论文标题

重型离子碰撞与EPOS的两粒子源功能的事件调查

Event-by-event investigation of the two-particle source function in heavy-ion collisions with EPOS

论文作者

Kincses, Dániel, Stefaniak, Maria, Csanád, Máté

论文摘要

探索诸如pions或kaons之类的颗粒的配对函数的形状一直是重型离子物理学的重要目标,并且为了了解非高斯行为的实验性观察背后的基本物理学而做出了巨大的努力。在实验中,由于无法直接测量源函数,因此使用量子统计动量相关性来获取有关粒子发射源的时空几何形状的信息。但是,事件发生器(例如EPOS)可直接访问最终状态粒子的冷冻坐标,因此可以构建和研究源函数。 EPOS模型是一个复杂的混合模型,其中系统的初始阶段演变受基于Parton的Gribov-Regge理论的控制,随后利用了流体动力学进化,然后是强体和强子动力学。 EPOS已经被证明在描述了以接近零的Baryon化学电位为特征的系统的几种不同的实验观察结果,但迄今尚未详细探讨源形状。在本文中,我们讨论了$ \ sqrt {s_ {nn}} $ = 200 gev au+au collisions在epos模型中生成的两粒子源函数的事件分析。我们发现,当利用模型的所有阶段时,Lévy形的分布(与高斯分布不同)可以很好地描述单个事件中的源形状。因此,很明显,并不是在配对分布中创建非高斯特征的事件。基于此观察结果,我们确定源的莱维 - 参数是事件中心性和颗粒动量的函数。

Exploring the shape of the pair-source function for particles such as pions or kaons has been an important goal of heavy-ion physics, and substantial effort has been made in order to understand the underlying physics behind the experimental observations of non-Gaussian behavior. In experiments, since no direct measurement of the source function is possible, quantum-statistical momentum correlations are utilized to gain information about the space-time geometry of the particle emitting source. Event generators, such as EPOS, however, provide direct access to the freeze-out coordinates of final state particles, and thus the source function can be constructed and investigated. The EPOS model is a sophisticated hybrid model where the initial stage evolution of the system is governed by Parton-Based Gribov-Regge theory, and subsequently a hydrodynamic evolution is utilized, followed by hadronization and hadron dynamics. EPOS has already proven to be successful in describing several different experimental observations for systems characterized by baryon chemical potential close to zero, but so far the source shape has not been explored in detail. In this paper we discuss an event-by-event analysis of the two-particle source function in $\sqrt{s_{NN}}$ = 200 GeV Au+Au collisions generated by the EPOS model. We find that when utilizing all stages of the model, Lévy-shaped distributions (unlike Gaussian distributions) provide a good description of the source shape in the individual events. Hence it is clear that it is not the event averaging that creates the non-Gaussian features in the pair distributions. Based on this observation, we determine Lévy-parameters of the source as a function of event centrality and particle momentum.

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