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Calendar

Lec # TOPICS
1 Overview, Scale of Quantum Mechanics, Boundary between Classical and Quantum Phenomena
2 Planck's Constant, Interference, Fermat's Principle of Least Time, deBroglie Wavelength
3 Double Slit Experiment with Electrons and Photons, Wave Particle Duality, Heisenberg Uncertainty
4 Wavefunctions and Wavepackets, Probability and Probability Amplitude, Probability Density
5 Thomson Atom, Rutherford Scattering
6 Photoelectric Effect, X-rays, Compton Scattering, Franck Hertz Experiment
7 Bohr Model, Hydrogen Spectral Lines
8 Bohr Correspondence Principle, Shortcomings of Bohr Model, Wilson-Sommerfeld Quantization Rules
9 Schrödinger Equation in One Dimension, Infinite 1D Well
In-class Exam 1
10 Eigenfunctions as Basis, Interpretation of Expansion Coefficients, Measurement
11 Operators and Expectation Values, Time Evolution of Eigenstates, Classical Limit, Ehrenfest's Theorem
12 Eigenfunctions of p and x, Dirac Delta Function, Fourier Transform
13 Wavefunctions and Operators in Position and Momentum Space, Commutators and Uncertainty
14 Motion of Wavepackets, Group Velocity and Stationary Phase, 1D Scattering off Potential Step
15 Boundary Conditions, 1D Problems: Finite Square Well, Delta Function potential
16 More 1D Problems, Tunneling
17 Harmonic Oscillator: Series Method
In-class Exam 2
18 Harmonic Oscillator: Operator Method, Dirac Notation
19 Schrödinger Equation in 3D: Cartesian, Spherical Coordinates
20 Angular Momentum, Simultaneous Eigenfunctions
21 Spherical Harmonics
22 Hydrogen Atom: Radial Equation
23 Hydrogen Atom: 3D Eigenfunctions and Spectrum
24 Entanglement, Einstein-Podolsky Rosen Paradox
Final Exam