The differential diffusion constant of hydrochloric acid has been determined at temperatures ranging from 10°C to 35°C. At 10° and at 15°, the variation of the diffusion constant with concentration is given by the relation k=k0(1+c∂ lnf/∂c)·(η0/η) only up to about 0.2 normal. The activation energy of diffusion for concentrations less than 0.2N is practically independent of acid concentration; it decreases with increasing temperature, and is of the order of magnitude of the activation energy of viscous flow. For higher concentrations, the activation energy increases with increasing acid concentration.
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James et al. (1939) studied this question.
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