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LEC # | TOPICS | PROBLEM SETS | SOLUTIONS |
---|---|---|---|
1 | Introduction | (PDF) | (PDF) |
2 | Signals and systems: Part I | (PDF) | (PDF) |
3 | Signals and systems: Part II | (PDF) | (PDF) |
4 | Convolution | (PDF) | (PDF) |
5 | Properties of linear, time-invariant systems | (PDF) | (PDF) |
6 | Systems represented by differential and difference equations | (PDF) | (PDF) |
7 | Continuous-time Fourier series | (PDF) | (PDF) |
8 | Continuous-time Fourier transform | (PDF) | (PDF) |
9 | Fourier transform properties | (PDF) | (PDF) |
10 | Discrete-time Fourier series | (PDF) | (PDF) |
11 | Discrete-time Fourier transform | (PDF) | (PDF) |
12 | Filtering | (PDF) | (PDF) |
13 | Continuous-time modulation | (PDF) | (PDF) |
14 | Demonstration of amplitude modulation | (PDF) | (PDF) |
15 | Discrete-time modulation | (PDF) | (PDF) |
16 | Sampling | (PDF) | (PDF) |
17 | Interpolation | (PDF) | (PDF) |
18 | Discrete-time processing of continuous-time signals | (PDF) | (PDF) |
19 | Discrete-time sampling | (PDF) | (PDF) |
20 | The Laplace transform | (PDF) | (PDF) |
21 | Continuous-time second-order systems | (PDF) | (PDF) |
22 | The z-transform | (PDF) | (PDF) |
23 | Mapping continuous-time filters to discrete-time filters | (PDF) | (PDF) |
24 | Butterworth filters | (PDF) | (PDF) |
25 | Feedback | (PDF) | (PDF) |
26 | Feedback example: The inverted pendulum | (PDF) | (PDF) |