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Critical Opalescence around the QCD Critical Point and Second-order Relativistic Hydrodynamic Equations Compatible with Boltzmann Equation

机译:QCD临界点和二阶附近的关键性乳晕   与Boltzmann方程相容的相对论流体动力学方程

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摘要

The dynamical density fluctuations around QCD critical point (CP) areanalyzed using relativistic dissipative fluid dynamics, and we show that thesound mode around the QCD CP is strongly attenuated whereas the thermalfluctuation stands out there. We speculate that if possible suppression ordisappearance of a Mach cone, which seems to be created by the partonic jets atRHIC, is observed as the incident energy of the heavyion collisions isdecreased, it can be a signal of the existence of the QCD CP. We have presentedthe Israel-Stewart type fluid dynamic equations that are derived rigorously onthe basis of the (dynamical) renormalization group method in the second part ofthe talk, which we omit here because of a lack of space.
机译:使用相对论性耗散流体动力学分析了QCD临界点(CP)附近的动态密度波动,并且我们证明了QCD CP周围的声模被强烈衰减,而热波动则在那里突出。我们推测,如果随着重碰撞的入射能量减小,观察到似乎由RHIC的分流射流产生的马赫锥可能受到抑制或消失,这可能是存在QCD CP的信号。我们在演讲的第二部分介绍了基于(动态)重归一化组方法严格推导的Israel-Stewart型流体动力学方程,由于篇幅有限,在此将其省略。

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