论文标题

FCC-EE的高精度QCD物理

High-precision QCD physics at FCC-ee

论文作者

Giuli, Francesco

论文摘要

未来的圆形撞机(FCC)是LHC后的项目,旨在直接和间接搜索SM以外的物理,以超越CERN的100公里隧道。此外,FCC-EE为$ e^{+} e^{+} e^{ - } $碰撞提供的清洁环境中的强烈互动提供了独特的可能性,这要归功于其广泛的质量中心能量范围,从Z极中心的质量跨度,从顶级型号到顶级物品到顶级倾斜度,以及其巨大的集成型级别,以及其巨大的集成级别,从分别来自希格斯玻色子腐烂的$ 10^5 $纯Gluon喷气机。 In this contribution, we will summarize studies on the impact the FCC-ee will have on our knowledge of the strong force including: (i) QCD coupling extractions with per-mille uncertainties, (ii) parton radiation and parton-to-hadron fragmentation functions, (iii) jet properties (ligh-quark-gluon discrimination, $e^{+}e^{-}$ event shapes and multijet rates, JET子结构等),(iv)重夸克喷气式(死锥效应,魅力底部分离,gluon $ \ rightarrow c \ bar {c} $,$ b \ bar {b} $ splatting等); (v)非扰动的QCD现象(颜色重新连接,巴里昂和陌生产生,bose-einstein和Fermi-Dirac最终状态相关性等)。

The Future Circular Collider (FCC) is a post-LHC project aiming at direct and indirect searches for physics beyond the SM in a new 100 km tunnel at CERN. In addition, the FCC-ee offers unique possibilities for high-precision studies of the strong interaction in the clean environment provided by $e^{+}e^{-}$ collisions, thanks to its broad span of center-of-mass energies ranging from the Z pole to the top-pair threshold, and its huge integrated luminosities yielding $10^{12}$ and $10^8$ jets from Z and W bosons decays, respectively, as well as $10^5$ pure gluon jets from Higgs boson decays. In this contribution, we will summarize studies on the impact the FCC-ee will have on our knowledge of the strong force including: (i) QCD coupling extractions with per-mille uncertainties, (ii) parton radiation and parton-to-hadron fragmentation functions, (iii) jet properties (ligh-quark-gluon discrimination, $e^{+}e^{-}$ event shapes and multijet rates, jet substructure, etc.), (iv) heavy-quark jets (dead cone effect, charm-bottom separation, gluon $\rightarrow c\bar{c}$, $b\bar{b}$ splitting, etc.); and (v) non-perturbative QCD phenomena (color reconnection, baryon and strangeness production, Bose-Einstein and Fermi-Dirac final-state correlations, etc.).

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