论文标题
Quark-Gluon等离子体的光子发射率:横向通道的晶格QCD分析
Photon emissivity of the quark-gluon plasma: a lattice QCD analysis of the transverse channel
论文作者
论文摘要
我们介绍了QCD中在晶格QCD中计算出的空间横向矢量相关器衍生自QCD的热光子发射率的结果。在固定空间动量下进行的光谱函数的分析是基于用两种动态威尔逊费米斯(Wilson Fermions)获得的连续驱除相关器。我们比较了近距离驱动的QCD相关器,以及$ {\ cal n} = 4 $无限耦合时的超对称性Yang-mills相关器与lattice QCD的相关器,并找到它们在$ \ sim10 \%\%\%\%的范围内。然后,我们完善了比较,以通过Backus-Gilbert方法独立于模型获得的过滤光谱函数进行比较。 Motivated by these studies, for frequencies $ω\lesssim2.5\,$GeV we use fit ansätze to the spectral functions that perform well when applied to mock data generated from the NLO QCD or from the strongly-coupled SYM spectral functions, while the high-frequency part, $ω\gtrsim 2.5\,$GeV, is matched to NLO QCD.我们将光子发射率的结果与我们先前对同一温度上不同矢量通道的分析进行了比较。我们在$ k \ simeq0.8 \,$ gev上获得最严格的约束,为此,我们找到单位体积的差异光子排放率为$dγ_γ/d^3k =(α_ {\ rm em}/(\ rm em}/(\ exp(k/t)-1(k/t)-1)-1)\ times(2.2 \ pm pm pm pm pm pm 0.8) GEV} $。
We present results for the thermal photon emissivity of the quark-gluon plasma derived from spatially transverse vector correlators computed in lattice QCD at a temperature of 250 MeV. The analysis of the spectral functions, performed at fixed spatial momentum, is based on continuum-extrapolated correlators obtained with two flavours of dynamical Wilson fermions. We compare the next-to-leading order perturbative QCD correlators, as well as the ${\cal N}=4$ supersymmetric Yang-Mills correlators at infinite coupling, to the correlators from lattice QCD and find them to lie within $\sim10\%$ of each other. We then refine the comparison, performing it at the level of filtered spectral functions obtained model-independently via the Backus-Gilbert method. Motivated by these studies, for frequencies $ω\lesssim2.5\,$GeV we use fit ansätze to the spectral functions that perform well when applied to mock data generated from the NLO QCD or from the strongly-coupled SYM spectral functions, while the high-frequency part, $ω\gtrsim 2.5\,$GeV, is matched to NLO QCD. We compare our results for the photon emissivity to our previous analysis of a different vector channel at the same temperature. We obtain the most stringent constraint at photon momenta around $k\simeq0.8\,$GeV, for which we find a differential photon emission rate per unit volume of $dΓ_γ/d^3k = (α_{\rm em}/(\exp(k/T)-1))\times (2.2 \pm 0.8 ) \times 10^{-3}\,{\rm GeV}$.