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Large anisotropic topological Hall effect in a hexagonal non-collinear magnet Fe5Sn3

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 Added by Hang Li
 Publication date 2020
  fields Physics
and research's language is English




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We report the observation of a large anisotropic topological Hall effect (THE) in the hexagonal non-collinear magnet Fe5Sn3 single crystals. It is found that the sign of the topological Hall resistivity is negative when a magnetic field H perpendicular to the bc-plane (Hperp bc-plane), however, it changes form negative to positive when H parallel to the c-axis (Hparallel c-axis). The value of topological Hall resistivity increased with the increasing temperature and reached approximately -2.12 muOmega cm (Hperp bc-plane) and 0.5 muOmega cm (Hparallel c-axis) at 350 K, respectively. Quantitative analyses of the measured data suggest that the observed anisotropic THE may originate from the opposite scalar spin chirality induced by the magnetic fields perpendicular and parallel to the c-axis, respectively.



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279 - Hang Li , Bei Ding , Jie Chen 2021
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In this paper, we report an experimental observation of the large anomalous Hall effect (AHE) in a hexagonal ferromagnetic Fe5Sn3 single crystal with current along the b axis and a magnetic field normal to the bc plane. The intrinsic contribution of the anomalous Hall conductance sigma_AH^int was approximately 613 {Omega}-1 cm-1, which was more than 3 times the maximum value in the frustrated kagome magnet Fe3Sn2 and nearly independent of the temperature over a wide range between 5 and 350 K. The analysis results revealed that the large AHE was dominated by a common, intrinsic term, while the extrinsic contribution, i.e., the skew scattering and side jump, turned out to be small. In addition to the large AHE, it was found the types of majority carriers changed at approximately 275 and 30 K, consistent with the critical temperatures of the spin reorientation. These findings suggest that the hexagonal ferromagnetic Fe5Sn3 single crystal is an excellent candidate to use for the study of the topological features in ferromagnets.
152 - Hang Li , Bei Ding , Jie Chen 2019
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