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Sign-tunable anomalous Hall effect induced by two-dimensional symmetry-protected nodal structures in ferromagnetic perovskite thin films

Authors
Sohn, ByungminLee, EunwooPark, Se YoungKyung, WonshikHwang, JinwoongDenlinger, Jonathan D.Kim, MinsooKim, DonghanKim, BongjuRyu, HanyoungHuh, SoonsangOh, Ji SeopJung, Jong KeunOh, DongjinKim, YounsikHan, MoonsupNoh, Tae WonYang, Bohm-JungKim, Changyoung
Issue Date
Dec-2021
Publisher
NATURE PORTFOLIO
Citation
NATURE MATERIALS, v.20, no.12, pp.1643 - +
Journal Title
NATURE MATERIALS
Volume
20
Number
12
Start Page
1643
End Page
+
URI
http://scholarworks.bwise.kr/ssu/handle/2018.sw.ssu/41900
DOI
10.1038/s41563-021-01101-4
ISSN
1476-1122
Abstract
Magnetism and spin-orbit coupling are two quintessential ingredients underlying topological transport phenomena in itinerant ferromagnets. When spin-polarized bands support nodal points/lines with band degeneracy that can be lifted by spin-orbit coupling, the nodal structures become a source of Berry curvature, leading to a large anomalous Hall effect. However, two-dimensional systems can possess stable nodal structures only when proper crystalline symmetry exists. Here we show that two-dimensional spin-polarized band structures of perovskite oxides generally support symmetry-protected nodal lines and points that govern both the sign and the magnitude of the anomalous Hall effect. To demonstrate this, we performed angle-resolved photoemission studies of ultrathin films of SrRuO3, a representative metallic ferromagnet with spin-orbit coupling. We show that the sign-changing anomalous Hall effect upon variation in the film thickness, magnetization and chemical potential can be well explained by theoretical models. Our work may facilitate new switchable devices based on ferromagnetic ultrathin films. The topological nature of the electronic structure of two-dimensional ferromagnetic SrRuO3 and its relationship to the anomalous Hall effect is explored through transport measurements, angle-resolved photoemission spectroscopy and theoretical modelling.
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