introduction to quantum mechanics griffiths

Group 1 Project: Uncertainty relation: Fourier analysis of wave packets: simulation, documentation, presentation EX2 - Exam 2: Griffiths Chapters 2-3 study sheet, solution, grades L25 - Energy-Time Uncertainty Principle 3.5.3 notes L24 - Postulates of Quantum Mechanics notes L23 - Uncertainty: Commutator 3.5.1,2 notes L22 - Observation: Expansion postulate 3.4 notes L21 - Observables: Operators, eigenstystems 3.2-3 notes L20 - Hilbert Space: Wave functions 3.1 (catchup) Scattering and Transfer Matrices notes EX1 - Exam 1: study sheet, solution, grades. L18 - Delta Function Potential 2.5 notes (catchup) Harmonic Oscillator: Summary notes. L17 - Harmonic Oscillator: Fobenius 2.3.2 notes. L16 - Harmonic Oscillator: Algebra 2.3.1 notes. Hermitian operators and Sturm-Liouville theory.Ĭommutator and simultaneous diagonalization: classification of normal matrics.Įxample simultaneous diagonalization of two matrices in Matlab (Octave) Polar decomposition, normal matrix analogy L13 - Hilbert Space and Dirac Notation notes L10 - Vectors, Duals, Metric, Adjoint, notes L09 - Born probability: Unitarity + Ehrenfest theorems notes. L08 - Shrodinger Equation: Dispersion notes, L07 - Heisenberg Uncertainty Principle: Wave packets L04 - Photons: Photoelectric and Compton Effects notes. L03 - Planck's Law, and Probability Distributions (starting point for reference while programming),

(lengthy tutorial describing the basics with Mathematica, starts off with examples), L02 - Introduction to Mathematica: notebook Richard Fitzpatrick, Quantum Mechanics ( html, pdf, book). James Binney and David Skinner, The Physics of Quantum Mechanics ( book) Griffiths, 'Introduction to Quantum Mechanics,' (recommended) Stephen Gasiorowicz, 'Quantum Physics' (recommended)ĭavid J. PHY 520 Introduction to Quantum Mechanics I, Fall 2015Īnnouncements and assignments are managed in Canvas.

Introduction to quantum mechanics griffiths