Physics 222A, Spring 2008

Instructor : Douglas Singleton

Office : McLane J Wing #24

Office Hours : MW 1400-1600;  Th 1100-1200 ; Or by appointment

Class Hours : MW 930-1045

Class Room : McLane 167

Phone : 278-2523

E-mail : dougs@csufresno.edu

Text - Quantum Mechanics, Ernest S. Abers

Supplement - Advanced Quantum Mechanics, J.J. Sakurai



Mid-term : There will an in class mid-term near the end of October or beginning of November. If it fits into everyone's schedule I'll try to have this at a time that will give you longer than the normal class time in which to do the mid-term. The mid-term counts for 20% of your grade

Final Exam A final exam will be given in December at the end of classes in McLane 174. It will be longer than the class period and we will arrange the scheduling to fit into everyone's schedule. This will be discussed in class. It will cover all the material in the course and count for 30 % of your grade.

Grading Homework will count 50 % of your grade. The mid-term counts 20 %. The final exam counts 30 %. The grades will be given according to the following scale

A =85 - 100 %

B =72-84 %

C =60-71 %

D =47 - 59 %

F =0 - 46 %

Attendance You are responsible for all announcements and material given in class, even if it is not in the textbook and even if you are not in class.

Homework The homework problems are the most important part of  the course. You should plan to spend a minimum of 12-15 hours per week working out the solutions and writing your homework sets in a NEAT format. If  I can't easily read the assignment you may have to re-copy it. 


Topics

(I) Classical Mechanics and Spacetime Symmetries --- Lagrange Equations; Hamilton's Principle; Spaectime Symmetries; Conservation Laws (Reading : All of Chapter 1)

(II) Fundamentals of Quantum Mechanics  ---  Experimental evidence for QM; Vector Spaces; Eignevalues; Commutators and Schrodinger Equation; Quantum Dynamics; Uncertainty Principle; Wave Function  (Reading : All of Chapter 2)

(III) Stationary States --- Two-state system; Harmonic Oscillator; Spherical Potential and Angular Momentum; Hydrogen Atom (Reading :All of Chapter 3)

(IV) Symmetry Transformations on State   --- Introduction  to Groups;  Groups; Rotation Group and Algebra; Spin; Addition of Angular Momentum; Clebsch-Gordon Coefficients (Reading : All of  Chapter 4)

(V) Symmetry Transformations on Operators --- Vector = Observables; Tensor Observables; Discrete Symmetries (Reading: All of Chapter 5)

(VI) Various Applications  --- External Magnetic Fields in QM; Density Matrix; Neutrino Interference; EPR paradox  (Reading: All of Chapter 6)