The steady-state heating of a metal salt during galvanostatic electrol
ysis in a cell containing a binary or ternary electrolyte solution and
two parallel electrodes of identical size is studied theoretically. T
emperature distributions are calculated analytically and numerically f
or different current densities. Specific features intrinsic to the tem
perature distribution in the vicinity of the limiting diffusion-migrat
ion currents are analyzed. The theoretical analysis of the temperature
distribution in the cell is based on the exact solution of the electr
odiffusion problem described by the Nernst-Planck equations and an app
roximate solution of the steady-state heat equation containing st heat
source that corresponds to Joule heat evolution caused by the electri
c current passing through the cell.