Intermediate phase growth with electromigration present is important to the performance of solder joints in integrated circuits. Rather than treating the total effective charge number Z t of electromigration as constant, in this paper Z t is treated as a field-dependent function whose contributions arising from both the crystal impurities and imperfections within the bulk and the compositional and phase-field variations across the interface. A diffuse interface model is used to investigate the interfacial migration and phase growth behavior in a binary diffusion couple with a diffusion-controlled mechanism for interfacial reactions. Simulation results show that, compared with the interfacial contribution to Z t , the difference in the bulk contributions to Z t across an interface, which separates two phases at equilibriums, is dominant to the migration rate of this interface; while during the growth of an intermediate phase, the value of Z t within the bulk of the intermediate phase is dominant to the growth rate of this phase, because a larger Z t leads to a larger effective driving force for electromigration and thus a faster migration rate of atoms across the intermediate phase. In both cases when the interfacial reactions are diffusion controlled, the influence from the interfacial contribution to Z t was shown to be almost negligible, because a large increase of Z t within the interfaces will not affect the overall migration rate of atoms significantly.