论文标题

NNLO QCD校正全彩色,用于LHC的JET生产观测值

NNLO QCD corrections in full colour for jet production observables at the LHC

论文作者

Chen, X., Gehrmann, T., Glover, E. W. N., Huss, A., Mo, J.

论文摘要

涉及高度多种彩色粒子的过程的计算通常采用领先的颜色近似,其中仅保留了颜色数量$ n_c $和风味$ n_f $的主要术语。全彩结果的这种近似是由$ 1/n_c^2 $抑制第一个过渡项的抑制作用,以及越来越多的复杂性,即对计算的旋转颜色贡献包括上次的颜色贡献。在这项工作中,我们使用天线减法方法在NNLOJET框架中使用天线减法法进行了计算,用于在LHC处的几个Jet可观察物,以全彩色的NNLO QCD校正。在横向动量和绝对速度方面,单射流包容性横截面在双重差异上是双重差异的,并与13 TEV处的CMS测量值进行了比较。还进行了Dijet质量和快速差异差异的计算,并与Atlas 7 TEV数据进行了比较。最后,计算了平均横向动量,速度分离和Dijet系统增强的三分差分横截面,并与CMS 8 TEV数据进行了比较。对于所有三种可观察结果,详细评估了旋律颜色对领先颜色近似值的影响,并且是喷气锥大小的函数。在三重差分分布的描述中,均匀的颜色贡献在探测其他任何可观察到的动力学配置中都起着相当大的作用。

Calculations for processes involving a high multiplicity of coloured particles often employ a leading colour approximation, where only the leading terms in the expansion of the number of colours $N_c$ and the number of flavours $n_f$ are retained. This approximation of the full colour result is motivated by the $1/N_c^2$ suppression of the first subleading terms and by the increasing complexity of including subleading colour contributions to the calculation. In this work, we present the calculations using the antenna subtraction method in the NNLOJET framework for the NNLO QCD corrections at full colour for several jet observables at the LHC. The single jet inclusive cross section is calculated doubly differential in transverse momentum and absolute rapidity and compared with the CMS measurement at 13 TeV. A calculation for dijet production doubly differential in dijet mass and rapidity difference is also performed and compared with the ATLAS 7 TeV data. Lastly, a triply differential dijet cross section in average transverse momentum, rapidity separation and dijet system boost is calculated and compared with the CMS 8 TeV data. The impact of the subleading colour contributions to the leading colour approximation is assessed in detail for all three types of observables and as a function of the jet cone size. The subleading colour contributions play a potentially sizable role in the description of the triply differential distributions, which probe kinematical configurations that are not easily accessed by any of the other observables.

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