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Large anomalous Hall effect driven by a nonvanishing Berry curvature in the noncolinear antiferromagnet Mn <sub>3</sub> Ge

Science Advances · 2016 · Vol. 2(4) · pp. e1501870–e1501870
Ajaya K. NayakJ. E. FischerYan SunBinghai YanJulie KarelA. C. KomarekChandra ShekharNitesh KumarWalter SchnelleJ. KüblerClaudia FelserS. Parkin

Abstract

It is well established that the anomalous Hall effect displayed by a ferromagnet scales with its magnetization. Therefore, an antiferromagnet that has no net magnetization should exhibit no anomalous Hall effect. We show that the noncolinear triangular antiferromagnet Mn3Ge exhibits a large anomalous Hall effect comparable to that of ferromagnetic metals; the magnitude of the anomalous conductivity is ~500 (ohm·cm)(-1) at 2 K and ~50 (ohm·cm)(-1) at room temperature. The angular dependence of the anomalous Hall effect measurements confirms that the small residual in-plane magnetic moment has no role in the observed effect except to control the chirality of the spin triangular structure. Our theoretical calculations demonstrate that the large anomalous Hall effect in Mn3Ge originates from a nonvanishing Berry curvature that arises from the chiral spin structure, and that also results in a large spin Hall effect of 1100 (ħ/e) (ohm·cm)(-1), comparable to that of platinum. The present results pave the way toward the realization of room temperature antiferromagnetic spintronics and spin Hall effect-based data storage devices.

Magnetic properties of thin filmsQuantum and electron transport phenomenaPhysics of Superconductivity and MagnetismCondensed matter physicsBerry connection and curvatureHall effectAntiferromagnetismSpin Hall effectFerromagnetismThermal Hall effectSpintronicsMagnetizationPhysics

MeSH terms

GermaniumManganeseMolecular StructureMagnets

Funding

  • Deutsche Forschungsgemeinschaft
  • European Research Council
Citations
849
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33
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References
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Anomalous Hall effect
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Non-collinear antiferromagnets and the anomalous Hall effect
Europhysics Letters (EPL) · 2014 · 365 citations
wannier90: A tool for obtaining maximally-localised Wannier functions
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