Quasinormal Modes of the Generalized Ay\'{o}n-Beato-Garc\'{\i}a Scalar-Tensor-Vector Gravity Black Hole in the Scalar-Tensor-Vector Gravity
Xin-Chang Cai, Yan-Gang Miao

TL;DR
This paper derives quasinormal modes of a generalized ABG STVG black hole, revealing how parameters influence gravitational wave decay and confirming the link between quasinormal frequencies and black hole shadow size.
Contribution
It introduces a new solution for a generalized ABG STVG black hole with nonlinear tensor fields and analyzes its quasinormal modes and horizon properties.
Findings
Parameters $eta$ and $eta$ affect gravitational wave decay rates.
The black hole remains regular for specific parameter ranges.
The quasinormal mode frequencies correlate with the black hole shadow radius.
Abstract
We obtain the solution of a generalized ABG STVG black hole with the nonlinear tensor field in the scalar-tensor-vector gravity. This black hole is endowed with four parameters, the black hole mass , the parameter associated with the STVG theory, and the two parameters and that are related to the dipole and quadrupole moments of the nonlinear tensor field, respectively. By analyzing the characteristics of the black hole, we find that the generalized ABG STVG black hole is regular when and , and we study the effects of the parameters , and on the black hole horizon. We calculate the quasinormal mode frequencies of the odd parity gravitational perturbation for the generalized ABG STVG black hole by using the 6th order WKB approximation method and simultaneously by the null…
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