The University of Newcastle, Australia
Available in 2019

Course handbook

Description

This course provides details of modelling and control of engineering systems. It presents tools that are fundamental for the analysis and design of such systems. The tools presented in the course use energy as a key element to develop modelling skills that can transcend physical domains and engineering specialisations. In addition, the course provides students with an understanding of the principle of feedback along with an introduction to classical control design techniques. Topics include fundamental limitations, stability of closed loop systems, control design for time domain and frequency domain specifications.


Availability2019 Course Timetables

Callaghan

  • Semester 2 - 2019

Learning outcomes

On successful completion of the course students will be able to:

1. Formulate mathematical models of basic engineering systems with components from different physical domains (mechanical, electrical, hydraulic)

2. Build computational models based on block diagrams and state-space equations

3. Perform numerical simulations of time-domain response of dynamic systems

4. Relate the time response of linear time-invariant systems to model structure and parameters

5. Relate the frequency response of linear systems to transfer functions and system time response to sinusoidal excitation

6. Analyse stability of equilibrium points of nonlinear systems via linearisation

7. Apply feedback control techniques and demonstrate how feedback can be used to control the response of a system in a desired manner, and recognize the limit of performance

8. Apply feedback control techniques and demonstrate how different controller attributes influence the performance of a feedback control system

9. Design feedback controllers for typical response specifications in time as well as frequency domain

10. Effectively communicate key concepts in the literature review through presentation


Content

This course will cover:

1. Introduction to engineering systems

2. Energy-based modelling of engineering systems in different physical domains

3. From energy-based to computational models for computer simulation

4. Analysis of linear systems using transforms including a review of Laplace transforms

5. Transfer functions and block diagrams

6. Role of feedback and fundamental limits on the response achievable with feedback, sensitivity and complementary sensitivity functions

7. Stability of closed loop systems, root locus

8. Time domain response specifications, P, PI, PID controller, Anti-integral windup

9. Frequency domain analysis, Bode, Nyquist, Stability Margins

10. Compensator design for frequency domain specifications


Requisite

If you have successfully completed ENGG2440 or MCHA2000, you cannot enrol in this course.


Assumed knowledge

ENGG6400Modelling and ControlThis course provides details of modelling and control of engineering systems. It presents tools that are fundamental for the analysis and design of such systems. The tools presented in the course use energy as a key element to develop modelling skills that can transcend physical domains and engineering specialisations. In addition, the course provides students with an understanding of the principle of feedback along with an introduction to classical control design techniques. Topics include fundamental limitations, stability of closed loop systems, control design for time domain and frequency domain specifications.FENBEFaculty of Engineering and Built Environment512School of Engineering1060005980Semester 2 - 2019CALLAGHANCallaghan2019Mathematics including Calculus, Differential Equations, Linear Algebra, Complex numbers, Polar coordinates, Exponential, Logarithmic, and Hyperbolic and Trigonometric Functions, Linear equations and matrices

Physics including Mechanics and Kinematics, Foundations of ElectricityThis course will cover:1. Introduction to engineering systems2. Energy-based modelling of engineering systems in different physical domains3. From energy-based to computational models for computer simulation4. Analysis of linear systems using transforms including a review of Laplace transforms5. Transfer functions and block diagrams6. Role of feedback and fundamental limits on the response achievable with feedback, sensitivity and complementary sensitivity functions7. Stability of closed loop systems, root locus8. Time domain response specifications, P, PI, PID controller, Anti-integral windup9. Frequency domain analysis, Bode, Nyquist, Stability Margins10. Compensator design for frequency domain specifications YOn successful completion of this course, students will be able to:1Formulate mathematical models of basic engineering systems with components from different physical domains (mechanical, electrical, hydraulic)2Build computational models based on block diagrams and state-space equations3Perform numerical simulations of time-domain response of dynamic systems4Relate the time response of linear time-invariant systems to model structure and parameters5Relate the frequency response of linear systems to transfer functions and system time response to sinusoidal excitation6Analyse stability of equilibrium points of nonlinear systems via linearisation7Apply feedback control techniques and demonstrate how feedback can be used to control the response of a system in a desired manner, and recognize the limit of performance8Apply feedback control techniques and demonstrate how different controller attributes influence the performance of a feedback control system9Design feedback controllers for typical response specifications in time as well as frequency domain10Effectively communicate key concepts in the literature review through presentation If you have successfully completed ENGG2440 or MCHA2000, you cannot enrol in this course.Formal Examination: Final ExaminationQuiz: QuizzesTutorial / Laboratory Exercises: Laboratory ExercisesLiterature Review: Literature Review and Presentation CallaghanLectureFace to Face On Campus4hour(s)per Week for0Full Term1TutorialFace to Face On Campus2hour(s)per Week for0Full Term2


Assessment items

Formal Examination: Final Examination

Quiz: Quizzes

Tutorial / Laboratory Exercises: Laboratory Exercises

Literature Review: Literature Review and Presentation


Contact hours

Callaghan

Lecture

Face to Face On Campus 4 hour(s) per Week for Full Term starting in week 1

Tutorial

Face to Face On Campus 2 hour(s) per Week for Full Term starting in week 2