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首页> 外文期刊>Nuclear Physics, A: Journal Devoted to the Experimental Study of the Fundamental Constituents of Matter and Their Actions >Measuring the Rate of Isotropization of Quark-Gluon Plasma Using Rapidity Correlations
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Measuring the Rate of Isotropization of Quark-Gluon Plasma Using Rapidity Correlations

机译:使用快速相关性测量夸克 - 胶质等离子体的各等调速率

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摘要

We propose that rapidity dependent momentum correlations can be used to extract the shear relaxation time tau(pi) of the medium formed in high energy nuclear collisions. The stress-energy tensor in an equilibrium quark-gluon plasma is isotropic, but in nuclear collisions it is likely very far from this state. The relaxation time tau(pi) characterizes the rate of isotropization and is a transport coefficient as fundamental as the shear viscosity. We show that fluctuations emerging from the initial anisotropy survive to freeze-out, in excess of thermal fluctuations, influencing rapidity correlation patterns. We show that these correlations can be used to extract tau(pi). In [1] we describe a method for calculating the rapidity dependence of two-particle momentum correlations with a second order, causal, diffusion equation that includes Langevin noise as a source of thermal fluctuations. The causality requirement introduces the relaxation time and we link the shape of the rapidity correlation pattern to its presence. Here we examine how different equations of state and temperature dependent transport coefficients in the presence of realistic hydrodynamic flow influence the estimate of tau(pi). In comparison to RHIC data, we find that the ratio tau(pi)/v approximate to 5-6 where v = eta/sT is the kinematic viscosity.
机译:我们建议,快速性依赖动量相关性可用于提取形成在高能核碰撞的介质的剪切松弛时间tau(PI)。在平衡夸克 - 胶子等离子体的应力能量张量是各向同性的,但在核碰撞很可能从这种状态很远。弛豫时间tau(PI)表征各向同性的速率和是传输系数为剪切粘度的基础。我们表明,波动从最初的各向异性新兴生存冻结手续,超过热波动,影响迅速关联模式。我们发现,这些相关性可以用来提取头(PI)。在[1]中,我们描述用于与第二顺序,因果,扩散方程,其包括朗之万噪声作为热波动的源计算两个颗粒动量相关性的快速性依赖性的方法。因果关系的要求介绍了弛豫时间和我们的快速性相关性图案的形状链接到它的存在。在这里,我们的tau(PI)的估计状态检查和温度相关的传输系数的不同如何方程的现实流体动力学流动影响的存在。相比于RHIC数据,我们发现,对比例的tau(PI)/体积近似于5-6其中v = ETA / ST是运动粘度。

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