Understanding partonic energy loss from measured light charged particles and jets in PbPb collisions at LHC energies

P. Shukla, Kapil Saraswat
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引用次数: 1

Abstract

We perform a comprehensive study of partonic energy loss reflected in the nuclear modification factors of charged particles and jets measured in PbPb collisions at √ sNN = 2.76 and 5.02 TeV in wide transverse momentum (pT) and centrality range. The pT distributions in pp collisions are fitted with a modified power law and the nuclear modification factor in PbPb collisions can be obtained using effective shift (∆pT) in the spectrum measured at different centralities. Driven by physics consideration, the functional form of energy loss given by ∆pT can be assumed as power law with different power indices in three different pT regions. The power indices and the boundaries of three pT regions are obtained by fitting the measured nuclear modification factor as a function of pT in all collision centralities simultaneously. The energy loss in different collisions centralities are described in terms of fractional power of number of participants. It is demanded that the power law functions in three pT regions and their derivatives are continuous at the pT boundaries. The ∆pT for light charged particles is found to increase linearly with pT in low pT region below ∼ 5−6 GeV/c and approaches a constant value in high pT region above ∼ 22− 29 GeV/c with an intermediate power law connecting the two regions. The method is also used for jets and it is found that for jets, the ∆pT increases approximately linearly even at very high pT. ar X iv :2 10 5. 06 36 4v 1 [ he pph ] 1 3 M ay 2 02 1 Understanding partonic energy loss ... 2
了解在LHC能量下PbPb碰撞中测量的轻带电粒子和喷流的部分能量损失
在宽横向动量(pT)和中心性范围内,在√sNN = 2.76和5.02 TeV条件下测量PbPb碰撞中带电粒子和喷流的核修正因子所反映的部分子能量损失进行了全面研究。用修正幂律拟合了pp碰撞中的pT分布,利用不同中心性下测得的光谱有效位移(∆pT)可得到PbPb碰撞中的核修饰因子。从物理角度考虑,可以将∆pT给出的能量损失函数形式假设为三个不同pT区域中不同幂指数的幂律。通过同时拟合实测核修饰因子作为所有碰撞中心性pT的函数,得到了三个pT区域的功率指数和边界。用参与者数的分数次幂描述了不同碰撞中心的能量损失。要求幂律函数在三个pT区域内及其导数在pT边界处连续。在低于~ 5 ~ 6 GeV/c的低pT区,轻带电粒子的∆pT随pT线性增加,而在高于~ 22 ~ 29 GeV/c的高pT区,∆pT趋于恒定值,中间幂律将两个区域连接起来。该方法也用于射流,发现射流的∆pT即使在非常高的pT值下也近似线性增加。[h] [M] [M] [M] [M] [M] [M] [M] [M] [M] [M] [M] [M] [M] [M] [02]2
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