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Reaction-constrained composition -modes in neutron stars with antikaon condensates, hyperons, and resonances
Phys. Rev. D 114, 083034 – Published 19 October, 2026
DOI: https://doi.org/10.1103/146c-y868
Abstract
We investigate core composition modes of cold, nonrotating neutron stars containing antikaon condensates, hyperons, and baryons. To our knowledge, this is the first fully general-relativistic calculation of the continuous-composition core -mode frequency and gravitational-wave damping time for stars with a condensate. Using the BigApple equation of state (EOS), we compute frequencies and damping times in full general relativity (GR) and evaluate frozen-composition tidal overlaps from full-GR eigenfunctions within a leading-order hybrid resonance prescription. A species-resolved Ledoux decomposition, cross-checked through mode-frequency sensitivities, identifies the driving channels. We compare frozen composition with a fast- limit for and a strong-equilibrium limit for the quartet. Fast- equilibration retains 36%–44% of the peak local value of . At the physical maxima or EOS-validity end points, the frequencies retain 65.7%–73.4% of their frozen values and the gravitational-wave damping times increase by factors of 14.3–31.9, while the kaon-associated mode remains above the nucleonic band. Strong equilibration removes most of the direct -induced enhancement, returning the mode toward the nucleonic band, whereas the high-frequency branch survives because of the frozen gradient. Eigenfunction tracking confirms a continuous branch, and DD-ME2 reproduces this hierarchy. For circular, equal-mass binary neutron-star inspirals, the frozen-composition phase-shift estimates satisfy , a factor of 21 below the 0.03-rad favorable-event benchmark reported for the Einstein Telescope. An exotic species therefore produces a distinct composition mode only if its composition gradient, or a coupled slowly equilibrating gradient, survives over the oscillation period.
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