General: Predict quantitatively the consequence of a variety of phenomena through calculations. Ensure advanced and deep scientific training for innovative approaches, both within this field and in interdisciplinary endeavours.
Specific: To understand and being able to apply Physics and modern technology based on Quantum Mechanics. To get familiar with the concept of spin. Application of the principles of QM to simple physical systems: tunnel effect through a potential barrier, hydrogen atom and the harmonic oscillator, etc.
1. The quantum revolution; Phenomenological basis of Quantum Mecanics; Wave-particle duality;
2. The sobreposition principle; Wavefunction and its probabilistic interpretation;
3. Heisenberg's uncertainty principle;
4. The Schrodinger equation;
5. One-dimensional potentials: scattering and bound states; tunnel effect, harmonic oscillator; applications;
6. Three-dimensional Schrodinger equation; the Hydrogen atom;
7. Stern-Gerlach experiment. Spin. Applications.
Teaching methodologies aim to foster problem-based learning, active learning, autonomous work and student accountability.
50% - 100% grading during the semester with 2 minitests (during the TP classes)
[Provided there are adequate numbers of graders and/ teaching assistants, the lecturer may opt to substitute tests for problem series, oral presentations and/or discussions of problem resolutions.]
0% - 50% Exam
Introduction to Quantum Mechanics, 2nd Edition, David Griffiths, 2005, Pearson International Edition, Pearson Prentice Hall
01061209
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