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Limiting current from Rotating Disk Electrode - Simulation doesn't match theory
Posted 19 août 2015, 17:37 UTC−4 Computational Fluid Dynamics (CFD), Electrochemistry, Modeling Tools & Definitions, Parameters, Variables, & Functions, Studies & Solvers Version 5.1 2 Replies
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I am having an problem getting a value for the current at an electrode, that is being rotated in solution, that would be expected from theory.
The Levich equation ( en.wikipedia.org/wiki/Levich_equation ) models the diffusion and solution flow conditions around a Rotating disk electrode (RDE). The Levich equation gives the height of the sigmoidal wave observed in rotating disk voltammetry, or the limiting current. The limiting current can be approached, for example, by increasing the electric potential or decreasing the rate of mass transfer to the electrode. The RDE reduces the rate of mass transfer through induced flux and is equivalent to a silent solution at steady state.
I began with model library. I found the microdisk volatmmetry model. This model shows the limiting current as the applied potential is changed.
The Levich equation ( en.wikipedia.org/wiki/Levich_equation ) models the diffusion and solution flow conditions around a Rotating disk electrode (RDE). The Levich equation gives the height of the sigmoidal wave observed in rotating disk voltammetry, or the limiting current. The limiting current can be approached, for example, by increasing the electric potential or decreasing the rate of mass transfer to the electrode. The RDE reduces the rate of mass transfer through induced flux and is equivalent to a silent solution at steady state.
I began with model library. I found the microdisk volatmmetry model. This model shows the limiting current as the applied potential is changed.
2 Replies Last Post 24 août 2015, 14:53 UTC−4