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Current-Time Dependence at Constant Potential Potentiostatic Regime

3 CURRENT-TIME DEPENDENCE AT CONSTANT POTENTIAL (POTENTIOSTATIC REGIME) [Pg.143]

Using a three-electrode systan and a potentiostat, described in Chapter 6, a constant potential can be set up and the current density vs. time can be measured. This organization of measuronents is called the potentiostatic regime. [Pg.143]

If there is no convection. Equation 7.8 can be used with only the first term on the right-hand side. Under these conditions and when the potential is held constant, the current measurements can be used to define (1) the Nemst diffusion layer thickness, 5n, as a function of time and (2) the diffusion coefficient of the electrochemically active species. In the potentiostatic regime, the concentration of the electrochemi-caUy active species is a function of both distance from electrode, x, and time, t. Let us see how the equation for Pick s second law [Pg.143]

Equation 7.10 can be solved with the following initial and boundary conditions  [Pg.143]

D is the effective diffusion coefficient of a binary electrolyte as defined earlier [Pg.143]




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Constant current

Current regimes

Current time-dependent

Current-potential-time

Potential constant

Potential dependence

Potentiostat

Potentiostatic

Potentiostatic regime

Potentiostats

Time constant

Time-dependent potentials

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