This schedule is tenative. It may be altered during the semester depending on the ability and needs of the students.
1 | Tu | Aug 23 | Introduction to Signals | 1, 2.1 |
2 | Th | Aug 25 | Convolution | 2.5 |
3 | Tu | Aug 30 | Introduction to Systems | 2.2-2.5 |
4 | Th | Sep 1 | Fourier Transforms | 3.1 |
5 | Tu | Sep 6 | Periodic and Finite-Duration Sequences | |
6 | Th | Sep 8 | Discrete Fourier Transform (DFT) | 3.2 |
7 | Tu | Sep 13 | Z-Transforms | 3.7-3.8 |
8 | Th | Sep 15 | Inverse Z-Transform | 3.9 |
9 | Tu | Sep 20 | Introduction to Filters | 4.1-4.2 |
10 | Th | Sep 22 | Phase Considerations | 4.2-4.3 |
11 | Tu | Sep 27 | review | |
12 | Th | Sep 29 | Test 1 | |
13 | Tu | Oct 4 | Z-Transform Properties of filter | 4.4-4.6 |
14 | Th | Oct 6 | Convolution Using DFT | 3.6 |
Tu | Oct 11 | midterm break | ||
15 | Th | Oct 13 | | 4.7-4.8 |
16 | Tu | Oct 18 | | 5.1-5.3 |
17 | Th | Oct 20 | Review of Analog Filters | 5.4-5.5 |
18 | Tu | Oct 25 | Filter Design Techniques (IIR) | 9 |
19 | Th | Oct 27 | Filter Design Techniques (FIR) | 10 |
20 | Tu | Nov 1 | Filter Design Examples | |
21 | Th | Nov 3 | Test 2 | |
22 | Tu | Nov 8 | | |
23 | Th | Nov 10 | filter structures | 8 |
24 | Tu | Nov 15 | Fast Fourier Transform (FFT) | 9.3-9.4 |
25 | Th | Nov 17 | Fourier Analysis of Nonstationary Signals | 11 |
26 | Tu | Nov 22 | IIR / FIRdesign | |
Th | Nov 24 | Thanksgiving | ||
27 | Tu | Nov 29 | FIR design / structures | |
28 | Th | Dec 1 | Computation of DFT | |
29 | Tu | Dec 6 | | |
30 | Tu | Dec 13 | Test 3 |
Maintained by John Loomis, last updated 27 October 2005