4th INTERNATIONAL WORKSHOP ON ELECTRODEPOSITED NANOSTRUCTURES 16-18 March 2006, Dresden, Germany |
ABSTRACTS |
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In the present contribution, we intend to give a description of the spin-dependent scattering processes occurring in various magnetic nanostructures which form the basis for explaining the phenomenon of GMR. The two limiting cases are (i) classical granular metals in which nanoscale non-interacting ferromagnetic (FM) particles with SPM characteristics are embedded in a non-magnetic matrix and (ii) perfect nanoscale metallic multilayers in which FM layers are separated by non-magnetic layers. In the first case, the field dependence of the magnetoresistance is proportional to the square of the Langevin function L(x) describing the field dependence of the magnetization where x = µH/kT with µ as the average SPM particle moment. In perfect multilayers, the field dependence of the GMR is governed by that of the antiferromagnetic coupling between the FM layers via the non-magnetic spacer layers. Due to a distribution of SPM particle size in granular metals, there may be larger particles which exhibit FM behaviour, i.e., their magnetization orientation does not fluctuate as was for the SPM state. In such cases, the GMR field dependence was found [1] to be proportional to L(x) and not to [L(x)]2 and this could be explained [2] by taking into account spin-dependent electron transport processes for electrons travelling between a FM and a SPM particle. At the other end, in magnetic/non magnetic multilayers, SPM regions can often occur and then applying the same model, we can observe a GMR term with a field dependence proportional to L(x) [3]. Besides the general overview of spin-dependent transport processes in magnetic nanostructures, we present our recent results on the GMR of electrodeposited multilayers which are discussed in terms of the above described model. [1] B.J. Hickey, M.A. Howson, S.O. Musa and N. Wiser, Phys. Rev. B 51, 667 (1995). [2] N. Wiser, J. Magn. Magn. Mater. 159, 119 (1996). [3] I. Bakonyi, L. Péter, Z. Rolik, K. Kiss-Szabó, Z. Kupay, J. Tóth, L. F. Kiss and J. Pádár, Phys. Rev. B 70, 054427 (2004). |
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