Individual
course details |
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Study programme |
Theoretical
and experimental physics |
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Chosen research area (module) |
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Nature and level of studies |
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Name of the course |
Quantum
mechanics 1 |
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Professor (lectures) |
Milan
Damnjanović |
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Professor/associate (examples/practical) |
Marko
Milivojević |
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Professor/associate (additional) |
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ECTS |
6 |
Status
(required/elective) |
required |
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Access requirements |
Mathematical
physics 1, Theoretical mechanics |
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Aims of the course |
Clarification
of the principles of quantum physics and basic diffrences with respect to
classical one, elementary techniques |
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Learning outcomes |
Quantum
knematics, basic quantum dynamics, Schrodinger equation and solutions of the
most important problems. |
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Contents of the course |
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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 |
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Examples/ practical classes |
Exercises,
discussions, seminars, homeworks. |
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Recommended books |
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1 |
C.
Cohen-Tannoudji, B. Diu, F. Laloe, Quantum Mechanics, (J. Wiley & Sons,
New York, 1977)
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2 |
М.
Damnjanovic, Lecture notes |
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3 |
L.D.
Landau, E.M. Lifshitz,"Quantum Mechanics" (Pergamon: Oxford 1977) |
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4 |
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5 |
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Number of classes (weekly) |
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Lectures |
Examples&practicals |
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Student
project |
Additional |
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3 |
2 |
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Teaching and learning methods |
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Assessment (maximal 100) |
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assesed coursework |
mark |
examination |
mark |
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coursework |
10 |
written
examination |
50 |
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practicals |
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oral
examination |
40 |
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papers |
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presentations |
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