Information for Spring 2009

last update 04/22/2009 

PH 653 Quantum Mechanics III

Instructor: Prof. Yun-Shik Lee, leeys@physics.oregonstate.edu
Office: Weniger 415, available Tu 1-2pm, F 10-11am or by appointment
Text: Sakurai, Modern Quantum Mechanics, Addison-Wesley, 1994.
Supplementary: Cohen-Tannoudji, Quantum Mecahnics
Also recommended: Griffiths, Introduction to Quantum Mechanics and Gasiorowicz, Quantum Physics
Class Meetings: MWF 9:00-9:50, Weniger 377

COURSE SYNOPSIS

Basic principles of nonrelativistic quantum theory and applications. Schroedinger theory, quantum theory of angular momentum, matrix mechanics, perturbation theory, identical particles, scattering.
PREREQS: PH 435/PH 535 and PH 451/PH 551 or equivalents.

EVALUATION OF STUDENT PERFORMANCE

Students' achievements will be evaluated based on three required activities:

1. Homework (25%) will be assigned nearly every week. Collaboration on homework exercises is encouraged provided proper attribution is given, but each student must write an independent presentation of the solution. Solutions to all assigned problems will be posted on the Web one week after they are assigned. To receive credit, work must be submitted before the solution is posted.

2. Midterm Examination (30%)  9:00-9:50am, May 4th, 2009, Wngr 377

3. Final Examination (45%)


COURSE SCHEDULE

Week

Topic

Reading List

Homework

1

9. Symmetry Operation

Translation

Rotation

Symmetry

Sakurai – Ch. 1, Section 6

Sakurai – Ch. 3, Section 1 and 2

Sakurai – Ch. 4

HW #1 

2-4

10. Stationary Perturbation Theory

Nondegenerate bound state perturbation theory

Degenerate Perturbation theory

Variation method

Sakurai – Ch. 5, Section 1, 2, 3, and 4

Cohen-Tannoudji – Ch.XI

Cohen-Tannoudji – Ch.XII

HW #2 

HW #3 

5-6

11. Time-Dependent Perturbation Theory

Approximation solution of the Schrodinger equation

Harmonic perturbation

Fermi golden rule

Einstein A and B coefficients

Adiabatic and sudden approximation

Sakurai – Ch.5, Section 5 and 6

Cohen-Tannoudji – Ch.XIII

HW #4 

7-8

12. Interaction with EM fields

Maxwell's equation in terms of potentials

Electron in a uniform magnetic field

Electron in the electromagnetic radiation

Anormalous Zeeman effect

Sakurai – Ch.2, Section 6

Sakurai – Ch.5, Section 7

Cohen-Tannoudji – Ch.III, Compl H

Cohen-Tannoudji – Ch.VI, Compl E

Cohen-Tannoudji – Ch.XIII, Comp A

Gasiorowicz – Chapter 22

HW #5 

HW #6

9-10

13. Identical Particles

Schrodinger equation for N-particle system

Laws of nature

Slater determinant

Pauli exclusion principle

Helium atom

Many electron atoms

Hartree-Fock approximation

Central field approximation

Sakurai – Ch.6

Cohen-Tannoudji – Ch.XIV

 

STUDENTS WITH DISABILITIES: Students with documented disabilities who may need special accommodations in the lecture, lab, or examinations should make an appointment with the instructor no later than the first week of classes to discuss those accommodations.


If you have comments or suggestions, email Prof. Lee at leeys@physics.oregonstate.edu
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