During alkaline water electrolysis, additional energy losses occur owing the presence of bubbles in the solution, particularly close to both the gas-evolving electrodes. For both hydrogen and oxygen-evolving disc electrodes (diameters from 0.2 to 2.0 mm) in KOH solutions, the reduced increase in ohmic resistance, Δ R*, has been determined by the alternating current—impedance method. It has been found that, for hydrogen-evolving electrodes, log Δ R* = 1 1 + b log i, where the exponent b at 0.1 A cm −2 < i < 5 A cm −2 does not depend on the diameter, position and material of the electrode, pressure and temperature but does significantly depend on KOH concentration. The factor a 1, however, being dependent on the position, height and material of electrode, temperature and KOH concentration. Δ R* cannot be expressed for the oxygen-evolving electrode by a general equation, due to the coalescence behaviour of oxygen bubbles. Moreover, it has been established that the Bruggemann equation is useful to determine the ohmic resistance of a solution layer containing gas bubbles of different size at which each bubbles adheres to the electrode surface.