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Chemistry 542 Quantum Mechanics
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Chemistry 542 Quantum Mechanics
Chemistry College Of Liberal Arts And Sciences
The Heisenberg Equation of Motion
November 3, 2021
How to evolve operators over time.
Lectures, Discussions, Labs
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Clebsch-Gordan Tables
Problem Set 10 Review
Addition of Angular Momemtum
Angular Momentum Review
Degenerate Perturbation Theory
Perturbation Theory
The Split Operator Method
The Finite Difference Method
Two Level Systems and Intro to the FDM Method
Two Level Systems
Creation and Annihilation Operators Pt. II
Problem Set 9 Review
Introduction to Creation / Annihilation Operators
Time Evolution: The Heisenberg x(t) and p(t) Operators
The Heisenberg Equation of Motion
Time Evolution of States
Exam 2
Expectation Values for Time Evolving States
Problem Set 8 Review
Time Evolution: The Dyson Series
Introduction to Time Evolution
Fourier Transformation between X and P
Problem Set 7 Review
The Momentum Operator
Continuous States
Unitary Transformation of Operators and Eigenvectors
Problem Set 6 Review
Unitary Operators and Transformation of Basis
The Uncertainty Principle Pt. I
Pauli Spin Operators and Commutation
Spin States and Operators
Operators as Matrices Pt. II
Functions of Operators and Matrix Representation
More on Operators
Exam 1
Dirac Notation: Introduction to Operators
Introduction to Dirac Notation
Multielectron Atoms
The Particle in a Sphere
The Particle in a Ring
Introduction to Multidimensional Quantum Mechanics
Resonance on 1D Potential Surfaces
Scattering Resonances, the Double Delta Potential
Particle in a Finite Box
Problem Set 1 Review
Flat Potential Wavefunctions
One-dimensional Wave Mechanics
Diffraction of Matter
Introduction to Wave Equations