SPIN TRANSPORT IN MAGNETICALLY ORDERED SYSTEMS: EFFECT OF THE LATTICE RELAXATION TIME

Yann Magnin (1) , Danh-Tai Hoang (1) , Hung The Diep (1)

1 LPTM - UMR 8089 - Laboratoire de Physique Théorique et Modélisation

Spin resistivity $R$ has been shown to result mainly from the scattering of itinerant spins with magnetic impurities and lattice spins. $R$ is proportional to the spin-spin correlation so that its behavior is very complicated near and at the magnetic phase transition of the lattice spins. For the time being there are many new experimental data on the spin resistivity going from semiconductors to superconductors. Depending on materials, various behaviors have been observed. There is however no theory so far which gives a unified mechanism for spin resistivity in magnetic materials. Recently, we have showed Monte Carlo results for different systems. We found that the spin resistivity is very different from one material to another. In this paper, we show for the first time how the dynamic relaxation time of the lattice spins affects the resistivity of itinerant spins observed in Monte Carlo simulation.

Mots clés: Spin Resistivity; Magnetotransport; Monte Carlo Simulation; Relaxation Time

Domaines: Mécanique statistique [cond-mat.stat-mech]

Yann Magnin, Danh-Tai Hoang, Hung The Diep. SPIN TRANSPORT IN MAGNETICALLY ORDERED SYSTEMS: EFFECT OF THE LATTICE RELAXATION TIME. 2011. ⟨hal-00560786⟩