## Abstract Drawbacks of the well‐known potential‐step method are briefly mentioned. A new method called the __cyclic__ potential‐step method is introduced, the essential of which is that a square wave voltage is applied to a polarisable electrode. It is shown mathematically that the current respon
Square wave electrolysis II: The cyclic current-step method
✍ Scribed by M. D. Wijnen; W. M. Smit
- Book ID
- 104586125
- Publisher
- Elsevier Science
- Year
- 2010
- Tongue
- English
- Weight
- 738 KB
- Volume
- 79
- Category
- Article
- ISSN
- 0165-0513
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✦ Synopsis
Abstract
A new method, designated the cyclic current‐step method, for the evaluation of kinetic parameters of electrochemical processes (especially the exchange current j~0~) is introduced in addition to the well‐known (single) current‐step method. Its essential basis is that a square wave current is forced through a polarisable electrode and the voltage response of the electrode is measured.
It is shown mathematically that the voltage response approaches a constant pattern when “coulomb‐symmetry” is present and a gradually changing pattern is observed when a departure from coulomb‐symmetry occurs. Even when the pattern is continuously changing due to the presence of coulomb‐asymmetry the evaluation of j~0~ may be easily achieved.
By means of the cyclic current‐step method it is easily visualised whether or not the influence of the double layer capacity is negligible. Moreover, the method provides a ready means for the elimination of the ohmic part of the voltage response of the electrolytic cell.
📜 SIMILAR VOLUMES
## Abstract The experimental setups required for the cyclic potential‐step and cyclic current‐step methods are thoroughly discussed. Attention is paid to the following subjects: conditions for linear diffusion, reference electrode, potentiostatic conditions, time‐symmetry of the applied square wave
The electrical conductivity of a laboratory lead dioxide electrode immersed in a solution of HISO, was measured by the four-point dc method using a current step. Analysis of the potential drop as function of the time yielded information about conductivity of the solid phase, double layer capacity re