| 1. Control Objectives and Open Loop Control-en_US.srt | 16.1 KB | ||
| 1. Control Objectives and Open Loop Control.mp4 | 83.4 MB | ||
| 1. Systems and Signals-en_US.srt | 5.1 KB | ||
| 1. Systems and Signals.mp4 | 37.7 MB | ||
| 1. The Proportional Controller (P)-en_US.srt | 14.8 KB | ||
| 1. The Proportional Controller (P).mp4 | 65.1 MB | ||
| 1. Transfer Functions-en_US.srt | 12.6 KB | ||
| 1. Transfer Functions.mp4 | 63.4 MB | ||
| 2. Closed Loop Control-en_US.srt | 12.3 KB | ||
| 2. Closed Loop Control.mp4 | 63.1 MB | ||
| 2. Mechanical Systems-en_US.srt | 11.9 KB | ||
| 2. Mechanical Systems.mp4 | 53.6 MB | ||
| 2. Stability and Block Diagrams-en_US.srt | 15.7 KB | ||
| 2. Stability and Block Diagrams.mp4 | 87.4 MB | ||
| 2. The Proportional Integral Controller (PI)-en_US.srt | 15.9 KB | ||
| 2. The Proportional Integral Controller (PI).mp4 | 93.2 MB | ||
| 3. Electro-mechanical Systems-en_US.srt | 20.6 KB | ||
| 3. Electro-mechanical Systems.mp4 | 98.7 MB | ||
| 3. The Proportional Derivative Controller (PD)-en_US.srt | 10.6 KB | ||
| 3. The Proportional Derivative Controller (PD).mp4 | 59.1 MB | ||
| 4. Laplace Transforms-en_US.srt | 13.6 KB | ||
| 4. Laplace Transforms.mp4 | 68.6 MB | ||
| 4. The Proportional Derivative Feedback Controller (PDFB)-en_US.srt | 10.7 KB | ||
| 4. The Proportional Derivative Feedback Controller (PDFB).mp4 | 50.8 MB | ||
| 5. Laplace Transforms Solving Linear Differential Equations-en_US.srt | 13.2 KB | ||
| 5. Laplace Transforms Solving Linear Differential Equations.mp4 | 63.8 MB | ||
| 5. The PID Controller and Ziegler Nichols Design Method-en_US.srt | 18.7 KB | ||
| 5. The PID Controller and Ziegler Nichols Design Method.mp4 | 93.8 MB | ||
| 6. Course Discount Model a Car and Design a PID Controller in MATLABSIMULINK-en_US.srt | 921.6 B | ||
| 6. Course Discount Model a Car and Design a PID Controller in MATLABSIMULINK.mp4 | 4.4 MB | ||
| Bonus Resources.txt | 307.2 B | ||
| Get Bonus Downloads Here.url | 204.8 B | ||
| ▲ 32 total files | |||
Control Systems: From Mathematical Modelling to PID Control
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 986 MB | Duration: 2h 56m
Learn the mathematics that will allow you to model and control any engineering system. Make machines do what you want!
What you'll 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.
Requirements
Basic understanding of physics (force, velocity, acceleration, pressure, etc).
High School mathematics level up to differentiation, integration (complex numbers are useful but not mandatory)
Description
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.
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| 592.8 MB | freecoursewb | 1 day | 0 | 0 | |
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| 495 MB | freecoursewb | 6 days | 0 | 0 | |
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