Fermi liquid theory of $d$-wave altermagnets: demon modes and Fano-demon states

TL;DR

This paper develops a Fermi liquid theory for $d$-wave altermagnets, predicting novel collective spin excitation modes, including demon and Fano-demon states, with potential applications in optospintronics.

Contribution

It introduces a theoretical framework for collective excitations in $d$-wave altermagnets, revealing new demon modes and their hybridization with particle-hole excitations.

Findings

Prediction of an acoustic demon mode with out-of-phase spin dynamics

Identification of a Fano-demon mixed state with hybridized excitations

Dependence of mode properties on Landau parameters and propagation direction

Abstract

We develop a Fermi liquid theory of $d$-wave altermagnets and apply it to describe their collective excitation spectrum. We predict that in addition to a conventional undamped plasmon mode, where both spin components oscillate in phase, there is an acoustic plasmon (or {\em demon}) mode with out-of-phase spin dynamics. By analyzing the dynamical structure factor, we reveal a strong dependence of the demon's frequency and spectral weight both on the Landau parameters and on the direction of propagation. Notably, as a function of the propagation angle, we show that the acoustic mode evolves from a {\em hidden state}, which has zero spectral weight in the density excitation spectrum, to a weakly damped propagating demon mode and then (below a critical interaction parameter) to a {\em Fano-demon mixed state}, which is marked by a strong hybridization with particle-hole excitations and a corresponding asymmetric line shape in the structure factor. Our Letter paves the way for applications of altermagnetic materials in optospintronics by harnessing collective electron spin oscillations beyond traditional magnon spin waves.