학술논문

Beam energy dependence of the linear and mode-coupled flow harmonics in Au+Au collisions
Document Type
article
Author
B.E. AboonaJ. AdamJ.R. AdamsG. AgakishievI. AggarwalM.M. AggarwalZ. AhammedA. AitbaevI. AlekseevD.M. AndersonA. AparinJ. AtchisonG.S. AverichevV. BairathiW. BakerJ.G. Ball CapK. BarishP. BhagatA. BhasinS. BhattaI.G. BordyuzhinJ.D. BrandenburgA.V. BrandinX.Z. CaiH. CainesM. Calderón de la Barca SánchezD. CebraJ. CeskaI. ChakaberiaB.K. ChanZ. ChangD. ChenJ. ChenJ.H. ChenZ. ChenJ. ChengY. ChengS. ChoudhuryW. ChristieX. ChuH.J. CrawfordM. CsanádG. Dale-GauA. DasM. DaugherityT.G. DedovichI.M. DeppnerA.A. DerevschikovA. DhamijaL. Di CarloL. DidenkoP. DixitX. DongJ.L. DrachenbergE. DuckworthJ.C. DunlopJ. EngelageG. EppleyS. EsumiO. EvdokimovA. EwiglebenO. EyserR. FatemiS. FazioC.J. FengY. FengE. FinchY. FisyakF.A. FlorC. FuF. GeurtsN. GhimireA. GibsonK. GopalX. GouD. GrosnickA. GuptaA. HamedY. HanM.D. HarastyJ.W. HarrisH. HarrisonW. HeX.H. HeY. HeC. HuQ. HuY. HuH. HuangH.Z. HuangS.L. HuangT. HuangX. HuangY. HuangT.J. HumanicD. IsenhowerM. IsshikiW.W. JacobsA. JalotraC. JenaY. JiJ. JiaC. JinX. JuE.G. JuddS. KabanaM.L. KabirD. KalinkinK. KangD. KapukchyanK. KauderH.W. KeD. KeaneA. KechechyanM. KelseyB. KimelmanD. KincsesA. KiselevA.G. KnospeH.S. KoL. KochendaA.A. KorobitsinP. KravtsovL. KumarS. KumarR. Kunnawalkam ElayavalliR. LaceyJ.M. LandgrafA. LebedevR. LednickyJ.H. LeeY.H. LeungN. LewisC. LiW. LiX. LiY. LiZ. LiX. LiangY. LiangT. LinC. LiuF. LiuH. LiuL. LiuT. LiuX. LiuY. LiuZ. LiuT. LjubicicW.J. LlopeO. LomickyR.S. LongacreE. LoydT. LuN.S. LukowX.F. LuoV.B. LuongL. MaR. MaY.G. MaN. MagdyD. MallickS. MargetisH.S. MatisJ.A. MazerG. McNamaraK. MiN.G. MinaevB. MohantyI. MooneyD.A. MorozovA. MudrokhA. MukherjeeM.I. NagyA.S. NainJ.D. NamMd. NasimD. NeffJ.M. NelsonD.B. NemesM. NieG. NigmatkulovT. NiidaR. NishitaniL.V. NogachT. NonakaA.S. NunesG. OdyniecA. OgawaS. OhV.A. OkorokovK. OkuboB.S. PageR. PakJ. PanA. PandavA.K. PandeyY. PanebratsevT. PaniP. ParfenovA. PaulC. PerkinsB.R. PokhrelM. PosikT. ProtzmanN.K. PruthiJ. PutschkeZ. QinH. QiuA. QuinteroC. RaczS.K. RadhakrishnanN. RahaR.L. RayH.G. RitterC.W. RobertsonO.V. RogachevskyM.A. Rosales AguilarD. RoyL. RuanA.K. SahooN.R. SahooH. SakoS. SalurE. SamigullinS. SatoW.B. SchmidkeN. SchmitzJ. SegerR. SetoP. SeybothN. ShahE. ShahalievP.V. ShanmuganathanM. ShaoT. ShaoM. SharmaN. SharmaR. SharmaS.R. SharmaA.I. SheikhD.Y. ShenK. ShenS.S. ShiY. ShiQ.Y. ShouF. SiJ. SinghS. SinghaP. SinhaM.J. SkobyY. SöhngenY. SongB. SrivastavaT.D.S. StanislausD.J. StewartM. StrikhanovB. StringfellowY. SuC. SunX. SunY. SunB. SurrowD.N. SviridaZ.W. SwegerA. TamisA.H. TangZ. TangA. TaranenkoT. TarnowskyJ.H. ThomasD. TlustyT. TodorokiM.V. TokarevC.A. TomkielS. TrentalangeR.E. TribbleP. TribedyO.D. TsaiC.Y. TsangZ. TuT. UllrichD.G. UnderwoodI. UpsalG. Van BurenA.N. VasilievV. VerkestF. VidebækS. VokalS.A. VoloshinF. WangG. WangJ.S. WangX. WangY. WangZ. WangJ.C. WebbP.C. WeidenkaffG.D. WestfallH. WiemanG. WilksS.W. WissinkJ. WuX. WuY. WuB. XiZ.G. XiaoW. XieH. XuN. XuQ.H. XuY. XuZ. XuG. YanZ. YanC. YangQ. YangS. YangY. YangZ. YeL. YiK. YipY. YuW. ZhaC. ZhangD. ZhangJ. ZhangS. ZhangX. ZhangY. ZhangZ.J. ZhangZ. ZhangF. ZhaoJ. ZhaoM. ZhaoC. ZhouJ. ZhouS. ZhouY. ZhouX. ZhuM. ZurekM. Zyzak
Source
Physics Letters B, Vol 839, Iss , Pp 137755- (2023)
Subject
Collectivity
Correlation
Shear viscosity
Physics
QC1-999
Language
English
ISSN
0370-2693
Abstract
The linear and mode-coupled contributions to higher-order anisotropic flow are presented for Au+Au collisions at sNN = 27, 39, 54.4, and 200 GeV and compared to similar measurements for Pb+Pb collisions at the Large Hadron Collider (LHC). The coefficients and the flow harmonics' correlations, which characterize the linear and mode-coupled response to the lower-order anisotropies, indicate a beam energy dependence consistent with an influence from the specific shear viscosity (η/s). In contrast, the dimensionless coefficients, mode-coupled response coefficients, and normalized symmetric cumulants are approximately beam-energy independent, consistent with a significant role from initial-state effects. These measurements could provide unique supplemental constraints to (i) distinguish between different initial-state models and (ii) delineate the temperature (T) and baryon chemical potential (μB) dependence of the specific shear viscosity ηs(T,μB).