Universal classes of disorder scatterings in in-plane anomalous Hall effect
Guoao Yang, Tao Qin, Jianhui Zhou

TL;DR
This paper classifies three universal disorder scattering types affecting the extrinsic in-plane anomalous Hall effect in quantum materials, revealing distinct conductivity dependencies and oscillatory behaviors, thus deepening understanding of disorder impacts on anomalous transport.
Contribution
It introduces a theoretical framework for three universal disorder scattering classes in IPAHE, highlighting their distinct effects on Hall conductivity and uncovering novel oscillatory phenomena.
Findings
Different disorder types lead to unique conductivity dependencies.
Spin-flipping scattering causes sinusoidal oscillations in extrinsic Hall contributions.
The results recover known behaviors and reveal new disorder-induced effects.
Abstract
The in-plane anomalous Hall effect (IPAHE) with planar Hall current and magnetization/magnetic fields in various quantum materials has received increasing attention. Most of the current efforts are devoted to the intrinsic part due to the Berry curvature of electronic bands, however, how disorder scattering affects the extrinsic part (the skew scattering and side jump) remains largely elusive. Here we theoretically investigate the three universal classes of disorder scattering (scalar, spin-conserving, and spin-flipping) for the IPAHE, based on the prototypical two-dimensional massive Dirac fermion model with warping term under generic Zeeman fields. We find that the different disorder scattering results in a distinct dependence of the anomalous Hall conductivity on disorder strength, and we recover previously known results within some limits. Remarkably, the spin-flipping scattering…
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