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arXiv 2602.22686nucl-thhep-ph
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重离子碰撞中非流相关性的统计特性

Statistical properties of non-flow correlations in pp and heavy-ion collisions at RHIC energies

Banaras Hindu University (BHU)(贝拿勒斯印度教大学);PDPM Indian Institute of Information Technology Design & Manufacturing(PDPM印度信息技术设计与制造研究所)

Satya Ranjan Nayak, Akash Das, B. K. Singh

AI总结:

研究了重离子碰撞中非流相关性的统计特性,发现非QGP模型中偏度和峰度随η窗口增大而增加,而HYDJET++在高Δη下分布趋于零。

摘要:

在本工作中,我们研究了pp、d-Au和Au-Au碰撞中的双粒子累积量。将双粒子累积量视为事件到事件的分布,并分析了其偏度和峰度。非流相关性,如喷注和衰变,始终产生偏斜分布,无论使用何种模型。相反,HYDJET++在固定撞击参数碰撞中较高η窗口下产生平滑的高斯分布。所有非QGP模型如PYTHIA、PHOJET、QGSJET和DPMJET中,随着η窗口增大,偏度一致增加。非QGP模型分布的峰度也随着η窗口增大而增加。HYDJET++产生的分布的偏度和峰度随着Δη增大而减小,最终在更高Δη下达到零。

英文摘要:

In this work, we have studied the two-particle cumulant in pp, d-Au, and Au-Au collisions. The two-particle cumulant was treated as an event-by-event distribution, and its skewness and kurtosis were analyzed. The non-flow correlations, like jets and decays, constantly produced a skewed distribution, regardless of the model used. On the contrary, HYDJET++ produced a smooth Gaussian distribution at higher $η$ windows in fixed impact parameter collisions. The skewness increased consistently for higher $η$ windows in all non-QGP models like PYTHIA, PHOJET, QGSJET, and DPMJET. The kurtosis of the distribution also increased with $η$ windows in non-QGP models. The skewness and kurtosis of the distributions produced by HYDJET++ decreased with $Δη$ and eventually reached zero at higher $Δη$.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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