Alfv\'en QPOs in Magnetars
Hajime Sotani, Kostas Kokkotas, Nikolaos Stergioulas

TL;DR
This study uses numerical simulations to analyze Alfvén QPOs in magnetars, revealing their frequencies, origins, and potential to explain observed X-ray oscillations, with implications for magnetic field strength and stellar structure.
Contribution
The paper provides the first detailed numerical analysis of Alfvén QPOs in relativistic magnetars, establishing empirical relations for their frequencies and linking them to observed phenomena.
Findings
Existence of two families of long-lived QPOs with harmonic relations.
QPO frequencies depend mainly on star's compactness and magnetic field strength.
Identification of observed X-ray frequencies with theoretical Alfvén QPOs, constraining magnetic field strength.
Abstract
We investigate torsional Alfv\'en oscillations of relativistic stars with a global dipole magnetic field, via two-dimensional numerical simulations. We find that a) there exist two families of quasi-periodic oscillations (QPOs) with harmonics at integer multiples of the fundamental frequency, b) the lower-frequency QPO is related to the region of closed field lines, near the equator, while the higher-frequency QPO is generated near the magnetic axis, c) the QPOs are long-lived, d) for the chosen form of dipolar magnetic field, the frequency ratio of the lower to upper fundamental QPOs is ~0.6, independent of the equilibrium model or of the strength of the magnetic field, and e) within a representative sample of equations of state and of various magnetar masses, the Alfv\'en QPO frequencies are given by accurate empirical relations that depend only on the compactness of the star and on…
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Taxonomy
TopicsMagnetic Properties of Alloys · Astrophysics and Star Formation Studies · Superconducting Materials and Applications
