Model study of charm loop effects / Salvatore Calì. Wuppertal, June 2019
Content
- Contents
- List of Figures
- List of Tables
- 1 Introduction
- 2 Quantum Chromodynamics
- 2.1 Continuum QCD
- 2.2 Flavor symmetries of the QCD Lagrangian
- 2.2.1 Summary at the classical level
- 2.2.2 Chiral symmetries
- 2.2.3 Noether currents associated with the chiral symmetry group
- 2.2.4 Spontaneous symmetry breaking
- 2.3 Decoupling of heavy quarks
- 3 Lattice QCD and description of our model study
- 3.1 Lattice QCD approach
- 3.2 Standard discretization
- 3.2.1 Wilson's plaquette action and naive fermion action
- 3.2.2 Fermion doubling and Wilson term
- 3.2.3 Features of Wilson's action
- 3.3 The clover fermion action
- 3.4 Twisted mass QCD
- 3.4.1 Basic formulation for nf2 tmQCD
- 3.4.2 Relation between currents in physical and twisted basis
- 3.4.3 Renormalization of tmQCD with Wilson quarks
- 3.4.4 O(a) improvement at maximal twist
- 3.5 Computing observables
- 3.6 Open boundary conditions
- 3.7 Typical QCD simulations
- 3.8 Our model to study charm physics
- 4 Observables and Methodology
- 4.1 Correlation functions
- 4.2 Decay constants
- 4.3 Wilson loops
- 4.4 Smearing techniques
- 4.5 Static-charm mesons
- 4.6 Wilson flow
- 4.7 Description of the lattice setup
- 5 Charm sea effects on the strong coupling alphaqq and on the static potential
- 5.1 Wilson loop measurements
- 5.2 Static potential
- 5.3 Estimate of the string breaking distance for nf2
- 5.4 Determination of the betaqq-function
- 5.5 Strong coupling alphaqq
- 5.6 Lambda parameter in nf0 QCD
- 6 Charm sea effects on charmonium systems and RGI mass
- 7 Conclusions and future plans
- Bibliography
