论文标题

LHC的超疗法PB+PB碰撞中的独家$ J/ψ$光生摄影的临近订单QCD预测

Next-to-leading order QCD predictions for exclusive $J/ψ$ photoproduction in ultraperipheral Pb+Pb collisions at the LHC

论文作者

Eskola, Kari J., Flett, Chris A., Guzey, Vadim, Löytäinen, Topi, Paukkunen, Hannu

论文摘要

我们介绍了连贯独家$ j/ψ$ photoduction in lhc的速度独家$ j/ψ$光生摄取的速度差异性横截面的首次研究, \ text {pb}+j/ψ+\ text {pb})/\ text {d} y $,在共线分解中。将广义的Parton分布作为其前部极限对应物,量化了横截面中的NLO贡献,我们表明,不得忽略幅度和夸克-PDF贡献的实际部分。我们进一步评估了LO和NLO的比例选择引起的不确定性,并将我们的结果与LHC的PB+PB UPC中的独家$ J/ψ$光增生数据进行了比较。 $ \ text {d}σ(\ text {pb}+\ text {pb} \ rightarrow \ text {pb}+j/ψ+\ text {pb}+text {pb})/\ text {d text {d} y $是可靠的,但是我们可以在nlo colloundc coldc coldc+pb,能量。传统上,这个过程被认为是核胶子分布的直接探测。我们表明,情况从LO到NLO发生了巨大变化,在那里,Gluon和Quark贡献的相互作用,尤其是它们的相对迹象都起着重要作用。最后,关于在驯服的共线化中可观察到的这一可观察到的前景的结论。

We present the first study of rapidity-differential cross sections of coherent exclusive $J/ψ$ photoproduction in heavy-ion ultraperipheral collisions (UPCs) at the LHC, $\text{d}σ(\text{Pb}+\text{Pb}\rightarrow \text{Pb}+J/ψ+\text{Pb})/\text{d}y$, to NLO in collinear factorisation. Taking the generalised parton distributions as their forward limit counterparts, the NLO contributions in the cross sections are quantified and we show that the real part of the amplitude and quark-PDF contributions must not be neglected. We further evaluate the uncertainties arising from the scale-choice at both LO and NLO, and compare our results with exclusive $J/ψ$ photoproduction data in Pb+Pb UPCs from LHC. The scale dependence in $\text{d}σ(\text{Pb}+\text{Pb}\rightarrow \text{Pb}+J/ψ+\text{Pb})/\text{d}y$ is sizable, but we can find a scale-choice at NLO that reproduces the Pb+Pb UPC data at both Run 1 and Run 2 collision energies. This process has traditionally been suggested to be a direct probe of nuclear gluon distributions. We show that the situation changes rather dramatically from LO to NLO, where the interplay of both gluon and quark contributions, and in particular their relative signs, play a significant role. We end with some concluding remarks about the outlook of this observable within a tamed collinear factorisation.

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