Transverse spin waves in isotropic ferromagnets
V. P. Mineev

TL;DR
This paper compares transverse spin wave spectra and damping in different ferromagnetic systems, revealing distinct behaviors and highlighting challenges in describing itinerant ferromagnetism with Fermi liquid theory.
Contribution
It provides a detailed analysis of spin wave spectra and damping in Heisenberg and Fermi liquid ferromagnets, showing contrasting behaviors and indicating limitations of Fermi liquid theory.
Findings
Spin wave frequency in polarized Fermi liquids is proportional to wave vector squared.
Damping in polarized Fermi liquids is finite at T=0 and proportional to quasiparticle scattering rate.
Spin wave spectrum in ferromagnetic Fermi liquids is unstable, questioning the Fermi liquid description of itinerant ferromagnetism.
Abstract
The comparison of transverse spin wave spectra and its attenuation in Heisenberg ferromagnet and in ferromagnetic Fermi liquid as well in polarized Fermi liquid is undertaken. The transverse spin waves frequency in polarized paramagnetic Fermi liquid as well in a Fermi liquid with spontaneous magnetization is found to be proportional to the square of the wave vector with complex diffusion coefficient such that the damping has a finite value proportional to the scattering rate of quasiparticles at T=0. This behavior of polarized Fermi liquid contrasts with the behavior of Heisenberg ferromagnet in hydrodynamic regime where the transverse spin wave attenuation appears in terms proportional to the wave vector in fourth power. The reactive part of diffusion coefficient in paramagnetic state at T=0 proves to be inversely proportional to magnetization whereas in ferromagnetic state it is…
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Taxonomy
TopicsMagnetic properties of thin films
