Control Systems: From Mathematical Modelling to PID Control
Control Systems: From Mathematical Modelling to PID Control, available at $44.99, has an average rating of 4.83, with 15 lectures, based on 833 reviews, and has 4375 subscribers.
You will learn about Understand how systems and signals interact in engineering systems. Model mechanical engineering systems mathematically. Model electrical and electro-mechanical engineering systems mathematically. Apply Laplace Transforms to engineering systems and easily solve differential equations. Fully understand and manipulate transfer functions. Fully understand stability in engineering systems. Manipulate and use block diagrams for engineering systems and control design. Understand and fully grasp control theory including open loop and closed loop control. Design Proportional (P), Proportional Integral (PI), Proportional Derivative (PD), Proportional Derivative Feedback (PDFB) and Proportional Integral Derivative (PID) controllers. Use the Empirical Ziegler Nichols Method to design effective P, PI and PID controllers. This course is ideal for individuals who are Anyone interested in fully understanding robotics and control in engineering systems. or Anyone interested in learning how to control machines accurately and effectively. It is particularly useful for Anyone interested in fully understanding robotics and control in engineering systems. or Anyone interested in learning how to control machines accurately and effectively.
Enroll now: Control Systems: From Mathematical Modelling to PID Control
Summary
Title: Control Systems: From Mathematical Modelling to PID Control
Price: $44.99
Average Rating: 4.83
Number of Lectures: 15
Number of Published Lectures: 15
Number of Curriculum Items: 15
Number of Published Curriculum Objects: 15
Original Price: $29.99
Quality Status: approved
Status: Live
What You Will Learn
- Understand how systems and signals interact in engineering systems.
- Model mechanical engineering systems mathematically.
- Model electrical and electro-mechanical engineering systems mathematically.
- Apply Laplace Transforms to engineering systems and easily solve differential equations.
- Fully understand and manipulate transfer functions.
- Fully understand stability in engineering systems.
- Manipulate and use block diagrams for engineering systems and control design.
- Understand and fully grasp control theory including open loop and closed loop control.
- Design Proportional (P), Proportional Integral (PI), Proportional Derivative (PD), Proportional Derivative Feedback (PDFB) and Proportional Integral Derivative (PID) controllers.
- Use the Empirical Ziegler Nichols Method to design effective P, PI and PID controllers.
Who Should Attend
- Anyone interested in fully understanding robotics and control in engineering systems.
- Anyone interested in learning how to control machines accurately and effectively.
Target Audiences
- Anyone interested in fully understanding robotics and control in engineering systems.
- Anyone interested in learning how to control machines accurately and effectively.
ONE OF THE ONLY COMPREHENSIVE, DETAILED AND APPROACHABLE ONLINE COURSES ON CONTROL SYSTEMS ENGINEERING, SPANNING FROM MATHEMATICAL MODELLING TO PID CONTROL DESIGN!
Today, control systems are everywhere: in cars, military aircrafts, interplanetary rockets, computers, fridges, washing machines, etc. As technology advances, control engineering allows us to design systems which make the most complicated machines do exactly what we want them to do with outstanding accuracy and reliabilty.
This course gives you the opportunity to understand, use and design the following:
– Mathematical Modelling of Engineering Systems.
– Laplace Transforms and Linear Differential Equations.
– Systems’ Transfer Functions, Stability and Block Diagrams.
– Open Loop Control, Closed Loop Control and Steady State Performance.
– Proportional (P), Proportional Integral (PI), Proportional Derivative (PD), Proportional Derivative Feedback (PDFB) Controllers.
– Proportional Integral Derivative (PID) Controller Design and Empirical Ziegler-Nichols Method.
I will thoroughly detail and walk you through each of these concepts and techniques and explain down to their fundamental principles, all concepts and subject-specific vocabulary. This course is the ideal beginner, intermediate or advanced learning platform for control systems, the mathematics and the engineering behind them. Whatever your background, whether you are a student, an engineer, a sci-fi addict, an amateur roboticist, a drone builder, a computer scientist or a business or sports person, you will understand the brains behind our most advanced technologies!
If you have questions at any point of your progress along the course, do not hesitate to contact me, it will be my pleasure to answer you within 24 hours!
If this sounds like it might interest you, for your personal growth, career or academic endeavours, I strongly encourage you to join! You won’t regret it!
Course Curriculum
Chapter 1: Mathematical Modelling for Engineering Systems
Lecture 1: Systems and Signals
Lecture 2: Mechanical Systems
Lecture 3: Electro-mechanical Systems
Lecture 4: Laplace Transforms
Lecture 5: Laplace Transforms: Solving Linear Differential Equations
Chapter 2: Systems Dynamics
Lecture 1: Transfer Functions
Lecture 2: Stability and Block Diagrams
Chapter 3: Control Theory
Lecture 1: Control Objectives and Open Loop Control
Lecture 2: Closed Loop Control
Chapter 4: Automatic Continuous Time Controller Design
Lecture 1: The Proportional Controller (P)
Lecture 2: The Proportional Integral Controller (PI)
Lecture 3: The Proportional Derivative Controller (PD)
Lecture 4: The Proportional Derivative Feedback Controller (PDFB)
Lecture 5: The PID Controller and Ziegler Nichols Design Method
Lecture 6: Course Discount: "Model a Car and Design a PID Controller in MATLAB/SIMULINK"
Instructors
-
Eliott Wertheimer
Aerospace Engineer and Founder @FuroSystems
Rating Distribution
- 1 stars: 14 votes
- 2 stars: 29 votes
- 3 stars: 142 votes
- 4 stars: 298 votes
- 5 stars: 349 votes
Frequently Asked Questions
How long do I have access to the course materials?
You can view and review the lecture materials indefinitely, like an on-demand channel.
Can I take my courses with me wherever I go?
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