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首页> 外文期刊>Advances in high energy physics >Statistical Behavior of Lepton Pair Spectrum in the Drell-Yan Process and Signal from Quark-Gluon Plasma in High-Energy Collisions
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Statistical Behavior of Lepton Pair Spectrum in the Drell-Yan Process and Signal from Quark-Gluon Plasma in High-Energy Collisions

机译:LEPTOL对谱在Drell-yan过程中的统计行为和高能量碰撞中夸克 - 胶质等离子体的信号

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We analyze the transverse momentum ( ) spectra of lepton pairs ( ) generated in the Drell-Yan process, as detected in proton-nucleus (pion-nucleus) and proton-(anti)proton collisions by ten collaborations over a center-of-mass energy or if in a simplified form) range from ?GeV to above 10?TeV. Three types of probability density functions (the convolution of two Lévy-Tsallis functions, the two-component Erlang distribution, and the convolution of two Hagedorn functions) are utilized to fit and analyze the spectra. The fit results are approximately in agreement with the collected experimental data. Consecutively, we obtained the variation law of related parameters as a function of and invariant mass . In the fit procedure, a given Lévy-Tsallis (or Hagedorn) function can be regarded as the probability density function of transverse momenta contributed by a single quark ( ) or anti-quark ( ). The Drell-Yan process is then described by the statistical method.
机译:我们分析了在模特 - 燕法中产生的Lepton对()的横向动量()谱,如在质子 - 核(π-核)和质子 - (反)质子碰撞中,在质量中心的十个合作中检测到 能量或符合简化形式)范围从?GEV到10?TEV。 利用三种类型的概率密度函数(两个Lévy-tsallis函数的卷积,双组分erlang分布和两个Hagageorn函数的卷积)来适应和分析光谱。 拟合结果大致与收集的实验数据一致。 连续,我们获得了相关参数的变化定律作为一种函数和不变质量。 在拟合程序中,给定的Lévy-tsallis(或honagedorn)函数可以被视为横向动量由单个Quark()或抗夸克()贡献的概率密度函数。 然后通过统计方法描述Drell-yan工艺。

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