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arXiv 2305.17841hep-phnucl-th

底子onium在RHIC和LHC上的抑制:开放量子系统方法

Bottomonium suppression at RHIC and LHC in an open quantum system approach

Michael Strickland, Sabin Thapa

AI总结:

本文利用开放量子系统方法,基于pNRQCD预测底子onium在RHIC和LHC重离子碰撞中的抑制,发现LHC数据与预测一致,但RHIC数据与实验结果存在矛盾。

摘要:

我们提出了非相对论量子色动力学(pNRQCD)对底子onium抑制在sqrt(sNN)=200 GeV、2.76 TeV和5.02 TeV重离子碰撞中的预测,使用开放量子系统(OQS)描述减少的重夸克反夸克密度矩阵。与之前的OQS+pNRQCD研究相比,我们包括底子onium生产和演化的快速性依赖性,允许对夸克胶子等离子体中底子onium轨迹进行完全三维描述。用于计算基态和激发态生存概率的底层形式基于一个Lindblad方程,其精度达到绑定能与温度比的次领次阶(NLO)。对于背景演化的部分,我们使用了一个3+1D粘性流体动力学代码,该代码在所有三个碰撞能量下都能重现软强子可观测量。我们发现NLO OQS+pNRQCD预测与LHC能量下的数据有良好的一致性,然而在RHIC能量下,与STAR合作组最近的底子onium抑制测量结果存在矛盾。

英文摘要:

We present potential non-relativistic quantum chromodynamics (pNRQCD) predictions for bottomonium suppression in sqrt(sNN) = 200 GeV, 2.76 TeV, and 5.02 TeV heavy-ion collisions using an open quantum systems (OQS) description of the reduced heavy-quark anti-quark density matrix. Compared to prior OQS+pNRQCD studies we include the rapidity dependence of bottomonium production and evolution, allowing for a fully 3-dimensional description of bottomonium trajectories in the quark-gluon plasma. The underlying formalism used to compute the ground and excited state survival probabilities is based on a Lindblad equation that is accurate to next-to-leading order (NLO) in the binding energy over temperature. For the background evolution, we make use of a 3+1D viscous hydrodynamics code which reproduces soft hadron observables at all three collision energies. We find good agreement between NLO OQS+pNRQCD predictions and data taken at LHC energies, however, at RHIC energies, there is tension with recent bottomonium suppression measurements by the STAR collaboration.

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