Torsional oscillations of neutron stars in scalar-tensor theory of gravity
Hector O. Silva, Hajime Sotani, Emanuele Berti, Michael Horbatsch

TL;DR
This paper investigates how scalar-tensor gravity theories affect neutron star torsional oscillations, finding that scalarization impacts frequencies but microphysics uncertainties are more significant, thus aiding neutron star crust studies.
Contribution
It introduces a perturbation framework for torsional oscillations in scalar-tensor gravity and compares scalarization effects with microphysics uncertainties.
Findings
Scalarization can alter oscillation frequencies significantly.
Microphysics uncertainties often overshadow scalarization effects.
QPO observations can constrain neutron star crust microphysics.
Abstract
We study torsional oscillations of neutron stars in the scalar-tensor theory of gravity using the relativistic Cowling approximation. We compute unperturbed neutron star models adopting realistic equations of state for the neutron star's core and crust. For scalar-tensor theories that allow for spontaneous scalarization, the crust thickness can be significantly smaller than in general relativity. We derive the perturbation equation describing torsional oscillations in scalar-tensor theory, and we solve the corresponding eigenvalue problem to find the oscillation frequencies. The fundamental mode (overtone) frequencies become smaller (larger) than in general relativity for scalarized stellar models. Torsional oscillation frequencies may yield information on the crust microphysics if microphysics effects are not degenerate with strong-gravity effects, such as those due to scalarization.…
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