Quantum Mechanics (2026 Fall)
Course Syllabus
(pdf file)
Quantum Mechanics
- Lecture 1: Review of Classical Physics and Old Quantum theory
- Supplement 1: On an Improvement of Wien's Equation for the Spetrum by M. Planck
- Lecture 2: Heisenberg's magic
- Supplement 2: Heisenberg's paper and the interpretations
- Lecture 3: The birth of Matrix mechanics
- Supplement 3: 1925 Born and Jordan paper
- Lecture 4: Wave mechanics
- Supplement 4: Schroedinger's wave mechanics
- Lecture 5: Mathematical description of fundamental principles of quantum mechanics
- Lecture 6: 1D Scattering——bound states
- Lecture 7: 1D Harmonic oscillator
- Lecture 8: Landau levels
- Supplement 5: 3D Landau levels
- Lecture 9: More on Landau levels
- Lecture 10 Center force field
- Lecture 11 3D Hydrogen atom——Kepler problem
- Lecture 12 Electron spin and Thomas precession
- Supplement 6: Electron spin
- Supplement 7: Thomas precession
- Lecture 13 Motion in magnetic field——Landau level
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