Nicola Spaldin
Seasons Greetings from the Materials Theory group
The surface charge associated with bulk polarization
Degenerate Perturbation Theory
A Mathematics-Free Introduction to Phonons
Basics of Ferroelectricity
The Magnetism of Small Particles
The Beginner's Guide to the Modern Theory of Polarization 8: The Second-Order Jahn-Teller Effect.
Using DFT to design new materials; From magnetoelectrics to a theory of everything.
The momentum of a Bloch function
The Exchange Interaction
The Peierls Distortion
Calculation of the Electronic Band Structure using LCAO Theory. The General Case.
The Mott Transition in Some Example Correlated Materials
The linear combination of atomic orbitals (LCAO) method for calculating electronic band structures
The Variational Method in Quantum Mechanics
Solution of the Schrödinger Equation for an Electron in a Coulomb Potential (the Hydrogen Atom)
Operators and Expectation Values in Quantum Mechanics
Introduction to Correlated Materials. Lecture 4: The Hubbard Hamiltonian
The Drude Model / Classical Free Electron Theory
Introduction to Correlated Materials 3: The Mott Transition in Degenerately Doped Semiconductors.
The Beginner's Guide to the Modern Theory of Polarization. Module 7: The Born Effective Charge
Introduction to Correlated Materials. Lecture 2: The Mott-Hubbard Band Structure
Introduction to Correlated Materials. Lecture 1: Beyond Band Theory
The Beginner's Guide to the Modern Theory of Polarization. Module 6: The LaAlO3 / SrTiO3 interface.
The Beginner's Guide to the Modern Theory of Polarization. Solutions to Exercises of Module 5.
The Beginner's Guide to the Modern Theory of Polarization. Solutions to Exercises of Module 4
The Beginner's Guide to the Modern Theory of Polarization. Solutions to Exercises of Module 3.
The Beginner's Guide to the Modern Theory of Polarization. Module 5: Measuring polarization
The Beginner's Guide to the Modern Theory of Polarization. Solutions to Exercises of Module 2.
The Beginner's Guide to the Modern Theory of Polarization. Solutions to Exercises of Module 1.