Spin current compensation from competing magnon modes in ferrimagnets
Adam B. Cahaya

TL;DR
This paper explores how competing magnon modes in ferrimagnets influence thermal spin pumping, revealing a compensation temperature where net spin current cancels, using a simplified analytical model to enhance understanding of spin-caloritronic effects.
Contribution
It introduces a minimal two-sublattice model to analytically describe mode-resolved spin transport and identifies a compensation temperature independent of magnon branch crossing.
Findings
Identification of a compensation temperature where spin current vanishes
Demonstration that key spin transport features are captured by a simplified model
Revealing that compensation point does not necessarily match magnon branch crossing
Abstract
We investigate thermal spin pumping in gadolinium iron garnet (GdIG), focusing on the mode-resolved dynamics of antiferromagnetic magnons and their impact on spin and heat transport. Antiferromagnets support both right-handed and left-handed magnon modes, which we treat as positive and negative frequency branches, analogous to electrons and holes in semiconductors. Using a two-sublattice model with a minimal exchange interaction scheme, we derive the temperature-dependent spin-wave spectrum and evaluate the associated thermal spin pumping coefficients. Our analysis reveals that the competition between left- and right-handed modes gives rise to a compensation temperature, where the net thermally generated spin current vanishes. Importantly, we show that this compensation point does not necessarily coincide with the crossing of magnon dispersion branches. While previous research considers…
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