Physics 70008 Course Information - Spring 2012
http://www.nd.edu/~bjanko/p70008/phys70008.htm
TEACHING
STAFF
| Name |
In charge of |
Phone |
e-mail |
Office Hours |
| Prof. B. Janko |
Lectures &
Phys. 70008 overall |
1-8049 |
bjanko@nd.edu |
Wednesdays btw 1-2pm or by appt
@ 333D NSH |
| Mr. Jixin Si |
Grader |
1-4088 |
Jixin.Si.3@nd.edu |
walk-in, by appt
@ 339 NSH |
Course Description: Physics 70008, Quantum
Mechanics II
Useful background for PHYS 70008:
Quantum Mechanics I,
Undergraduate level Quantum Mechanics Course,
Mathematical Methods of Theoretical Physics.
Topics (approximate):
I. Quantum Hall Effect
II. Aharonov- Bohm Effect
III. EPR correlations, Bell's inequalities
IV. Symmetries and conservation laws
V. Bose-Einstein and Fermi Dirac statistics
VI. Approximation methods (Realistic hydrogen atom, Lamb shift, etc.
VII. Scattering theory (partial wave approx., optical theorem)
VIII. More on Feynman diagrams (see also QMI)
IX. Relativistic Quantum Mechanics: Klein Gordon and Dirac equations
X. Special topics
NOTE: This course could be quite
time intensive. Depending on your background, it could easily reach 3 hours
of preparation per lecture-hour, that is, 7-8 hours a week. Please
plan accordingly.
Materials: The textbook for this course is J.J. Sakurai: Modern
Quantum Mechanics and G.D. Mahan: Quantum Mechanics in a
Nutshell . There are
many other useful books you may wish to consult. For example:
- R. Shankar: Principles of Quantum Mechanincs
- G. Baym: Lectures on Quantum Mechanincs
- H. A. Bethe and Jackiw: Intermediate Quantum Mechanics
Mechanics
- L.D. Landau & E.M. Lifshitz: Quantum Mechanics
- J.J. Sakurai: Advanced Quantum Mechanics & Modern
Quantum Mechanics
- L.I. Schiff: Quantum Mechanics
The web page for this course will
be updated regularly with new information and resources. Please plan to check
this regularly for announcements.
Lectures: The
lectures are scheduled for Mondays and Wednesdays, 9:10 am - 10:25 am in
318 De Bartolo Hall. Lectures will be taught somewhat interactively, with
some student involvement. Professor Janko will be available before and after
the lectures to answer quick questions.
Homework problems: One homework set approximately every 7-10 days.
The solutions must be turned in on due date. There will be penalty for late
homework solutions. No homework will be accepted after the solution set is
handed out during class. Problems should be neatly written, in the order
assigned, on 8.5 x 11 pages stapled together (no torn edges or paperclips).
You MUST explain your steps, and lead the reader through
your solution with sentences, phrases, etc., as if you would be writing a
scientific paper. A pile of formulae on a piece of paper is NOT an acceptable
style for the homework solutions.
Occasionally short quizzes on previously covered
material will be handed out at the beginning of the class. These
quizzes are indended to help you focus on the key results we obtained,
and provide you with bonus points. When preparing a homework please make sure you observe
the rules (see below) for collaborative work compatible with the Honor Code
of the University. Solutions will be distributed in class and/or via email after the due date.
Please check your solutions for every assignment against the solutions
we provide and contact us if you have any questions.
Exams: There will be one midterm and one final exam for this course. The
homeworks, however, will decide the bulk of your final numerical
grade. Both exams will have an in-class/closed book component and
open book, possibly 'take-home' part.
For the open-book part of the exams, you will be able to use your
lecture notes, textbook(s) assigned to the class and one book
on mathematical methods of theoretical physics
.
If I will find it necessary, at the end of the semester (before deciding your final
letter grade) I will have an informal discussion with each of you
individually (similar to an oral exam) to have a better idea of how
much you learned. Honesty is expected
and under the honor system the primary responsibility for regulation lies
with the students (see below).
Grading
scheme: Your final grade will be
based on your overall performance in all the course related activities. The
numerical grade is calculated at the end of the semester as
a weighted average of your scores obtained during the following activities
or exams:
| Activity/Examination |
Frequency/Date |
Weight (%) |
| Class Participation |
Lectures |
5 (See below) |
| Homework |
Weekly (approximate) |
35 |
| Midterm Exam |
75 min in-class/closed book and an open-book/'take-home',
March 7, 2012
(precise time and date to be announced later),
|
30 |
| Final Exam |
75 min in-class/closed book and an open-book/'take-home', May, 2012
(precise time and date to be announced later),
|
30 |
- NOTE: for those with
a.) SUSTAINED class participation and b.) final numerical grade close to,
but below a borderline between two letter grades, I will give the
letter grade above the borderline.
- The exam dates and
times are fixed and will not be changed. Please plan accordingly.
- Makeups are available
ONLY for students with approved university excuses. You must notify
Professor Janko in writing BEFORE you miss a test, even for approved
University activities. (Emergencies such as sudden illness, accident,
death in the family, etc. must be documented by the University Health Center,
or Counseling Center).
- All exams are cumulative:
you are expected to know ALL previously covered material.
The letter grade scale will
be based on the performance of the class as a whole. Please refer to the following
table to get some idea of the correspondence between the letter grade and
the expected level of performance in Physics 70008.
|
Letter Grade
|
Performance
|
|
A
|
- Has a firm understanding of all concepts covered in class,
- Has a global understanding of the interconnected nature of
laws and principles learned during the entire semester,
- Can solve most problems, new or similar to those discussed
in class and in homework.
|
|
B
|
- Has a firm understanding of most concepts,
- Recognizes some relationships between laws and principles learned
in different chapters,
- Can solve most problems that are similar to those discussed
in class/homework, and some of the new problems,
|
|
C
|
- Has a reasonable understanding of most concepts,
- Recognizes some relationships between laws and principles learned
in the same chapters,
- Can solve only problems that are similar to those discussed
in class/homework,
|
|
D
|
- Has a limited understanding of some concepts,
- Recognizes only a few relationships between laws and principles
learned in the same chapters,
- Can solve only the simplest problems,
- Attends all lectures, makes genuine efforts to complete all homework
problems
|
|
F
|
- Little or no understanding of the concepts and phenomena,
- Routinely misses lectures, and/or homework assignments.
|
Honor Code: As a
precondition for your admission to the University of Notre Dame, you agreed
to abide by the University's Academic Code of Honor. Specifically, you pledged
not to receive or give unauthorized aid on a exam, quiz, lab report, or homework
assignment. While collaboration is encouraged in class and during the discussion
sessions, please make sure you observe the following rules:
- You are expressly forbidden to search for, use and/or
copy from the web the solutions available on-line for some of the homework
problems.
- During homework preparation you must
spend at least 20 minutes working alone on a particular problem before you
can seek assistance from a friend, study group, tutor, or teaching assistant.
They should ask you guiding questions or point you towards resources that
will help you discover your own solution. You cannot ask them to show
you how to completely solve the problem, nor can you accept such extensive
help.
- Under no circumstances should you copy
or even look at someone else's solution to a problem before you have submitted
your own homework, quiz, or exam for credit.
Any suspected violation of the Honor Code
will be turned over to the Departmental Honesty Committe for investigation.
Penalties can be as severe as dismissal from the University.