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1
💎 ​​ Introduction
2
💎 ​​ Homogeneous Transformation Matrices to Express Configurations in Robotics
3
💎 ​ Special Euclidean Group SE3
4
💎 ​​ Special Euclidean Group SE2
5
💎 ​​ Properties of Homogeneous Transformation Matrices to Express Configurations in Robotics
6
💎 ​​ Uses of Homogeneous Transformation Matrices
7
💎 ​​ Fixed-frame Transformation
8
💎 ​​ Body-frame Transformation
9
💎 ​​ Examples for fixed-frame and body-frame transformations
10
💎 ​​ Concluding Remarks
Description:
Explore homogeneous transformation matrices as powerful tools for expressing configurations in robotics in this comprehensive 25-minute video lesson. Delve into the Special Euclidean Groups SE(3) and SE(2), examine the properties and uses of these matrices, and understand the differences between fixed-frame and body-frame transformations. Learn how to apply these concepts through practical examples, gaining essential knowledge for robotics and mechatronics applications. Complement your learning with the accompanying reading material for a deeper understanding of this fundamental topic in robotics.

Homogeneous Transformation Matrices in Robotics - Fundamentals of Robotics

Mecharithm - Robotics and Mechatronics
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