PAPER / ARXIV:2609.07693
GRAVITY+ Collaboration : A. Foschi , K. Abd El Dayem , N. Aimar , A. Berdeu , J.-P. Berger , G. Bourdarot , W. Brandner , Y. Cao , C. Correia , S. Cueves Cardona , R. Davies , D. Defrère , F. Delplancke-Ströbele , A. Drescher , F. Eisenhauer , L. Esteras Otal , M. Fabricius , H. Feuchtgruber , S. Flesch , N.M. Förster Schreiber , Q. Fournier , P. Garcia , R. Garcia Lopez , R. Genzel , S. Gillessen , F. Gonté , X. Haubois , S.F. Hönig , M. Houllé , S. Joharle , J. Kammerer , A. Kaufer , P. Kervella , L. Kreidberg , L. Labadie , S. Lacour , O. Lai , R. Laugier , J.-B. Le Bouquin , J. Leftley , R. Li , B. Lopez , D. Lutz , F. Mang , A. Mérand , F. Millour , M. Montargès , N. Morujão , H. Nowacki , M. Nowak , J. Osorno , T. Ott , S. Pappert , C. Paladini , T. Paumard , K. Perraut , G. Perrin , R. Petrov , N. Pourré , S. Rabien , D.C. Ribeiro , S. Robbe-Dubois , M. Sadun Bordoni , J. Sanchez-Bermudez , J. Sauter , J. Scigliuto , J. Shangguan , T.T. Shimizu , F. Soulez , C. Straubmeier , E. Sturm , M. Subroweit , C. Sykes , L.J. Tacconi , P. Thévenet , I. Urso , F.H. Vincent , J. Woillez , G. Zins
RESUMO
We investigate the presence of a Yukawa-like correction ($\propto \, \alpha e^{- r/\lambda}$) to Newtonian gravity at the Galactic Center, using a multi-star fitting code, including the newly discovered star S$301$, to improve the constraints obtained using S$2$ orbit alone. We perform a Markov Chain Monte Carlo analysis using the astrometric and spectroscopic data of stars S$2$, S$55$, S$29$, S$38$ and S$301$ collected by GRAVITY, GRAVITY$^+$, NACO and SINFONI instruments, covering the period from $1992$ to $2025$. Compared to GRAVITY Collaboration 2025 (Paper I), in which only S$2$ was fitted, the tightest bound on the Yukawa coupling is again reached at $\lambda = 3\cdot10^{13}\,\rm m\ (\sim 200\,AU)$, where we find $|\alpha| < 6 \cdot10^{-4}$, an improvement of roughly a factor five. The addition of S$301$ extends the constraint to short ranges that were inaccessible to S$2$, yielding $|\alpha| < 0.004$ at $\lambda =10^{12}\,\rm m$ and $|\alpha| < 0.006$ at $\lambda =5\cdot 10^{11}\,\rm m$, while S$29$, with its larger apoapsis, gives $|\alpha| < 0.1$ at $\lambda \sim 2\cdot10^{15}\,\rm m$. The latter two represent the tightest limits at these scale lengths on a Yukawa correction obtained to date around a supermassive black hole.
NO MESMO MAPA