2011
DOI: 10.1002/pssb.201147097
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Electronic and transport properties of disordered transition‐metal alloys

Abstract: We present a first-principles approach to describe electronic transport of disordered alloys in a material specific way. The electronic structure is represented in terms of the relativistic multiple scattering KKR-Green function. Disorder with possible inclusion of short-ranged order effects is taken into account by the coherent-potential approximation or its nonlocal formulation. A salient feature of the presented method is the possibility to combine it with a linear response Kubo framework, allowing for a de… Show more

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Cited by 17 publications
(13 citation statements)
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“…While the KKR-CPA calculations of the DOS and BSF provide a basis for understanding the large variations in RR found in the alloys studied here, a detailed understanding will require a full calculation of the residual resistivity within the KKR-CPA245152 to delineate the extent to which the residual resistivity can be accounted for by potential scattering induced by atomic and magnetic disorder alone. Because the KKR-CPA is an effective medium theory that, on average, restores the underlying (in this case FCC) lattice periodicity, any effects of displacement fluctuations are neglected.…”
Section: Discussionmentioning
confidence: 99%
“…While the KKR-CPA calculations of the DOS and BSF provide a basis for understanding the large variations in RR found in the alloys studied here, a detailed understanding will require a full calculation of the residual resistivity within the KKR-CPA245152 to delineate the extent to which the residual resistivity can be accounted for by potential scattering induced by atomic and magnetic disorder alone. Because the KKR-CPA is an effective medium theory that, on average, restores the underlying (in this case FCC) lattice periodicity, any effects of displacement fluctuations are neglected.…”
Section: Discussionmentioning
confidence: 99%
“…Its average over the local moment configurations appropriately weighted for a given temperature enables us to readily calculate temperature-dependent electronic effects. Work is in progress to incorporate these effects into a full Kubo-Greenwood-Stȓeda formalism for T -dependent magnetotransport properties [52]. In the meantime we show here the T -dependent density of states as the first step to quantifying the magnetoresistive changes at T t as well as the electronic component of the MCE.…”
Section: Calculational Details: the Weiss Fields And T -Dependent mentioning
confidence: 99%
“…For the corresponding calculation of the reduced magnetic moment the potential obtained from the SCF calculation for the perfect ferromagnetic state (T = 0 K) has been used. The calculation for the electrical conductivity as well as for the Gilbert damping parameter has been performed as described elsewhere [42,64].…”
Section: Computational Detailsmentioning
confidence: 99%