Upon completing the course, students learn the following skills. They are able to
- understand and explain basic concepts and computational methods in quantum mechanics (k1/k2);
- formulate and interpret theoretical concepts in quantum mechanics in a precise and analytical way (k3);
- transfer the theoretical concepts of quantum mechanics to concrete physical systems (k3/k4).
|
During the course, students acquire knowledge in the following areas and concepts of quantum mechanics:
- wave-particle dualism of light and matter;
- statistical interpretation of the wave function;
- eigenfunctions and eigenvalues of operators;
- Heisenberg's uncertainty principle for observables;
- Schrödinger equation;
- continuity equation;
- time evolution operator;
- harmonic oscillator;
- fundamentals of representation theory;
- hydrogen atom;
- electron spin;
- perturbation theory.
|
