  We investigate the effects of an electric current on the width of a
stationary reaction zone in an irreversible A^- + B^+ -> C reaction-diffusion
process. The ion dynamics of the electrolytes A = (A^+, A^-) and B = (B^+, B^-)
is described by reaction-diffusion equations obeying local electroneutrality,
and the stationary state is obtained by employing reservoirs of fixed
electrolyte concentrations at the opposite ends of a finite domain. We find
that the width of the reaction zone decreases when the current drives the
reacting ions towards the reaction zone while it increases in the opposite
case. The linear response of the width to the current is estimated by
developing a phenomenological theory based on conservation laws, and on
electroneutrality. The theory is found to reproduce numerical solutions to a
good accuracy.
