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Physics 612: Quantum Mechanics II

Spring 2006

 

Assignments

Problem Numbers in parentheses are from the 2nd Edition.

Homework #1: Due 1/24/06

4.3 (4.3)
4.5 (4.5)
4.22 (4.22)
4.47 (4.54)
4.8 (4.8)

Homework #2: Due 1/31/06

4.10 (4.10)
4.11 (4.11)
4.13 (4.13)
4.14
4.17 (4.16)

Homework #3: Due 2/9/06

6.2 (6.2)
6.4 (6.4)
6.5 (6.5)
6.9 (6.9)

Homework #3a: Due 2/14/06

How does the threefold-degenerate energy

of the two-dimensional harmonic oscillator separate due to the perturbation

?

Also, construct the three new basis functions .

Homework #4: Due 2/16/06

6.13 (6.14) Note: get Example 2.5 from the 2nd Edition
6.14 (6.16)
6.15 (6.17)
6.16 (6.18)

Homework #5: Due 2/23/06

6.19 (6.21) 
6.21 (6.23)
6.24 (6.26)
6.26 (6.28)

Homework #6: Due 3/2/06

9.7 (9.7) 

Homework #7: Due 3/23/06

9.1 (9.1) 
9.10 (9.11) 
9.13 (9.14) 

Homework #8: Due 3/30/06

11.1 (11.1) 
11.2 (11.2) 

Homework #9: Due 4/6/06

11.4 (11.4) 
        (11.5) 
        (11.6) 
        (11.7) 

Note: 1st Edition does not contain the section on phase shifts.  
You will need to get it from someone!

Homework #10: Due 4/20/06

11.7 (11.10) 
11.8 (11.11) 
11.9 (11.12) 
11.10 (11.13) 
11.12 (11.15) 

Homework #11: Due 4/27/06

7.2 (7.2) 
7.4 (7.4) 
7.5 (7.5) 
7.7 (7.7) 

Homework #12: Due 5/4/06

10.3 (10.3) 
10.5 (10.4) 
10.8 (10.6) Note: use the spin matrices

to construct the “spin up” eigenvector, χ +.

Homework #13: Due 5/11/06 OPTIONAL

5.5 (5.6) 
5.19 (5.22) 
5.20 (5.23) 
5.21 (5.24)