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arXiv 1003.4380hep-ph
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包含韧致辐射过程的部分子输运模型中的能量损失

Energy loss in a partonic transport model including bremsstrahlung processes

Oliver Fochler, Zhe Xu, Carsten Greiner

摘要:

本文的第一部分详细研究了胶子在基于微扰QCD的输运模型BAMPS(一种多部分子散射的玻尔兹曼方法)中穿越热胶子介质时的能量损失。为简单起见,在这些计算中忽略介质响应。从纯粹的弹性相互作用的能量损失进行比较的情况下,辐射过程始终包括基于矩阵元素的Guunion和Bertsch。从这个比较中发现胶子倍增过程gg -> ggg是这里所采用的方法中能量损失的主要来源。本文的第二部分讨论了在RHIC能量为sqrt(s)= 200 AGeV的Au+Au碰撞的全动力学模拟中,高横动量胶子的猝灭效应。本文重新讨论了在以前的出版物中讨论的中心碰撞的结果,并给出了非中心Au+Au碰撞的核修正因子R_AA的第一个结果。它们显示出与中心碰撞相比减少的淬火,同时保持相同的形状。椭圆流V2的调查扩展到10 GeV的非热横向动量,表现出最大V2在大约4至5 GeV和随后的减少。最后,上述结果的灵敏度的具体实施的有效建模的Landau-Pomeranchuk-Migdal(LPM)的效果,通过形成时间为基础的截止进行了探讨。

英文摘要:

A detailed investigation of the energy loss of gluons that traverse a thermal gluonic medium simulated within the perturbative QCD--based transport model BAMPS (a Boltzmann approach to multiparton scatterings) is presented in the first part of this work. For simplicity the medium response is neglected in these calculations. The energy loss from purely elastic interactions is compared to the case where radiative processes are consistently included based on the matrix element by Gunion and Bertsch. From this comparison gluon multiplication processes gg -> ggg are found to be the dominant source of energy loss within the approach employed here. The consequences for the quenching of gluons with high transverse momentum in fully dynamic simulations of Au+Au collisions at the RHIC energy of sqrt(s) = 200 AGeV are discussed in the second major part of this work. The results for central collisions as discussed in a previous publication are revisited and first results on the nuclear modification factor R_AA for non-central Au+Au collisions are presented. They show a decreased quenching compared to central collisions while retaining the same shape. The investigation of the elliptic flow v2 is extended up to non-thermal transverse momenta of 10 GeV, exhibiting a maximum v2 at roughly 4 to 5 GeV and a subsequent decrease. Finally the sensitivity of the aforementioned results on the specific implementation of the effective modeling of the Landau-Pomeranchuk-Migdal (LPM) effect via a formation time based cut-off is explored.

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