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微扰QCD对Drell-Yan过程能量损失效应的修正
引用本文:王宏民,孙献静,侯召宇.微扰QCD对Drell-Yan过程能量损失效应的修正[J].中国物理 C,2006,30(7):628-632.
作者姓名:王宏民  孙献静  侯召宇
作者单位:[1]中国人民解放军装甲兵工程学院理化室,北京100072 [2]中国科学院高能物理研究所,北京100049 [3]石家庄铁道学院物理研究所,石家庄050043
摘    要:利用Glauber模型以及DGLAP方程下的核内核子的部分子分布函数, 在次领头阶QCD下计算了Drell-Yan过程中的能量损失效应, 计算表明QCD修正并不能改善理论结果与试验结果的符合, 尤其是p-W与p-Be以x1为变量的微分截面比. 原因是所用的核内核子部分子的分布函数是以领头阶近似为基础并通过演化方程得到的. 于是利用在次领头阶微扰QCD下得到的核遮蔽效应核内核子的部分子分布函数重新计算了次领头阶QCD修正对Drell-Yan过程能量损失的贡献. 计算结果表明康普顿散射过程与湮没过程中应该有更多的能量损失.

关 键 词:Drell-Yan  过程  能量损失效应  核遮蔽效应  Glauber模型
收稿时间:2005-10-24
修稿时间:2005-10-242006-02-20

Next-to-Leading Order QCD Corrections to Energy Loss Effect in Drell-Yan Process
WANG Hong-Min,SUN Xian-Jing,HOU Zhao-Yu.Next-to-Leading Order QCD Corrections to Energy Loss Effect in Drell-Yan Process[J].High Energy Physics and Nuclear Physics,2006,30(7):628-632.
Authors:WANG Hong-Min  SUN Xian-Jing  HOU Zhao-Yu
Institution:1Physics Department, Academy of Armored Forces Engineering of PLA, Beijing 100072, China;2Institute of High Energy Physics, Chinese Academy of Sciences, Beijing 100049, China; 3 Physics Graduate School, Shijiazhuang Railway Institute 050043, China
Abstract:In this paper, by means of the nuclear parton distribution obtained from the DGLAP equation, taking into account the energy loss of the beam proton through the nucleus, we analyze the QCD corrections to the measured Drell-Yan production cross sections for an 800GeV proton beam incident on Be, Fe and W nuclear targets in the Glauber model. For the nucleax parton distribution being extracted from the leading order, the results show that the QCD corrections can't improve the theoretical results fitting to the experimental data, especially in the cross section ratio of p-W to p-Be verse XL Then we calculate the Drell-Yan cross sections using the shadowing effect, which is extracted from the next-to-leading order by Frankfurt et al., and find that direct photon production should be sensitive to energy loss in Compton scattering and annihilation process.
Keywords:Drell-Yan  energy loss  shadowing effect  Glauber model
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