Abstract

The interplay between magnetism and topological electronic structure offers a large freedom to design strong anomalous Hall effect (AHE) materials. A nodal line from band inversion is a typical band structure to generate strong AHE. Whereas, in most collinear antiferromagnets (AFMs), the integration of Berry curvatures on Brillouin zone is forced to zero by the joint $TO$ symmetry, where $T$ and $O$ are time reversal and a space group operation, respectively. Even with inverted band structures, such kind of AFM cannot have AHE. Therefore, so far, AFM nodal line band structures constructed by spin degenerated bands didn't get much attentions in AHE materials. In this work, we illustrate that such kind of band structure indeed provides a promising starting point to generated strong local Berry curvature by perturbations and, therefore, strong intrinsic AHE. In specific AFM compounds of $A$MnBi$_2$($A$=Ca and Yb) with inverted band structure, we found a strong AHE induced by a weak spin canting, and due to nodal line in the band structure the anomalous Hall conductivity keeps growing as the canting angle increases. Since such spin-canting can be adjusted via doping experimentally, it provides another effective strategy to generate and manipulate strong AHE

Highlights

  • Materials with a strong anomalous Hall effect (AHE) [1] have attracted extensive attention in the fields of materials science and condensed matter physics, which are connected to fundamental topological band structures and potential applications in electronic devices

  • Strong AHE materials with both large anomalous Hall conductivity (AHC) and anomalous angles were observed in the ferromagnetic Weyl semimetal Co3Sn2S2 [5,6,7], nodal semimetals of layered ferromagnetic compound Fe3GeTe2 [8,9], and Heusler compound Co2Mn(Ga/Al) [10,11,12,13,14,15] et al A crucial property of the Berry curvature is that it is odd under a time reversal operator [4]

  • We propose an effective strategy for generating strong Berry curvature by spin-canting based on collinear AFM nodal line band structures with combined symmetries T O

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Summary

INTRODUCTION

Materials with a strong anomalous Hall effect (AHE) [1] have attracted extensive attention in the fields of materials science and condensed matter physics, which are connected to fundamental topological band structures and potential applications in electronic devices. By using first principles, as we will show below, by spin canting, the nodalline-like special band structures in the AFM materials with combined symmetries may generate strong AHE. We propose an effective strategy for generating strong Berry curvature by spin-canting based on collinear AFM nodal line band structures with combined symmetries T O. Doping electrons can reduce the AHC while doping holes strengthen it

Method
Symmetry analysis
Ab initio ANALYSIS OF ANOMALOUS TRANSPORTS
CONCLUSION

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