Perturbations of Einstein--Maxwell--phantom spacetime: Instabilities of charged Ellis--Bronnikov wormholes and quasinormal modes of black holes
Guan-Yu Wu, Si-Yu Wang, Yan-Gang Miao

TL;DR
This paper studies the stability and quasinormal modes of charged Ellis-Bronnikov wormholes and black holes within the Einstein-Maxwell-phantom framework, revealing instabilities in wormholes and spectral deviations in black holes that could be observed via gravitational waves.
Contribution
It provides a comprehensive linear stability analysis of EMP wormholes and black holes, including the effects of phantom scalar and electromagnetic fields on quasinormal modes.
Findings
EMP wormholes are linearly unstable under perturbations.
Black hole quasinormal spectra recover GR results as scalar charge vanishes.
Spectral deviations depend on phantom scalar and electromagnetic field contributions.
Abstract
Phantom scalar fields, as a viable candidate for dark energy, have been instrumental in eliminating spacetime singularities and constructing wormholes and regular black holes. We investigate the Einstein-Maxwell-phantom (EMP) framework, in which the Ellis-Bronnikov wormholes can be charged and regular black holes can be admitted. While the previous study has shown the stability of EMP wormholes under massless scalar field perturbations, we further perform a comprehensive linear analysis of the EMP spacetime through gravito-electromagnetic field perturbations in the axial sector and phantom scalar field perturbations under an approximate treatment in the polar sector. Our analyses of effective potentials and finite difference time profiles reveal the linear instability of EMP wormholes. In the black hole scenario, the quasinormal spectra of Type I black holes, where the matrix-valued…
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