Gravitomagnetic tidal currents in rotating neutron stars
Eric Poisson, Jean Doucot

TL;DR
This paper investigates how rotating neutron stars respond dynamically to gravitomagnetic tidal fields using post-Newtonian gravity, revealing the role of zero-frequency modes and estimating the impact of tidal currents near mergers.
Contribution
It provides a novel post-Newtonian analysis of gravitomagnetic tidal responses, clarifying the role of zero-frequency modes and estimating the magnitude of tidal currents in neutron stars.
Findings
Tidal currents are driven by an unbalanced Lorentz-like force within the star.
Zero-frequency g-modes and r-modes are crucial in establishing tidal currents.
Velocity perturbations can reach kilometers per second near neutron star mergers.
Abstract
It was recently revealed that a rotating compact body responds dynamically when it is subjected to a gravitomagnetic tidal field, even when this field is idealized as time-independent. The dynamical response is characterized by time-changing internal currents, and it was suspected to originate from zero-frequency g-modes and r-modes driven by the tidal forces. In this paper we provide additional insights into the phenomenon by examining the tidal response of a rotating body within the framework of post-Newtonian gravity. This approach allows us to develop an intuitive picture for the phenomenon, which relies on the close analogy between post-Newtonian gravity and Maxwell's theory of electromagnetism. In this picture, the coupling between the gravitomagnetic tidal field and the body's rotational velocity is naturally expected to produce an unbalanced Lorentz-like force within the body,…
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