2012
DOI: 10.1002/pssb.201147273
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Modulation of spin‐transport and spin‐minibands in a magnetic superlattice

Abstract: We study the spin miniband structure and the ballistic spin‐polarized transport of a magnetic superlattice (MSL), formed by inhomogeneous magnetic field in a semiconductor nanowire. Based on the transfer matrix theory and Bloch's theorem, we calculate the energy dispersion having spin‐minibands and spin‐minigaps due to Bloch periodicity and spin‐dependent ballistic conductance for various geometrical and physical parameters. Results show that full spin‐polarization in the ballistic conductance of the system oc… Show more

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Cited by 2 publications
(5 citation statements)
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“…For a spin device application of a MSL, it is important to have sizable conductance for spin-polarized electric currents. In this work, by analyzing the energy miniband dispersion and the spin-dependent transmission probability of the quasi-onedimensional MSL, we note that the transmission probability profile for each channel is strongly related to the width of the wire, which was not a concern in the previous work [13]. In general, due to the carrier confinement effect, a thinner wire is expected to be more efficient than a thicker one in producing a spin-polarized current, independent of the ratio among the size parameters of MSL.…”
Section: Introductionmentioning
confidence: 89%
See 3 more Smart Citations
“…For a spin device application of a MSL, it is important to have sizable conductance for spin-polarized electric currents. In this work, by analyzing the energy miniband dispersion and the spin-dependent transmission probability of the quasi-onedimensional MSL, we note that the transmission probability profile for each channel is strongly related to the width of the wire, which was not a concern in the previous work [13]. In general, due to the carrier confinement effect, a thinner wire is expected to be more efficient than a thicker one in producing a spin-polarized current, independent of the ratio among the size parameters of MSL.…”
Section: Introductionmentioning
confidence: 89%
“…The following calculation shows the analytical derivation of conditions to synchronize the spin directions between channels. The notations as well as the calculations here follow closely those in [13]. The transmission matrix T σ n , depending on spins (σ = σ z ), for a single-cell of the MSL with a unit interval a at the channel n can be obtained as [13] T…”
Section: Formalismmentioning
confidence: 99%
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“…This alternate model states that there is a difference in regression weights across the different group time periods. R code developed by Kim (2012) was utilized in this power analysis. In this case, after running the multiple simulations using the model, the number of simulations that resulted in a significant chi-square (difference) between the population or null model and the alternate model determined the power.…”
Section: Power Analysismentioning
confidence: 99%