
Christian Bierlich
Researcher, IT administrator

Rope Hadronization, Geometry and Particle Production in pp and pA Collisions
Author
Summary, in English
Paper I. The Lund string hadronization model is reviewed, and a model for corrections in busy environments, such as pp minimum bias, are introduced, and its implementation in the event generator DIPSY is described. The model affects the hadrochemistry of the underlying event, and improves description of existing pp data from LHC and RHIC.
Paper II. A series of new observables sensitive to effects from rope hadronization is introduced, and predictions of the rope hadronization model is compared to predictions from a similar model based on junction formation.
Paper III. The Glauber formalism for collisions of nuclei is reviewed, and contributions from diffraction are considered. The Glauber–Gribov formalism for colour fluctuations is compared to the DIPSY model. On the basis of this comparision, corrections to the Glauber–Gribov parametrization of the pp cross section are suggested.
This corrected formalism is then coupled to a particle production model, and preliminary descriptions of particle production in pA is given.
Paper IV. A model for string–shoving, expanding on the model from Paper I, is introduced at the proof–of–concept level. It is shown that the model qualitatively produces a rise of mean-p ⊥ with hadron mass and long range azimuthal correlations in pp collisions.
Department/s
- Theoretical Particle Physics - Has been reorganised
Publishing year
2016-12
Language
English
Full text
Document type
Dissertation
Publisher
Lund University, Faculty of Science, Department of Astronomy and Theoretical Physics
Topic
- Subatomic Physics
Keywords
- QCD
- Phenomenology
- Hadronization
- Heavy ion collisions
- Fysicumarkivet A:2016:Bierlich
Status
Published
Supervisor
- Leif Lönnblad
- Torbjörn Sjöstrand
ISBN/ISSN/Other
- ISBN: 978-91-7753-148-7
- ISBN: 978-91-7753-149-4
Defence date
27 January 2017
Defence time
09:15
Defence place
Lundmark lecture hall, Lund Observatory, Sölvegatan 27, Lund
Opponent
- Klaus Werner (Professor)