Notes
| Date | Date | ||
| 1/9 | Notes 1 | 1/11 | Notes 2 |
| 1/16 | Notes 3 | 1/18 | Notes 4 |
| 1/23 | 1/25 | Computer Lab | |
| 1/30 | Sturm Liouville Problems | 2/1 | Eigenfunctions and Orthogonality |
| 2/6 | Notes 5 | 2/8 | |
| 2/13 | Laplace Transforms | 2/15 | Notes 6 |
| 2/20 | Monday Schedule -- no class | 2/22 | Test #1 Review |
| 2/27 | Test 1 | 3/1 | Fourier Transforms |
| 3/6 | 3/8 | ||
| 3/13 | SPRING | 3/15 | BREAK |
| 3/20 | Computer Lab FFT | 3/22 | |
| 3/27 | 3/29 | Dr. Le lecture Notes | |
| 4/2 | Green's Functions | 4/4 | Green's Functions |
| 4/9 | Waves | 4/11 | Method of Characteristics |
| 4/16 | Characteristics | 4/18 | Green's functions Notes and Conformal mapping Notes |
| 4/23 | Finish up | 4/25 | Final review: Two more characteristics problems |
Homework
HW SET #1 (Due 1/19)
In-class exercise from Notes 1.
p.345 # 2(all parts)
p.346 # 5, 6, 9
p.365 # 2, 10, 11
HW SET #2 (Due 2/2)
Fourier series exercises
p.381-382 #1 (all parts)
Solve p.381 #1a for k=1 and f(x)=1-cos(pi*x) and plot
HW SET #3 (Due 2/20)
p.225 #3,5,8
homework problem and hints
HW SET #4 (Due 3/9)
p.396 #4,5(c),7
Also do p.396 #7 for the specific case: c=-2, f(x)=exp(-4(x+2)^2)
Plot several solutions and discuss
HW SET #5 (Due 4/6 )
p.398 #15
p.415 #3
Solve the Laplace equation in the first quadrant with u_x=f(y) along the positive y-axis and u_y=g(x) along the positive x-axis.
HW SET #6 (Due 4/20 )
p.429 #3,5
p.434 #2
p.453 #6
Computer Lab
Computer Lab #1 - heat equation and Matlab basics - due 1/31
Computer Lab #2 - FFT - due 3/23
Computer Lab #3 - Conformal Mapping - due 4/26
(ENGR 305)
You may find this guide useful:
MATLAB's Getting Started Guide.