Physics 325 - Quantum Mechanics - Winter 2001
CLASS GRADES ARE POSTED HERE
(PDF)
Lecture Notes:
Solving
the finite spherical well using operator methods (pp. 1-15)
Solving
for the radial hydrogen wavefunctions using operator methods
(pp. 16-29)
Coupling
EM fields to matter; weak B field (pp. 30-45)
Coupling
EM fields to matter -- Landau levels (pp. 45-53) pp
52 & 53 added 2/9/02
Aharonov-Bohm
effect (pp. 54-58)
Matrix
representations of angular momentum and spin (pp. 60-72)
The
interaction between spin and magnetic fields (pp. 73-84)
Spin
resonance (pp. 85-92)
Addition
of angular momentum (and spin) (pp. 96-114)
Identical
fermions and spin (pp 108b - 108h)
The
"real" hydrogen atom (pp 115-121)
Nondegenerate
perturbation theory (pp 122 - 132)
Degenerate
perturbation theory (pp 133 - 146)
Many
fermions ("ideal Fermi gas") (pp 147 - 153)
White
dwarfs and neutron stars (pp 154 - 164)
Problem set solutions (please inform me if you spot errors or typos):
Test solutions:
Test Scores:
-
Midterm #1: Mean=11.2, Median=9.0, Standard
Deviation=6.1
-
Midterm #2: Mean = 12.0, Median=11, Standard
Deviation=5.4
-
Final Exam (50 pts): Mean=27.6, Median=28, Standard
Deviation=12.0
-
Total score for the class (100 pts): Mean=57.5, Median=60,
Standard Deviation=21.7
General Information
Syllabus
Mathematica