Abstract

Spin nutation resonance has been well-explored in one-sublattice ferromagnets. Here, we investigate the spin nutation in two-sublattice antiferromagnets as well as, for comparison, ferrimagnets with inter-and intra-sublattice nutation coupling. In particular, we derive the susceptibility of the two-sublattice magnetic system in response to an applied external magnetic field. To this end, the antiferromagnetic and ferrimagnetic (sub-THz) precession and THz nutation resonance frequencies are calculated. Our results show that the precession resonance frequencies and effective damping decrease with intra-sublattice nutation coupling, while they increase with inter -sublattice nutation in an antiferromagnet. However, we find that the THz nutation resonance frequencies decrease with both the intra-and inter-sublattice nutation couplings. For ferrimagnets, conversely, we calculate two nutation modes with distinct frequencies, unlike antiferromagnets. The exchange-like precession resonance frequency of ferrimagnets decreases with intra-sublattice nutation coupling and increases with inter-sublattice nutation coupling, like antiferromagnets, but the ferromagnetic-like precession frequency of ferrimagnets is practically invariant to the intra and inter-sublattice nutation couplings.

Highlights

  • Efficient spin manipulation at ultrashort timescales holds promise for applications in future magnetic memory technology [1,2,3,4,5]

  • LLG dynamical equation of motion [23,24], but it has to be supplemented by a fast dynamics term due to magnetic inertia [25,26,27,28]

  • We find that the precession resonance frequency and the effective Gilbert damping decrease with the intrasublattice nutation coupling in antiferromagnets, they increase with the intersublattice nutation

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Summary

INTRODUCTION

Efficient spin manipulation at ultrashort timescales holds promise for applications in future magnetic memory technology [1,2,3,4,5]. We formulate the spin dynamical equations in a two-sublattice magnetic system with both intra- and intersublattice inertial dynamics as well as inter- and intrasublattice Gilbert damping, extending previous work [47]. We derive the magnetic susceptibility with the intersublattice effects and compute the precession and nutation resonance frequencies. We find that the precession resonance frequency and the effective Gilbert damping decrease with the intrasublattice nutation coupling in antiferromagnets, they increase with the intersublattice nutation. We find for ferrimagnets that the change of precession resonance frequencies is more pronounced with both intra- and intersublattice nutation coupling constants in the exchangelike mode, but nearly negligible for the ferromagnetic mode.

LINEAR-RESPONSE SUSCEPTIBILITY IN TWO-SUBLATTICE MAGNETS
RESULTS AND DISCUSSION
Antiferromagnets
Ferrimagnets
SUMMARY
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