FY809: Quantum Field Theory (10 ECTS)
STADS: 07003301Level
Master's level course
Teaching period
The course is offered in the spring semester.
3rd. and 4th quater
Teacher responsible
No responsible teachers found, contact the department if necessary
Timetable
| Group | Type | Day | Time | Classroom | Weeks | Comment |
|---|---|---|---|---|---|---|
| Common | I | Monday | 12-14 | U58 | 37,39 | |
| Common | I | Monday | 12-14 | U164 | 38,41 | |
| Common | I | Monday | 10-12 | U58 | 40 | |
| Common | I | Monday | 10-14 | U58 | 49 | |
| Common | I | Tuesday | 09-13 | U58 | 36 | |
| Common | I | Tuesday | 10-14 | U58 | 37 | |
| Common | I | Tuesday | 10-14 | U148 | 38-39 | |
| Common | I | Tuesday | 10-14 | U145 | 40 | |
| Common | I | Tuesday | 10-14 | U29A | 41 | |
| Common | I | Tuesday | 10-12 | U68 | 43-48 | |
| Common | I | Tuesday | 10-14 | U62 | 50 | |
| Common | I | Thursday | 08-10 | U144 | 36 | |
| H1 | TE | Monday | 10-12 | U68 | 50 | |
| H1 | TE | Thursday | 12-14 | U58 | 37-38 | |
| H1 | TE | Thursday | 12-14 | U68 | 39,41 | |
| H1 | TE | Thursday | 12-14 | 40 | ||
| H1 | TE | Thursday | 12-14 | U148 | 43-50 | |
| H1 | TE | Friday | 08-10 | U58 | 36 |
Show personal time table for this course.
Prerequisites:
None
Academic preconditions:
Bachelor's degree in physics or mathematics. FY803 Quantum physics must have been attended.
Course introduction
We provide elements of Quantum Field Theory. We will introduce Quantum Electrodynamics, Quantum Chromodynamics and Weak interactions. These forces constitute the Standard Model of particle interactions. We will also discuss possible new extensions of the standard model which can be discovered at the Large Hadron Collider at CERN. This course is a pillar for any physicist and mathematician interested in the latest developments in high energy physics and the interplay of physics and advanced mathematics.
Expected learning outcome
After completing the course, the student is expected to be:
• Able to use advanced techniques, in quantum field theory to:
- Derive the Feynman rules for bosons and fermions
- Compute tree-level and radiative corrections for, e.g. e+ e- in μ+ μ-
- Compute the renormalization of the electromagnetic, weak and strong charge
- Compute critical exponents and its applications to quantum and thermal phase transitions
- Compute Deep Inelastic Scattering
- Use novel High Energy Dedicated computer packages, such as CalcHEP/LanHEP, to derive the Feynman diagrams automatically
• Critically interpret the results of the experiments at the European Center for Nuclear Research (CERN) Geneva.
Subject overview
The Klein Gordon and Dirac Fields. Feynman Diagrams. The Gauge Principle. Quantum Electrodynamics and associated elementary processes. Path integral and renormalization.
Literature
There isn't any litterature for the course at the moment.
Website
This course uses e-learn (blackboard).
Prerequisites for participating in the exam
None
Assessment and marking:
Block 1 (3rd. quater): The first block is concluded by a project centered on the topics presented in the course and a brief oral exam, based on the content of the project. The project counts for 50 % of the final mark. Internal second examiner.
Block 2 (4th quater): Oral exam of a relevant topic, agreed upon with the teacher. The presentation counts for 50 % of the final mark. External second examiner.
The overall grade for the course is the average of the grades obtained in the two part exams. It must be at least 02. If this average grade is not accomplished, the student must take a reexam in the part(s) which is / are not passed. The grade -3 or “absent” must not show in any of the part exams.
Expected working hours
The teaching method is based on three phase model.
Forelæsninger: 56 timer.
Eksaminatorietimer/opgaveregning: 24 timer.
Educational activities
Language
This course is taught in English.
Course enrollment
See deadline of enrolment.
Tuition fees for single courses
See fees for single courses.
