Based on the Kubo-Greenwood equation as formulated for layered systems, an
approach is discussed that allows us to separate the resistance of the curr
ent leads from that of the region whose resistance we wish to calculate for
current perpendicular to the plane of the layers. By applying this approac
h to Fe/Ge/Fe model structures related to the parent lattice of bcc Fe we f
ind that at least nine layers of the magnetic electrodes should be consider
ed as being part of the calculation in order to perform such a separation.
With different structures in the Ge spacer. we find that the concentration
of vacancies plays a crucial role for the existence of a sizeable magnetore
sistance (MR), while the actual structure in the spacer seems to be of less
importance. Depending on the type of structure and the number of spacer la
yers (in a typical regime of 6-21 layers) the MR for ordered structure vari
es between 35% and 45%. Vacancy concentrations of more than 10%. however, w
ipe out the MR completely. Interdiffusion at the Fe/Ge interfaces produces
very similar effects.