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Euler Angles in Robotics | Fundamentals of Robotics | Lesson 10
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Fundamentals of Robotics Course - Euler Angles in Robotics | Fundamentals of Robotics | Lesson 10

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🌟 Contents 🌟 πŸ’Ž (00:00​​) Introduction πŸ’Ž (01:40​​) ZYX Euler Angles πŸ’Ž (03:09​​) Demo for ZYX Euler Angles πŸ’Ž (03:19​​) Inverse problem for ZYX Euler Angles πŸ’Ž (04:32​​) four-quadrant arctangent in Robotics πŸ’Ž (06:04​​) Three-degree-of-freedom wrist mechanism πŸ’Ž (06:47​​) Singularities of ZYX Euler Angles Representation πŸ’Ž (09:46​​) ZYZ Euler Angles Representation πŸ’Ž (10:41​​) Demo for ZYZ Euler Angles πŸ’Ž (10:49​​) Robotic Euler Wrist πŸ’Ž (12:05​​) Inverse problem for ZYZ Euler Angles πŸ’Ž (14:48​​) General form of Euler Angles πŸ’Ž (15:26​​) Example: ZXZ Euler Angle Representation for a Given Orientation In this lesson, we will talk about Euler Angles and will see how we can use this representation to parameterize an orientation. Be sure to also watch other lessons on Fundamentals of Robotics gathered into a playlist for your convenience as some of the lessons are prerequisites for this lesson. References: πŸ“˜ Textbooks: Modern Robotics: Mechanics, Planning, and Control by Frank Park and Kevin Lynch A Mathematical Introduction to Robotic Manipulation by Murray, Lee, and Sastry πŸ”§ Other: Husam Aldahiyat (2021). Euler/Fixed Angles Properties (https://www.mathworks.com/matlabcentral/fileexchange/24247-euler-fixed-angles-properties), MATLAB Central File Exchange. Retrieved July 21, 2021. πŸ“ Notes: In the video, when comparing arctangent to four-quadrant arctangent, the first and the third quadrant are shown as an example, and arctangent does not also differentiate between the second and the fourth quadrant (when one of the x or y is negative and the other is positive). πŸ’² If you enjoyed this video, please consider contributing to help us with our mission of making Robotics and Mechatronics available for everyone. We sincerely thank you for your generous contribution (you can do this by the Thanks button under the video). ©️ Tutorials and learning material are proprietary to Mecharithm, but sampling is permitted with proper attribution to the main source. #roboticsolutions #robotics #roboticsengineering #roboticslearning #roboticsschool #roboticsstudent #roboticsclass #roboticseducation #mechatronics #mechatronicsengineering #mechatronicstudent #roboticseducationcentre #robot #robots #robotech #robotdesign #rotation #orientation #configuration #rotationmatrices #Eulerangles #singularities #robotwrist #degreesoffreedom #eulerwrist #explicitrepresentation #ZYXEulerAngles #ZXZEulerAngles #ZYZEulerAngles

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