Abstract
the passivation time (tp) of polycrystalline lead anodes in perchloric acid has been studied over a range of current densities (i).
When diffusion is the only mode of mass transport, the equation: i√t p = C p √α is obeyed where Cp is the concentration of metal ions at the anode at the onset of passivity. The effect of an interruption (at time t1 for a period t2) during the polarisation (at i1) followed by further polarisation (at iy2) until passivation occurs (t 1 + t 2 + t 3) is considered. The relationship:
i 2√t 3 − i 1(√t 1 + t 2 + t 3 − √t 2 + t 3) = C p√α is derived theoretically and shown to apply in practice.
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