potential Relationship

Relationship for

Transferable potential

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