Abstract
We study the domain wall (DW) resistivity in a thin wire of disordered ferromagnetic metal, in the presence of an ac magnetic field with the frequency ωex applied parallel to the wire. Periodic oscillations of a DW driven by the magnetic field induce spin-flip electron scattering, which increases the resistivity, particularly when ωex is nearly equal to the attempt frequency ω0 of the DW. We calculate the negative correction δ σ to local conductivity due to the spin-flip electron scattering at zero temperature. We find that the correction arising inside the DW region is given by δ σ/σ0 ∝ -1 /[(1-ωex/ω0)2 + (η/ω0)2], where η is the friction coefficient for the DW motion and σ0 the Drude conductivity. This result indicates that we can estimate the important parameters ω0 and η for DW dynamics by measuring the resistivity as a function of ωex.