MECH ENG 4102 - Advanced PID Control
North Terrace Campus - Semester 1 - 2014
General Course Information
Course Code MECH ENG 4102 Course Advanced PID Control Coordinating Unit School of Mechanical Engineering Term Semester 1 Level Undergraduate Location/s North Terrace Campus Units 3 Contact Up to 4 hours per week Incompatible MECH ENG 4011 Assumed Knowledge MECH ENG 1007, MECH ENG 2019 & MECH ENG 3028 Course Description Advanced topics in automatic control system design. Emphasis will be placed on techniques used to accommodate uncertainty in practical systems.
Course Coordinator: Professor Ben Cazzolato
The full timetable of all activities for this course can be accessed from Course Planner.
Course Learning Outcomes
On Completion of the course, student should:
1 Have a good understanding of the principles of automatic control; 2 Be able to model a given plant using both time domain and frequency methods; 3 Have the skills to tune a PID controller; 4 Be able to simulate a given plant and control system; 5 Be able to assess a controller for stability and robustness; 6 Have the skills to design a stable control system for real plant equipment; 7 Have a good understanding of the affect the controller frequency response function has on the plant response; 8 Understand the need to undertake lifelong learning.
University Graduate Attributes
No information currently available.
Course Notes available from the Image & Copy Centre or softcopy on MyUni.
Dorf and Bishop, Modern Control Systems, Chapters 5, 6, 7, 8, 9, 10, 12; Astrom and Hagglund, PID Controllers: Theory, Design and Tuning, Chapters 4 & 5
Maciejowski, Multivariable Feedback Design, Chapter 1; Xue, Chen and Atherton, Linear Feedback Control – Analysis and Design with Matlab, Chapter 6; Yu, Autotuning of PID Controllers, Chapters 2 and 3; Younkin, Industrial Servo Control Systems – Fundamentals and Applications.
Significant links available to online resources available on MyUni.
Learning & Teaching Activities
Learning & Teaching Modes
54 hours lectures supported by computer-based tutorials and a problem-based practical laboratory.
The information below is provided as a guide to assist students in engaging appropriately with the course requirements.
As per university recommendations, it is expected that students spend 48hrs/week during teaching periods, and that a 3 unit course has a minimum workload of 156 hours regardless of the length of the course. Additional time may need to be spent acquiring assumed knowledge, working on assessment during non-teaching periods, and preparing for and attending examinations.
Learning Activities Summary
Below is a breakdown of the scheduled learning activities for this course:
Topic 1: Process Models (5%)
- Algebraic Systems
- Static models
- Dynamic models
- First Order Time Delay
- First order
- First Order Time Delay
- Second order
- Second Order Time Delay
- Time domain
- Frequency domain
Topic 2: Frequency Domain (5%)
- Plotting frequency response function
- Bode Plots : Magnitude & Phase vs Frequency
- Nyquist - Complex Plane for G(jω)H(jω)
- Nichols Charts - Magnitude versus Phase Angle
- Frequency response of second order systems
Topic 3: Frequency Domain & Stability (5%)
- Review of Stability
- Root-Locus: s-plane
- The Cauchy Criterion
- The Nyquist Stability Criterion
- Gain, Phase & Delay Margins
- Effect of time delays on stability
Topic 4: Relationship between Open and Closed-Loop Frequency Response (5%)
- The basic relationship between open and closed-loop responses
- M and N Circles
- Maximum amplitude of closed-loop response
- Frequency at which this occurs (resonance frequency)
Topic 5: PID Control (5%)
- Various forms of Proportional-Integral-Derivative (PID) controllers
- The role of each elemental controller
- Actuator saturation and integral windup
- Proportional and derivative kick
Topic 6: PID Tuning - An Introduction (5%)
- Frequency domain modeling of simple process dynamics
- Ultimate gain
- Feature-based PID tuning techniques
- Chien, Hrones and Reswick
Topic 7: Advanced PID Tuning (5%)
- Pole Placement
- Dominant Poles
- Pole-Zero Cancellation
Topic 8: Sensitivity Relationships and Controller Design (5%)
- The sensitivity function
- The complementary sensitivity function
- The sensitivity of open loop and closed loop
- Loop shaping
Topic 9: More On Sensitivity Relationships and Robust Control (5%)
- Bode’s gain-phase relationship and integral theorem
- Relationship between sensitivity and proximity of frequency response function to critical point
- Relationship between sensitivity and phase and gain margins
- Robust stability criterion
Topic 10: New Tuning Methods - KT Tuning (5%)
- The issues with ZN tuning
- The need for alternative tuning methods
- Tuning to achieve a desired sensitivity
- Kappa-Tau tuning method
Topic 11: ITAE Optimal Systems (5%)
- Various time domain performance metrics
- integral of the square of the error
- integral of the absolute error
- integral of the time multiplied by the absolute error
- integral of the time multiplied by the square of the error
- Controller design using ITAE
Topic 12: Internal Model Control (5%)
- Internal Model Control (IMC)
- Advantages and disadvantages of model-based controllers
- Factorisation into invertible and non-invertible components
- The necessity for controllers to be proper
Topic 13: Servo Control (5%)
- Mechanical servo systems, including motors and amplifiers,
- transmission elements
- Backlash, its effect and techniques for reducing its influence
- Feedforward elements
- Dual loop control
Topic 14: Automatic Tuning (5%)
- The theory behind auto-tuning algorithms
- How to use auto-tuning algorithms
- The “relay method”
Matlab / Simulink modeling (30%)
- Design of a control system for a real physical system
- Hands-on implementation using Simulink and Space Control Desk
Text book: Nil
Specific Course Requirements
The University's policy on Assessment for Coursework Programs is based on the following four principles:
- Assessment must encourage and reinforce learning.
- Assessment must enable robust and fair judgements about student performance.
- Assessment practices must be fair and equitable to students and give them the opportunity to demonstrate what they have learned.
- Assessment must maintain academic standards.
Assessment: Written Examination 50%; Matlab Examination 20%; Assignments 16%; Tutorials 4%; Practical Project 10%
Assessment Rationale: Assignments are provided as part of the learning experience. Students are expected to enhance their knowledge and understanding of the subject matter through completing the assignments, so they are regarded as formative rather than summative. It should be noted that all assignments are optional. If a student chooses to undertake an assignment, then this will contribute to their overall summative assessment, otherwise, the proportion of the mark will be added onto the final exam. The rationale behind this approach is it gives the students the responsibility to direct their learning, and in doing so hopefully lead to the situation in which the continuing assessment is seen as enhancing learning rather than simply providing summative assessment. Solutions are provided on MyUni within 1 week of the submission date and relevant issues will be discussed in the lectures. Assignments are also used to help assess whether the required graduate attributes are being developed.
The computer tutorials are designed to provide instruction of Matlab and Simulink while simultaneously developing the understanding of the students’ control knowledge through simulation.
The problem-based laboratory classes are intended to provide students with some practical experience in developing controllers for real (non-ideal) plants, as well as the use of instrumentation, and experience in report writing and communicating their results. Again, this assessment is intended to be formative and students receive written feedback on their work.
The examination is a summative assessment and is intended to assess the student’s knowledge and understanding of the course material and how it fits into the global engineering context.
Assessment Related RequirementsNil.
Four optional assignments spaced approximately 3 weeks apart, each worth 4% of overall assessment. Computer tutorials, worth a total of 4% of overall assessment. One problem based learning laboratory worth 10% of overall assessment. Examination worth 70% of overall assessment
All assignments and practical report must be submitted as a hard copy in the labelled box located on level 2 of Engineering South Building. Any assessment submitted as a hard copy must be accompanied by an assessment cover sheet available from the front office S116 or near the assignment submission boxes. Late assignments and reports will be penalised 10% per day. Extensions for assignments will only be given in exceptional circumstances and a case for this with supporting documentation can be made in writing after a lecture or via email to the lecturer. Hard copy assignments will be assessed and returned in 2 weeks of the due date. There will be no opportunities for re-submission of work of unacceptable standard. Due to the large size of the class feedback on assignments will be limited to in-class discussion resulting from questions from students.
All tutorials are submitted online using MyUni. Late tutorials and extensions for numbers 2 and 3 cannot be accepted as they are submitted electronically via MyUni which automatically prevents submission after the due time on the due date.
Grades for your performance in this course will be awarded in accordance with the following scheme:
M10 (Coursework Mark Scheme) Grade Mark Description FNS Fail No Submission F 1-49 Fail P 50-64 Pass C 65-74 Credit D 75-84 Distinction HD 85-100 High Distinction CN Continuing NFE No Formal Examination RP Result Pending
Further details of the grades/results can be obtained from Examinations.
Grade Descriptors are available which provide a general guide to the standard of work that is expected at each grade level. More information at Assessment for Coursework Programs.
Final results for this course will be made available through Access Adelaide.
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