Spin transport in magnetic multilayers
arXiv:0705.0879 · doi:10.1088/0953-8984/19/35/356204
Abstract
We study by extensive Monte Carlo simulations the transport of itinerant spins travelling inside a multilayer composed of three ferromagnetic films antiferromagnetically coupled to each other in a sandwich structure. The two exterior films interact with the middle one through non magnetic spacers. The spin model is the Ising one and the in-plane transport is considered. Various interactions are taken into account. We show that the current of the itinerant spins going through this system depends strongly on the magnetic ordering of the multilayer: at temperatures below (above) the transition temperature , a strong (weak) current is observed. This results in a strong jump of the resistance across . Moreover, we observe an anomalous variation, namely a peak, of the spin current in the critical region just above . We show that this peak is due to the formation of domains in the temperature region between the low- ordered phase and the true paramagnetic disordered phase. The existence of such domains is known in the theory of critical phenomena. The behavior of the resistance obtained here is compared to a recent experiment. An excellent agreement with our physical interpretation is observed. We also show and discuss effects of various physical parameters entering our model such as interaction range, strength of electric and magnetic fields and magnetic film and non magnetic spacer thicknesses.
8 pages, 17 figures, submitted to J. Phys.: Cond Matter
Cited by in corpus (7)
- Monte Carlo Study of Magnetic Resistivity in Semiconducting MnTe
- Temperature Dependence of the Spin Resistivity in Ferromagnetic Thin Films
- Spin Resistivity in Frustrated Antiferromagnets
- Spin Resistivity in the Frustrated Model
- Effects of Ferromagnetic Magnetic Ordering and Phase Transition on the Resistivity of Spin Current
- Spin transport in magnetically ordered systems: effect of the lattice relaxation time
- Spin Transport in Magnetically Ordered Systems: Ferromagnets, Antiferromagnets and Frustrated Systems