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arXiv 2501.02459hep-ph
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非线性修正对小 $x$ 时核简化截面导数的影响

Non-linear corrections to the derivative of nuclear reduced cross-section at small $x$ at a future electron-ion collider

G. R. Boroun

AI总结:

研究通过分析未来电子-离子对撞机的观测数据,探讨非线性修正对核简化截面导数的影响,并验证其在低 $x$ 和低 $Q^2$ 值下的重要性。

摘要:

在perturbative QCD框架下,讨论了由于HIJING参数化导致的核分布函数非线性修正,特别是GLR-MQ方程。我们分析了利用未来电子-离子对撞机(EIC和EICc)将要测量的包络观测量来约束分布函数中非线性修正的可能性。结果表明,非线性修正在低 $x$ 和低 $Q^2$ 值时对重核简化截面起重要作用。我们发现非线性修正提供了提取的核截面的正确行为,且我们的结果与nCETQ15参数化组的数据一致。我们目前正在讨论对小 $x$ 时阴影效应非线性修正的满意描述。

英文摘要:

The determination of non-linear corrections to the nuclear distribution functions due to the HIJING parametrization within the framework of perturbative QCD, specifically the GLR-MQ equations, is discussed. We analyze the possibility of constraining the non-linear corrections present in distribution functions using the inclusive observables that will be measured in future electron-ion colliders (EIC and EICc). The results show that non-linear corrections play an important role in heavy nuclear reduced cross sections at low $x$ and low $Q^2$ values. We find that the non-linear corrections provide the correct behavior of the extracted nuclear cross sections and that our results align with data from the nCETQ15 parametrization group. We are currently discussing a satisfactory description of the non-linear corrections to the shadowing effect at small $x$.

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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