论文标题

Bjorken的变量和夸克传输系数在Drell-YAN过程中的质子质子入射的量表依赖性

Bjorken variable and scale dependence of quark transport coefficient in Drell-Yan process for proton incident on nucleus

论文作者

Bai, Tian-Xing, Duan, Chun-Gui

论文摘要

质子入射的质子蛋白的过程是深入研究核中Parton传播的绝佳场所。通过仅由Lepton-核深核弹性散射实验数据和基于BDMPS形式主义的淬灭权重的分析参数化确定的核部分分布,对FEYNMAN变量的函数对FERMILAB E906 E906和E866和E866的实验数据进行了对FEYNMAN变量的现象学分析。由于核几何影响对核电驱动过程的效应和夸克运输系数为常数,因此我们的预测与实验测量非常吻合。发现核几何效应对冷核物质中的夸克运输系数有重大影响。有必要在研究核Drell-Yan过程中考虑详细的核几何形状。我们的计算结果表明,E906和E866实验中存在夸克传输系数值的差异。但是,确认夸克传输系数取决于目标夸克动量的结论,仍然需要对将来的Drell-Yan差分横截面比率进行更准确的实验数据。提出了三个模型,并讨论了夸克传输系数,这是可测量的运动学变量的函数。夸克传输系数$ \ hat {q} $由Bjorken变量$ x_2 $和比例$ q^2 $确定。希望冷核培养基中夸克运输系数的参数化形式可以帮助思考核物质中的Parton繁殖机制。

The Drell-Yan process for proton incident on nuclei is an excellent place for deeply studying the parton propagation in a nucleus. By means of the nuclear parton distributions determined only with lepton-nuclear deep inelastic scattering experimental data and the analytic parameterization of quenching weight based on BDMPS formalism, a phenomenological analysis of the nuclear Drell-Yan differential cross section ratio as a function of Feynman variable is performed from Fermilab E906 and E866 experimental data. With the nuclear geometry effect on nuclear Drell-Yan process and the quark transport coefficient as a constant, our predictions are in good agreement with the experimental measurements. It is found that nuclear geometry effect has a significant impact on the quark transport coefficient in cold nuclear matter. It is necessary to consider the detailed nuclear geometry in studying the nuclear Drell-Yan process. Our calculated results reveal that the difference in the values of quark transport coefficient exists from E906 and E866 experiments. However, confirming the conclusion that the quark transport coefficient depends on the target-quark momentum fraction, still need more accurate experimental data on the Drell-Yan differential cross section ratio in the future. Three models are proposed and discussed for the quark transport coefficient as a function of the measurable kinematic variables. The quark transport coefficient $\hat{q}$ is determined as a function of the Bjorken variable $x_2$ and scale $Q^2$. It is hoped that the parametrization form of quark transport coefficient in the cold nuclear medium can help to think about the parton propagation mechanism in nuclear matter.

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