Analysis of model parameter dependences on the second-order nonlinear conductivity in $\mathcal{PT}$-symmetric collinear antiferromagnetic metals with magnetic toroidal moment on zigzag chains
Megumi Yatsushiro, Rikuto Oiwa, Hiroaki Kusunose, Satoru Hayami

TL;DR
This paper investigates how the magnetic toroidal moment influences second-order nonlinear conductivity in $ ext{PT}$-symmetric antiferromagnetic metals, revealing key model parameters and temperature-dependent enhancements.
Contribution
It identifies the coupling between magnetic toroidal moments and spin-orbit interaction as a crucial factor for nonlinear conductivity in ferrotoroidal metals.
Findings
Nonreciprocal longitudinal and transverse currents are enhanced below the antiferromagnetic transition temperature.
The effective coupling between magnetic toroidal moments and antisymmetric spin-orbit interaction drives nonlinear conductivity.
The nonlinear conductivity relates to the linear magnetoelectric coefficient and conductivity.
Abstract
A magnetic toroidal moment is a fundamental electronic degree of freedom in the absence of both spatial inversion and time-reversal symmetries and gives rise to novel multiferroic and transport properties. We elucidate essential model parameters of the nonlinear transport in the space-time () symmetric collinear antiferromagnetic metals accompanying a magnetic toroidal moment. By analyzing the longitudinal and transverse components of the second-order nonlinear conductivity on a two-dimensionally stacked zigzag chain based on the nonlinear Kubo formula, we show that an effective coupling between the magnetic toroidal moment and the antisymmetric spin-orbit interaction is an essential source of the nonlinear conductivity. Moreover, we find that the nonreciprocal longitudinal current and nonlinear transverse current in a multi-band system are largely enhanced just below the…
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