Familiarity with linear algebra (vector spaces, operators, matrices), classical physics (basic electromagnetism), and quantum theory (basic time-dependent Schrodinger equation) is assumed.
Lecture 01 – Spin as a fundamental physical property Lecture 02 – What is Magnetic Resonance and why bother Lecture 03 – Overview of NMR hardware Lecture 04 – Bloch equations and the rotating frame Lecture 05 – Fourier transform Lecture 06 – Fourier spectroscopy Lecture 07 – Spin echoes and relaxation Lecture 08 – Pulsed field gradients and k-space Lecture 09 – MRI in three dimensions Lecture 10 – Orbital angular momentum Lecture 11 – Nuclear spin operators Lecture 12 – Liquid state NMR Hamiltonian Lecture 13 – Introducing the density matrix Lecture 14 – Thermal equilibrium, correlations, coherences Lecture 15 – Product operator formalism Lecture 16 – Magnetisation transfer Lecture 17 – Spin relaxation theory Lecture 18 – Common spin relaxation mechanisms Lecture 19 – Nuclear Overhauser effect Lecture 20 – 2D NMR spectroscopy Lecture 21 – Liquid state protein NMR Lecture 22 – Solid state NMR Hamiltonian Lecture 23 – Magic angle spinning NMR Lecture 24 – Quadrupolar NMR spectroscopy
Competence with time-domain spin dynamics, understanding of spin relaxation processes, understanding of magnetic resonance spectroscopy and imaging.
https://spindynamics.org