| 1 | Syllabus and introduction to basic control system concepts. | [1] s 1-35 |
| 2 | Mathematical models of physical systems. Laplace transform review from the AC point of view. The transfer function. Electric Network transfer functions. | [1] s 37-63 |
| 3 | Differentiation and P, PI, PD, and PID implementations via Operetional Amplifier. Translational mechanical system transfer functions. | [1] s 64-76; [2] s 10-11 |
| 4 | Rotational mechanical system transfer functions. State-space representation of mathematical models. | [1] s 76-87, s 144-154 |
| 5 | Modeling a separately excited direct current motor under mechanical load as an electromechanical system. | [1] s 87-90; [2] s 12-20 |
| 6 | Time domain response. Reduction of multiple subsystems. Stability. Sketching root locus. Steady-state errors. PI, PD, and PID controller designs. Lag, Lead, Lag-Lead compensation. | [1] s 175-208 |
| 7 | Reduction of multiple subsystems. Stability. | [1] s 253-263, s 325-349 |
| 8 | Midterm exam. | |
| 9 | Steady-state errors. | [1] s 369-397 |
| 10 | Sketching root locus: Part-I | [1] s 425-440 |
| 11 | Sketching root locus: Part-II | [1] s 440-461 |
| 12 | PI, PD, and PID controller designs via root locus. | [1] s 500-509, s 514-524, s 531-537 |
| 13 | Lag, Lead, Lag-Lead compensation via root locus. | [1] s 509-514, s 524-530, s 537-542 |
| 14 | Final exam | |