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Diffusion-limited current planar and spherical electrodes

3 Diffusion-limited current planar and spherical electrodes [Pg.85]

The experiment leading to the diffusion-limited current involves application of a potential step at = 0 to an electrode, in a solution containing [Pg.85]

The mathematical solution to this problem is facilitated by using a dimensionless concentration [Pg.86]

The general solution to this equation is well known  [Pg.87]

Since the second term of the right-hand side does not satisfy the second boundary condition (jt— oo, y- 0), then B (s) = 0. The third boundary condition in Laplace space is [Pg.87]


See also in sourсe #XX -- [ Pg.85 , Pg.86 , Pg.87 , Pg.88 , Pg.89 ]




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And planarity

Current limit

Diffusion current

Diffusion limit

Diffusion limitation

Diffusion limiting

Diffusion planar

Diffusive limit

Electrode diffusion

Electrode planar

Electrode spherical

Limitation current

Limited currents

Limiting current electrodes

Limiting currents

Limiting diffusion current

Limiting diffusivity

Spherical diffusion

Spherical, diffusion electrodes

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