Search arXiv⌕ Search

arXiv · 2610.30590

Multi-orbit S-star probes of Lorentz violation at the Galactic Center

Abstract

We investigate the potential of Galactic-center S-star observations to probe Lorentz violation in the minimal pure-gravity Standard-Model Extension (SME), focusing on parameter degeneracies associated with anisotropic orbital signatures. We construct simulated astrometric and spectroscopic observations of S2 and S55 using fiducial orbital and Galactic-center parameters based on the multi-star solution from the GRAVITY Collaboration and evolve the stellar trajectories using the leading Lorentz-violating two-body dynamics supplemented by the Schwarzschild first-post-Newtonian (1PN) correction. Separate Fisher-matrix analyses of S2 and S55 each resolve seven of the eight independent SME directions, while their joint analysis resolves all eight directions by combining complementary projections from the differently oriented orbits. A subsequent Markov chain Monte Carlo (MCMC) analysis confirms the Fisher forecasts and reaches characteristic 95% credible-level sensitivities of approximately 10^(-3)-10^(-2) for the time-space components and 10^(-5)-10^(-4) for the spatial components. Our results demonstrate that combining S-stars with different orbital orientations is effective for breaking geometrical degeneracies and probing the tensor structure of Lorentz violation in the Galactic-center gravitational field.

Explore related subjects

Keep this discovery

Explore connections, maps & timelines

BibTeXRIS

Jia-Yuan Fang, Jian-Ming Yan, Zong-Kuan Guo. 2026-10-22. Multi-orbit S-star probes of Lorentz violation at the Galactic Center. https://arxiv.org/abs/2610.30590

Cite the original work for its findings. Save a collection to share your selection of sources.

KEEP EXPLORING

Related papers

A class of decelerating inhomogeneous cosmological models giving rise to accelerating FLRW universes at large scales

In this manuscript, we develop a class of inhomogeneous relativistic cosmological models with the following properties: (i) They contain cosmological observers to whom the spatial geometry and the expansion are homogeneous and isotropic; (ii) Matter behaves closely to dust, as it is formed by an ensemble of massive particles whose number density $4$-vector is conserved and reacts viscously to the local tidal forces; (iii) They generalize the dust FLRW model; (iv) They give rise to effective models on large scales that reproduce the FLRW behaviour with dust and a running dark-energy term, which appears as a backreaction effect from the local gravitational potential; (v) By suitably setting the distribution of energy in the current universe, the effective large-scale equation-of-state parameter can reproduce, in principle, any polynomial on the scale factor whose term of order zero is negative; (vi) The luminous distance observations imply an apparent large-scale acceleration, as the deceleration parameter is negative, while in reality the universe is decelerating.

gr-qc↗

Radial Stability of Charged Interacting Quark Stars Revisited

An error in the charged quark star literature \cite{Goncalves:2020joq} has resulted in erroneous solutions to the radial stability equations for charged interacting quark stars in \cite{zhang:2021}. In this article we recalculate the fundamental radial eigenfrequencies for charged, interacting quark stars in general relativity and discuss any departure from previous results \cite{zhang:2021}. Most of the qualitative trends persist, but the magnitudes of the separation between the maximum mass and stability points on a given branch can change significantly. We also note that all branches in \cite{zhang:2021} that contained no stable solutions now have stable solutions in their corrected counterparts. The net effect is that in all of the studied cases charged quark stars have a greater range of stability than originally predicted. We also compare four recent observational constraints not included in previous studies, and find that these constraints are satisfied by a subset of the mass-radius relations we obtain.

gr-qc↗

Grey-body factor from correspondence with quasinormal mode for gravitational perturbation of higher-dimensional Reissner-Nordström black hole

We study the correspondence between quasinormal modes (QNMs) and grey-body factors (GBFs) of higher-dimensional Reissner--Nordström black holes. Considering scalar, vector, and tensor gravitational perturbations, we systematically compute the QNMs and GBFs for each spacetime dimension and set of black-hole parameters to evaluate the analytical formula connecting them. QNMs are obtained by the continued fraction and the integration-through-midpoints methods depending on the singularity structure in the Frobenius series. We compare the GBFs determined by the correspondence using QNMs with those computed numerically. The correspondence performs well for scalar($+$), vector($+$), vector($-$), and tensor perturbations. For the scalar($-$) perturbation, the GBFs obtained by the correspondence deviate noticeably from the accurate GBFs for black holes with low to intermediate values of the charge in $D>6$. The correspondence recovers reasonable accuracy at higher charges, although the effective potential exhibits double peaks, contrary to the assumption underlying the Wentzel--Kramers--Brillouin (WKB)-based derivation of the correspondence. Whereas the accuracy decreases with increasing $D$ for other perturbation types, the correspondence for the scalar($-$) perturbation yields more accurate GBFs in $D=8$ than those in $D=7$. For near-extreme black holes, the correspondence offers a reliable approximation of GBFs for the vector($-$) perturbation, even though a double-peak potential occurs in $D>6$. These results suggest that the correspondence has a wider range of applicability than might be expected from the assumption of the WKB approach.

gr-qc↗