L24.4 Eigenstates of the Hamiltonian. 

L24.3 Hamiltonian and emerging spin angular momentum.

L24.1 More on the hydrogen atom degeneracies and orbits.

L24.2 The simplest quantum system. 

L23.4 Orbits in the hydrogen atom.

L23.3 Rydberg atoms.

L23.2 Degeneracy in the spectrum and features of the solution.

L23.1 Energy levels and diagram for hydrogen.

L22.5 Energy eigenstates of hydrogen.

L22.4 Series solution and quantization of the energy.

L22.2 Scales of the hydrogen atom.

L22.1 Center of mass and relative motion wavefunctions.

L22.3 Schrödinger equation for hydrogen.

L21.4 Hydrogen atom two-body problem.

L21.3 Effective potential and boundary conditions at r=0.

L21.2 Orthonormality of spherical harmonics.

L20.4 Simultaneous eigenstates and quantization of angular momentum.

L20.3 Commuting observables for angular momentum.

L21.1 Associated Legendre functions and spherical harmonics.

L20.2 Angular momentum operators and their algebra.

Quantum Physics I (2016)

L1.3 Necessity of complex numbers.

L1.4 Photons and the loss of determinism.

L19.3 Modeling a resonance.

L7.3 Widths and uncertainties.

L18.2 Phase shift for a potential well.

L18.3 Excursion of the phase shift.

L1.5 The nature of superposition. Mach-Zehnder interferometer.

L7.2 Reality condition in Fourier transforms.

L19.5 Resonances in the complex k plane.

L2.2 Entanglement.

L20.1 Translation operator. Central potentials.

L17.2 Resonant transmission.

L12.1 Nondegeneracy of bound states in 1D. Real solutions.

L6.3 Probability current and current conservation.

L10.1 Uncertainty and eigenstates.

L17.3 Ramsauer-Townsend phenomenology.

L12.2 Potentials that satisfy V(-x) = V(x).

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