This unit introduces feedback problems and their solutions. These are low sensitivity design, dynamic characteristics and closed-loop stability, Routh-Hurwitz stability tests, on closed-loop transfer functions, Root locus, frequency response and their interpretations in terms of relative stability and dynamic performance will be treated. Proportional (P), Proportional and Integral (PI), Proportional, Integral and Derivative (PID) controllers, lead, lag and lag-lead compensators will be introduced. Time domain and frequency domain design of lead, lag and lag-lead compensators will be emphasized. The unit also covers state-space models and state-space and transfer function models conversion.
Unit details
Location:
Study level:
Undergraduate
Credit points:
12
Unit code:
NEE3201
Prerequisites
NEE2201 - Linear Systems with Matlab Applications or
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Learning Outcomes
| 1. | Articulate and differentiate the purposes and requirements of open-loop and closed-loop control systems; | ||
| 2. | Compute an overall transfer function using Mason's Gain Formula and Block Diagram Reduction, as well as apply Routh-Hurwitz test on closed-loop control systems; | ||
| 3. | Demonstrate the ability to perform elementary time-domain and frequency-domain analyses of simple control systems; | ||
| 4. | Analyse the relative stability and performance of LTI SISO systems by using Root-locus technique and Bode diagram; and | ||
| 5. | Design P, PI, PID controllers, lead, lag, lag-lead compensators to meet time-domain and frequency-domain specifications of LTI SISO closed-loop systems. |
Assessment
| Assessment type | Description | Grade |
|---|---|---|
| Laboratory Work | Lab Report (1) | 15% |
| Laboratory Work | Lab Reports (2) | 30% |
| Test | Three Tests (20%, 20%, 15%) | 55% |
Where to next?
As part of a course
This unit is studied as part of the following courses. Refer to the course page for information on how to apply for the course.
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