Transverse momentum dependent parton distribution functions and QCD evolution equations

M. Hentschinski
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引用次数: 0

Abstract

We provide an overview over Transverse Momentum Dependent (TMD) Parton Distribution Functions (PDFs). While we will also comment on TMD PDFs in general, we will focus on their use for the description of hadronic reactions in the so-called low x limit. Here $x = M^2/s$ and $M$ is the hard scale of the process, while $\sqrt{s}$ is the center of mass energy of the reaction. We will explain why this are interesting quantities whose exploration serves a manifold purpose. In particular we will explain why these are interesting quantities both for the accurate description of LHC data and why exploration of such quantities is a central goal of the future Electron Ion Collider. In a second part of this talk we will then discuss how perturbative QCD allows us to formulate and solve differential equations, which describe the dependence of this TMD PDFs on various kinematic variables.
横向动量依赖的部子分布函数和QCD演化方程
我们提供了横向动量依赖(TMD)的部分分布函数(pdf)的概述。虽然我们也将一般地评论TMD pdf,但我们将重点关注它们在所谓的低x极限下用于描述强子反应的用途。这里$x = M^2/s$和$M$是过程的硬标度,而$\sqrt{s}$是反应的质能中心。我们将解释为什么这是有趣的量,其探索服务于多种目的。特别是,我们将解释为什么这些量对于LHC数据的准确描述是有趣的,以及为什么探索这些量是未来电子离子对撞机的中心目标。在本演讲的第二部分,我们将讨论摄动QCD如何使我们能够制定和求解微分方程,这些微分方程描述了TMD pdf对各种运动变量的依赖性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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