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Crystal facet orientation and temperature dependence of charge and spin Hall effects in noncollinear antiferromagnets: A first-principles investigation
Meng Zhu, Xinlu Li, Fanxing Zheng, Jianting Dong, Ye Zhou, Kun Wu, and Jia Zhang
Phys. Rev. B 110, 054420 – Published 9 August 2024
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Abstract
Noncollinear antiferromagnets (nc-AFMs) have attracted increasing research attention in spintronics due to their unique spin structures and fascinating charge and spin transport properties. By using first-principles calculations, we comprehensively investigate the charge and spin Hall effects in representative noncollinear antiferromagnet . Our study reveals that the Hall effects in nc-AFMs are critically dependent on the crystal facet orientation and temperature. For (001)-oriented , each charge and spin Hall conductivity element comprises time-reversal odd (-odd) and even (-even) contribution, associated with longitudinal conductivity, which leads to sizable and highly anisotropic Hall conductivity. The temperature dependence of charge and spin Hall conductivity has been elucidated by considering both phonon and spin disorder scattering. The scaling relations between Hall conductivity and longitudinal conductivity have also been investigated. The existence of prominent spin Hall effect in nc-AFMs may generate spin current with spin polarization, which is advantageous for field-free switching of perpendicular magnetization. Our work may provide unambiguous understanding of the charge and spin transport in noncollinear antiferromagnets and pave the way for applications in antiferromagnetic spintronics.
- Received 26 May 2024
- Revised 26 July 2024
- Accepted 28 July 2024
DOI:https://doi.org/10.1103/PhysRevB.110.054420
©2024 American Physical Society
Physics Subject Headings (PhySH)
- Research Areas
Anomalous Hall effectSpin Hall effectSpintronics
- Physical Systems
AntiferromagnetsNoncollinear magnets
- Techniques
Density functional theoryGreen's function methods
Condensed Matter, Materials & Applied Physics
Authors & Affiliations
Meng Zhu, Xinlu Li*, Fanxing Zheng, Jianting Dong, Ye Zhou, Kun Wu, and Jia Zhang†
- School of Physics and Wuhan National High Magnetic Field Center, Huazhong University of Science and Technology, 430074 Wuhan, China
- *Contact author: lixinlu@hust.edu.cn
- †Contact author: jiazhang@hust.edu.cn
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Issue
Vol. 110, Iss. 5 — 1 August 2024
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Images
Figure 1
(a) Crystal structure and spin configuration of cubic nc-AFM . (b) and (c) are the top views of from (111) and (001) planes. The red, green, and blue arrows along different crystallographic axes indicate the , y, and axes in the Cartesian coordinate. (b) and (c) are denoted as config1 and config2, which can be used to study the charge and spin Hall effect for (111) and (001)-oriented , respectively.
Figure 2
The Bloch spectra function (BSF) of cubic calculated at 0 K (a), 100 K (b), 200 K (c), and 350 K (d). The horizontal white dashed lines indicate the Fermi energy.
Figure 3
(a) The calculated temperature dependence of longitudinal resistivity . The experimental longitudinal resistivity for single-crystal bulk is shown in green open diamond for comparison [47]. The inset is the experimental curve of we use for considering spin-fluctuation scattering. (b) The calculated temperature-dependent -odd (blue triangles, refer to left axis) and -even (red diamonds, refer to right axis) charge Hall conductivity of (001) in config2. -odd experimental data are shown in blue open diamonds for comparison [47]. (c) The total -odd and -even charge Hall conductivity as a function of for (001) at room temperature 300 K. The inset shows the definition of angle θ. (d) The calculated -odd (blue triangles, refer to left axis) and -even (red diamonds, refer to right axis) charge Hall conductivity as a function of longitudinal conductivity . The dashed lines are the fitting curves based on scaling relation and , respectively.
Figure 4
Comparison of spin Hall effect for SOT applications: (a) Conventional nonmagnetic heavy metals like Pt and Ta may generate spin current along direction with only spin polarization by applying charge current along direction. (b) Representative nc-AFM such as (001) could produce spin current with all three spin polarizations , and , which is beneficial for field-free switching of perpendicular magnetization.
Figure 5
The calculated spin Hall conductivity (a), (b), and (c) of (001) in config2 as a function of temperature. (d)–(f) are the scaling relation between , and and the longitudinal conductivity , where the dashed lines are linear fittings by . (g)–(i) are the in-plane anisotropic spin Hall conductivity (refer to left axis) and the corresponding spin Hall angle (refer to right axis) for (001) at room temperature (300 K).
Figure 6
Comparison of the calculated spin Hall conductivity relevant for spin current with out-of-plane spin polarization for (001) at 300 K and the reported experimental results for [51], [50], [52], [53], and [54].