David Miller Quantum Mechanics Courses | Poke

David Miller Quantum Mechanics Courses @UCmf4YWFaU32kIvEatnFgmzQ@youtube.com

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Multiple particle states – David Miller

Exchange energy – David Miller

States, single-particle states, and modes – David Miller

Fermions and bosons – David Miller

Scattering identical particles – David Miller

Where does spin come from? – David Miller

The Pauli equation – David Miller

Wavefunctions, spin and Hilbert space – David Miller

Visualizing spin states – David Miller

Operators for spin angular momentum – David Miller

Spin angular momentum – David Miller

Angular momentum and magnetic moments – David Miller

Introduction to electron spin – David Miller

Penetration factor for slowly varying barriers – David Miller

Transfer matrix and bound states – David Miller

Transfer matrix method – David Miller

Tunneling currents – David Miller

Introduction to methods for one-dimensional problems – David Miller

Absorption coefficient – David Miller

Total transition rate – David Miller

Transitioning from sums to integrals – David Miller

Direct transitions – David Miller

Perturbing Hamiltonian – David Miller

Introduction to optical absorption in semiconductors – David Miller

Density of states in quantum wells – David Miller

Quantum wells – David Miller

Energy density of states in bulk crystals – David Miller

Semiconductor heterostructures – David Miller

Wavepackets and effective mass theory – David Miller

Effective mass approximation – David Miller

Band structures in 3D – David Miller

Semiconductors, insulators and metals – David Miller

Band structure diagrams – David Miller

Band structures – David Miller

Density of states in k-space – David Miller

Bloch theorem derivation – David Miller

Periodic boundary conditions – David Miller

Crystal structures – David Miller

Introduction to quantum mechanics in crystals – David Miller

Refractive index – David Miller

Fermi’s Golden Rule – David Miller

Transition probabilities – David Miller

Simple oscillating perturbations – David Miller

Time-dependent perturbation basics – David Miller

The variational method – David Miller

Tight binding model – David Miller

Applying perturbation theory – David Miller

First and second order theories – David Miller

Constructing perturbation theory – David Miller

Use of finite matrices – David Miller

Potential well with field – David Miller

Approximation methods – introduction – David Miller

Radial equation solutions – David Miller

Separating for the radial equation – David Miller

Informal solution for the relative motion – David Miller

Solving the hydrogen atom problem – David Miller

Multiple particle wavefunctions – David Miller

Notations for spherical harmonics – David Miller

Visualizing spherical harmonics – David Miller

Separating the L squared operator – David Miller