These notes and exercises were written by Prof. Arthur Mattuck and are designed to supplement the textbook.
SECTIONS | TOPICS |
---|---|
Notes | |
D | Definite integral solutions (PDF) |
G | Graphical and numerical methods (PDF) |
C | Complex numbers (PDF) |
IR | Input-response models (PDF) |
O | Linear differential operators (PDF) |
S | Stability (PDF) |
I | Impulse response and convolution (PDF) |
LT | Laplace transform (PDF) |
LS | Linear systems of ODE’s - LS1 of 6 (PDF), LS2 of 6 (PDF), LS3 of 6 (PDF), LS4 of 6 (PDF), LS5 of 6 (PDF), LS6 of 6 (PDF) |
GS | Graphing systems (PDF) |
LC | Limit cycles (PDF) |
Exercises | |
1 | First-order ODE’s (PDF) |
2 | Higher-order ODE’s (PDF) |
3 | Laplace transform (PDF) |
4 | Linear systems (PDF) |
5 | Graphing systems (PDF) |
6 | Power series (PDF) |
7 | Fourier series (PDF) |
Solutions to exercises | |
1 | First-order ODE’s (PDF) |
2 | Higher-order ODE’s (PDF) |
3 | Laplace transform (PDF) |
4 | Linear systems (PDF) |
5 | Graphing systems (PDF) |
6 | Power series (PDF) |
7 | Fourier series (PDF) |