## mass transfer coefficient

in electrochemistry
https://doi.org/10.1351/goldbook.M03754
The @[email protected] defined for the case of the @[email protected] A more general definition in terms of the @[email protected] is: $k_{\text{d}}=\frac{j\ \nu }{n\ F\ (c_{\text{e}}- c_{0})}$ or $k_{\text{d}} = \frac{j\ \nu \ (1- t_{\text{B}}\ n\ \nu ^{-1}\ z_{\text{B}}^{-1})}{n\ F\ (c_{\text{e}}- c_{0})}$ where $$j$$ is the @[email protected], $$\nu$$ is the @[email protected], $$n$$ is the @[email protected], $$F$$ is the @[email protected], $$c_{\text{e}}$$ is the @[email protected], $$c_{0}$$ is the @[email protected], $$t_{\text{B}}$$ is the @[email protected] of species B, and $$z_{\text{B}}$$ is the @[email protected] of species B.
Source:
PAC, 1981, 53, 1827. (Nomenclature for transport phenomena in electrolytic systems) on page 1839 [Terms] [Paper]