Standard Model of Particle Physics

Übungsgruppen

• Gruppe 1 (Tim Herbermann)
  12 Teilnehmer/innen
  Philos.-weg 12/R 070, Di 14:15 - 16:00
• Gruppe 2 (Aika Tada)
  9 Teilnehmer/innen
  Philos.-weg 12, kHS, Di 16:15 - 18:00
• Gruppe 3 (Valentina Montoya)
  17 Teilnehmer/innen
  Philos.-weg 12 / R 060, Mi 14:15 - 16:00

Standard Model of Particle Physics

Courtesy Fermilab Visual Media Services

Dr. F. Goertz Prof. Dr. S. Hansmann-Menzemer   Lectures: Philosophenweg 12, Large Lecture Hall Wednesday, 9:15 am - 11:00 am Friday, 9:15 am - 11:00 am

The written examination will take place on July 24, 2023, 9:30 - 12:00 in INF 227 HS1 You can enter the lecture hall from 9:15h on. Please bring a (student) ID card with you. You are allowed to bring one A4 sheet (front and back page) with hand-written notes. You can use your own calculater, if it is not able to connect to the internet. You can have a look at the correction of the exam on 28.07. at 4pm in the gold box (ground floor INF 226).

In this course we discuss the Standard Model (SM) of Particle Physics from the theoretical and experimental perspectives. The gauge theories of the electroweak and strong interactions and their experimental tests are discussed in detail. The current status of the SM and some directions for physics beyond the SM are discussed.

Topics to be discussed:
Relativistic quantum mechanics, relativistic quantum fields, gauge theory of electroweak interactions, electroweak symmetry breaking, quantum chromodynamics, CP violation, neutrino physics, physics beyond the Standard Model. 
See below for a more detailed outline (preliminary). 

Prerequisites:
Lectures on Particle Physics, Quantum Mechanics, and Electrodynamics or equivalent.

Lectures

FG      :       Dr. F. Goertz
SHM   :       Prof. Dr. S. Hansmann-Menzemer

Date	Topic	Lecturer
19.4.	Historical Introduction to the Standard Model	SHM
21.4.	Quantum Field Theory I: Fundamentals	FG
26.4.	Quantum Field Theory II: Fundamentals	FG
28.4.	Quantum Field Theory III: Fundamentals	FG
3.5.	Quantum Field Theory IV: Fundamentals	FG
5.5.	Quantum Field Theory V: Feynman Diagrams, Cross Sections, and the S-Matrix	FG
10.5.	Experimental Probes of QED	SHM
12.5.	g-2 of Electron and Muon	HCSC
17.5.	Gauge Theory and the SM I: QED	FG
19.5.	Casimir Effect & Co	SHM
24.5.	Gauge Theory and the SM II: (Non-Abelian) Gauge Theory (I)	FG
26.5.	Gauge Theory and the SM III: (Non-Abelian) Gauge Theory (II) - Towards the Standard Model	FG
31.5.	Gauge Theory and the SM IV: Sigma Model, Symmetry Breaking, and Godstone Bosons	FG
2.6.	Gauge Theory and the SM V: Massive Gauge Bosons, Electroweak Symmetry Breaking and the Electroweak Standard Model	FG
7.6.	Gauge Theory and the SM VI: The Electroweak Standard Model and its Phenomenology I	FG
9.6.	Gauge Theory and the SM VII: The Electroweak Standard Model and its Phenomenology II	FG
14.6.	Muon Decay and Muon Lifetime	SHM
16.6.	Test of Elektroweak Physics I	SHM
21.6.	Test of Elektrowak Physics II /Higgs I	SHM
23.6.	Higgs II	SHM
28.6.	SM Recap / Renormalization	FG
30.6.	Renormalization II and Quantum Chromodynamics	FG
5.7.	Experimental Test of QCD	SHM
7.7.	Flavour Physics and CP Violation	SHM
12.7.	Flavour Physics and CP Violation	SHM
14.7.	Beyond Standard Model Physics	FG
19.7.	Beyond Standard Model Physics / SM-EFT	FG
21.7.	Question and anwser session with tutors and lecturer
24.7.	exam

 

Exercises

The tutorials will start 25.-26.04. with a repetition class.

The first exercise sheet will be on the web on 21.04. and expected to be handed in online by Thu 27.04. 18:00h.

You can hand in the sheets in groups of maximum three students.

There are in total 12 sheets with 12 points each. A minimum of 72 points are the prerequisite to take part in the exam.

Materialien

• SM_190423.pdf
• FG_QFT_Lecture_1.pdf
• FG_QFT_Lecture_2.pdf
• FG_QFT_Lecture_3.pdf
• FG_QFT_Lecture_4.pdf
• FG_QFT_Lecture_5.pdf
• SM_TestofQED.pdf
• SM_MagneticMoments.pdf
• FG_Lecture_6.pdf
• SM_VacuumFluctuations.pdf
• SM_Casimir.pdf
• FG_Lecture_7.pdf
• FG_Lecture_8.pdf
• FG_Lecture_9.pdf
• FG_Lecture_10.pdf
• FG_Lecture_11.pdf
• FG_Lecture_12.pdf
• FG_Lecture_12_slides.pdf
• SM_MuonDecay.pdf
• SM_MuonDecayPhaseSpace.pdf
• SM_V-A.pdf
• SM_EW.pdf
• FG_Lecture_13.pdf
• SM_Higgs.pdf
• SM_QCD.pdf
• Group-Theory_Alvarez-Gaume_Vazquez-Mozo.pdf
• Group-Theory_Sundermeyer.pdf
• SM_Flavour_1.pdf
• SM_Flavour_2.pdf
• FG_Lecture_14.pdf
• FG_Lecture_15_slides.pdf
• FG_Lecture_16_slides.pdf

Übungsblätter

• 0
  
  • SM_23_Sheet0.pdf
• 1
  
  • SM_23_Sheet1.pdf
• 2
  
  • SM_23_sheet2.pdf
• 3
  
  • SM23_Sheet3.pdf
• 4
  
  • SM23_Sheet4.pdf
• 5
  
  • SM23_Sheet5.pdf
• 6
  
  • SM23_Sheet6.pdf
• 7
  
  • SM23_Sheet7.pdf
• 8
  
  • SM23_Sheet8.pdf
• 9
  
  • SM23_Sheet9.pdf
• 10
  
  • SM23_Sheet10.pdf
• 11
  
  • SM_23_Sheet11.pdf
• 12
  
  • Sheet12.pdf

Literature

Particle Physics & Standard Model
    I.J.R. Aitchison, A.J.G. Hey: Gauge Theories in Particle Physics
    C. Burgess, G. Moore: The Standard Model - A Primer
    T.P. Cheng, L.F. Li: Gauge Theory of Elementary Particle Physics
    R.K. Ellis, W.J. Stirling, B.R. Webber: QCD and Collider Physics
    F. Halzen, A.D.Martin: Quarks and Leptons
    O. Nachtmann: Elementarteilchenphysik - Phänomene und Konzepte
    D.H. Perkins: Introduction to High Energy Physics
    S. Pokorski: Gauge Field Theories
    C. Quigg: Gauge Theories of the Strong, Weak, and Electromagnetic Interactions
    M. Thomson: Modern Particle Physics
   
Quantum Field Theory
    T. Banks: Modern Quantum Field Theory: A Concise Introduction
    M.E. Peskin, D.V. Schroeder: An Introduction to Quantum Field Theory
    L.H. Ryder: Quantum Field Theory
    M.D. Schwartz: Quantum Field Theory and the Standard Model
    S. Weinberg: The Quantum Theory of Fields I,II,III
    A. Zee: Quantum Field Theory in a Nutshell
    L. Alvarez-Gaume, M.A. Vazquez-Mozo: An Invitation to Quantum Field Theory