Asymptotic kinematics of Globular Clusters: the emergence of a Tully-Fisher relation
X. Hernandez, A.J. Lara-D.I

TL;DR
This study reveals a Tully-Fisher-like relation in globular clusters' velocity dispersion and mass, suggesting implications for modified gravity theories and challenging Newtonian models.
Contribution
It demonstrates a clear scaling relation in globular clusters' velocity dispersion profiles, linking them to their mass and providing insights into gravity theories beyond Newtonian physics.
Findings
Velocity dispersion profiles are well-described by a simple empirical model.
A Tully-Fisher-like relation is observed between velocity dispersion and mass.
Results challenge Newtonian gravity and support modified gravity models with suppressed external field effects.
Abstract
Using a recent homogeneous sample of 40 high quality velocity dispersion profiles for Galactic globular clusters, we study the low gravitational acceleration regime relevant to the outskirts of these systems. We find that a simple empirical profile having a central Gaussian component and a constant large radius asymptote, , accurately describes the variety of observed velocity dispersion profiles. We use published population synthesis models, carefully tailored to each individual cluster, to estimate mass to light ratios from which total stellar masses, , are inferred. We obtain a clear scaling, reminiscent of the galactic Tully-Fisher relation of , which is interesting to compare to the deep MOND limit of . Under a Newtonian…
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