Spin Currents in Rashba Altermagnets: From Equilibrium to Nonlinear Regimes
Priyadarshini Kapri

TL;DR
This paper explores how equilibrium, linear, and nonlinear spin currents behave in two-dimensional Rashba altermagnets, revealing their dependence on system parameters and potential for spintronic device applications.
Contribution
It introduces a modified spin current operator accounting for anomalous velocity and demonstrates tunable spin current properties in Rashba altermagnets.
Findings
Background spin current increases linearly with Fermi energy and is enhanced by $t_j$ and $mbda$.
Linear spin Hall current is mainly band velocity-driven and increases with Fermi energy, with $t_j$ enabling additional contributions.
Nonlinear spin currents exhibit complex dependence on Fermi energy, $t_j$, and $mbda$, with tunable magnitudes and directions.
Abstract
We investigate equilibrium (background), linear, and nonlinear spin currents in two-dimensional Rashba spin-orbit coupled altermagnet systems, using a modified spin current operator that includes anomalous velocity from non-zero Berry curvature. The background spin current, stemming from spin-orbit coupling and modulated by the altermagnet term (), exhibits in-plane polarization, increases linearly with Fermi energy (), and is enhanced by both the altermagnet () and the Rashba parameter (). Linear spin current is always transverse with out-of-plane polarization and can be viewed as Spin Hall current, primarily driven by band velocity, with enabling a band-induced contribution (previously absent in simple Rashba systems ()). This highlights altermagnet system as a promising source of spin Hall current generation. For linear spin Hall current,…
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