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RESEARCH PRODUCT
Domain wall energy in quasi-one-dimensional Fe/W(110) nanostripes
Hans-joachim ElmersM. Pratzersubject
Arrhenius equationMagnetizationsymbols.namesakeMaterials scienceBoundary effectsCondensed matter physicsHomogeneoussymbolsA domainQuasi one dimensionalMagnetic susceptibilitySurface energydescription
The magnetic susceptibility in Fe/W(110) nanostripes decreases exponentially with increasing temperature according to an Arrhenius law which indicates a quasi-one-dimensional behavior. The interface energy of the Arrhenius law corresponds to the domain wall energy of a domain wall across a single stripe, separating fluctuating regions of homogeneous magnetization. The domain wall energy increases linearly with the width of the stripes, revealing a negative offset which we attribute to boundary effects. Domain wall energies have been determined for Fe/W(110) nanostripes coated with Au and Pd and are compared to values for uncoated Fe/W(110) nanostripes in ultrahigh vacuum.
year | journal | country | edition | language |
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2003-03-21 | Physical Review B |