Schedule - Spring 2009

1 Tu Jan 6 introduction, standard functions
2 Wed Jan 7 complex numbers, phasors
3 Th Jan 8 periodic functions, convolution
4 Tu Jan 13 convolution
5 Wed Jan 14 delta function, comb
6 Th Jan 15 impulse response, systems
7 Tu Jan 20 properties of systems
8 Wed Jan 21 eigenfunctions, LTI systems, convolution
9 Th Jan 22 convolution properties, first-order differential equations
10 Tu Jan 27 convolution properties, 2nd order differential equations
11 Wed Jan 28 snow - no class
12 Th Jan 29 RC Circuits
13 Tu Feb 3 test 1
14 Wed Feb 4 review test, introduction to music theory
15 Th Feb 5 basics of music, introduction to Fourier series
16 Tu Feb 10 Fourier series properties
17 Wed Feb 11 Fourier transform as limit of FS
18 Th Feb 12 Fourier transform, generalized transform
19 Tu Feb 17
20 Wed Feb 18
21 Th Feb 19
22 Tu Feb 24
23 Wed Feb 25
24 Th Feb 26
25 Tu Mar 3
26 Wed Mar 4
27 Th Mar 5
28 Tu Mar 10
29 Wed Mar 11
30 Th Mar 12
31 Tu Mar 17
32 Wed Mar 18
33 Th Mar 19
34 Tu Mar 24
35 Wed Mar 25
36 Th Mar 26
37 Tu Mar 31
38 Wed Apr 1
39 Th Apr 2

Tu Apr 7 Easter break

Wed Jan 14 Easter break

Th Apr 9 Easter break
40 Tu Apr 14
41 Wed Apr 15

Th Apr 16 Stander Symposium
42 Tu Apr 21
43 Wed Apr 22
44 Th Apr 23

Wed Apr 29 Final Exam


Maintained by John Loomis, last updated 2 Nov 2007