CONTROL ENGINEERING

About this Course

Course Description

The course covers introduction to mathematical modeling and control engineering, models of industrial control devices and systems, basic concepts and principles of feedback controls, system stability and its criteria, performance specifications, frequency response analysis, control system design via state-space formulation, and control design applications.

Course Learning Outcomes

1 ) Describe the relationship between theoretical and practical aspects of control systems [PO2, PLO3, SS1] {C2}.
2 ) Develop mathematical models and propose appropriate solutions for control
3 ) Analyze principle of control engineering to solve a wide range of engineering problems [PO3, PLO3, SS1] {C4}.

Course Details

STATUS : Open
DURATION : FLEXIBLE
EFFORT : 3 hour per week
MODE : 100% Online
COURSE LEVEL : Beginner
LANGUAGE : English
CLUSTER : Science & Technology ( ST )

 Syllabus

1.1 Definition and Concepts.
1.2 Review of Laplace Transform
1.3 Elements of Control Systems.
1.4 Open-loop and Closed-loop Systems.
1.5 Types of Controllers and Control Actions
1.6 Introduction to Simulation Tool for Control System Design

2.1 Transfer Function.
2.2 State Space Representation.
2.3 Block Diagram Representation
2.4 Signal Flow Diagram.

3.1 Mechanical Systems.
3.2 Electrical Systems.
3.3 Electromechanical Systems.

4.1 First Order Systems
4.2 Second Order Systems: Transient and Steady State Response
4.3 Routh Hurwitz Stability criteria.
4.4 Root Locus Methods.

5.1 Bode Plot.
5.2 Nyquist Plot.
5.3 Stability Analysis

Our Instructor

SAHRIL B KUSHAIRI

Course Instructor
UiTM Shah Alam

DR. MOHD NOR AZMI BIN AB PATAR

Course Instructor
UiTM Shah Alam

IR. TS. DR AHMAD KHUSHAIRY BIN MAKHTAR

Course Instructor
UiTM Shah Alam

 Frequently Asked Questions

A1 : This course provides the essential knowledge and skills in embarking to develop mathematical modeling and control engineering, models of industrial control devices and systems, analyze using basic concepts and principles of feedback controls, describe system stability and its criteria, performance specifications, frequency response analysis, control system design via state-space formulation, and control design applications..