6 ECTS credits
170 h study time
Offer 1 with catalog number 1003981BNR for all students in the 1st semester at a (B) Bachelor - advanced level.
Based on (parts of) the book by David J. Griffiths mentioned below, which will be used in class.
The first part of the course starts with the solution of the harmonic oscillator using ladder operators. Then uncertainty relations are derived and Dirac’s notation is introduced. Next the radial equation for the hydrogen atom is solved and the energy levels computed. This is followed by a discussion of angular momentum, spin and the addition of angular momenta. Then identical particles are briefly discussed.
In the second part, various approximation methods are treated, as well as applications: time-independent perturbation theory (fine structure, Zeeman effect, hyperfine structure), the variational principle (ground state of helium, hydrogen molecule ion), the WKB approximation, and time-dependent perturbation theory (emission and absorption of radiation, spontaneous emission).
The third part is devoted to quantum mechanical scattering theory (partial waves, phase shifts, Born approximation).
Not applicable
The student can explain and derive important concepts and techniques in quantum mechanics.
He can apply the theory to new physical problems.
He is able to situate this theory within modern physics. For instance, he can explain that classical intuition is not a good guide for physics on atomic scales, and can argue that non-relativistic quantum mechanics will in turn be superseded by a more fundamental framework (relativistic quantum field theory).
The final grade is composed based on the following categories:
Oral Exam determines 100% of the final mark.
Within the Oral Exam category, the following assignments need to be completed:
Not applicable
This offer is part of the following study plans:
Bachelor of Physics and Astronomy: Default track (only offered in Dutch)