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One-loop corrections in Maxwell-metric-affine bumblebee gravity
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abstract
In this paper, we consider the coupling of the metric-affine bumblebee gravity to the Abelian gauge field and obtain the effective model corresponding to the weak gravity limit of this theory. The effective bumblebee theory displays new unconventional couplings between the bumblebee field and its field strength, and the $U(1)$ gauge field along with its respective field strength, as a result of the non-metricity effects. Thus, being a new gauge-bumblebee theory, it represents an example of vector-vector couplings which are very rarely considered, if not entirely overlooked, in the Abelian case. For this theory we calculate the lower perturbative corrections. We close the paper with discussions of other possible vector-vector couplings.
Forward citations
Cited by 4 Pith papers
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Lorentz violating quadratic gravity
Bumblebee–quadratic gravity needs new Lorentz-violating counterterms at one loop, but the displayed computation has a gauge-parameter inconsistency and the classical Schwarzschild/de Sitter solutions are the robust part.
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Nonrelativistic effective potential of the bumblebee model
The leading-order nonrelativistic potential in the bumblebee model is a Coulomb potential with charge rescaled by (1 - (mβξ/2)^2), producing a hydrogen level shift of order m^3β^2ξ^2.
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Exact Black Hole Solutions in Bumblebee Gravity with Lightlike or Spacelike VEVS
New exact Schwarzschild-like, (A)dS-like, and charged black holes in bumblebee gravity with a two-component vector VEV keep Lorentz-violating corrections even when the VEV is lightlike, with Wald and first-law entropi...
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Particle dynamics and optical appearance of charged spherically symmetric black holes in bumblebee gravity
For charged bumblebee black holes, the photon sphere and shadow radii decrease with the Lorentz-violation parameter and charge, producing distinct photon-ring appearances under thin disk emission.
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