Individual course details
Study programme Theoretical and experimental physics
Chosen research area (module)  
Nature and level of studies  
Name of the course Quantum mechanics 1
Professor (lectures) Milan Damnjanović
Professor/associate (examples/practical) Marko Milivojević
Professor/associate (additional)  
ECTS 6 Status (required/elective) required
Access requirements Mathematical physics 1, Theoretical mechanics 
Aims of the course Clarification of the principles of quantum physics and basic diffrences with respect to classical one, elementary techniques
Learning outcomes Quantum knematics, basic quantum dynamics, Schrodinger equation and solutions of the most important problems.
Contents of the course
Lectures 1. Quantum kinematics: states, superposition. 2. Obsevables, measurements, correlations. 3. Uncertainty relations. 4. Quantization. 5. Schrodinger's, Heisenberg's and Dirac's picture. 6.Dynamics: evolution, Schrodinger equation (time dependentnt and time independent). 7.Evolution of the mixed states, averages, uncertainty relation energy-time. 8. Elementary dynamical problems: picewise constant potentials. 9. Harmonic oscilaor. 10. Approxmate methods 1.: time independent perturbations. 11. Variational method. 12. Adiabatic approximation. 13. Quantization of the Galileo's group. 14. Rotations and angular momentum. 15. Hydrogen atom. 16. Spin   
Examples/ practical classes Exercises, discussions, seminars, homeworks. 
Recommended books
1 C. Cohen-Tannoudji, B. Diu, F. Laloe, Quantum Mechanics, (J. Wiley & Sons, New York, 1977)
2 М. Damnjanovic, Lecture notes 
3 L.D. Landau, E.M. Lifshitz,"Quantum Mechanics" (Pergamon: Oxford 1977)
4  
5  
Number of classes (weekly)
Lectures Examples&practicals   Student project Additional
3 2      
Teaching and learning methods  
Assessment (maximal 100)
assesed coursework mark examination mark
coursework 10 written examination 50
practicals   oral examination 40
papers      
presentations