Euler's Equations of Rigid Body Dynamics Derived - Qualitative Analysis - Build Rigid Body Intuition
-
14
-
- Write review
Start speaking a new language. It’s just 3 weeks away.
Learn AI, Data Science & Business — Earn Certificates That Get You Hired
Overview
Google, IBM & Meta Certificates – 40% Off
One Coursera Plus subscription covers most Professional Certificates on Coursera.
Unlock All Certificates
This course derives Euler’s equations for rigid-body rotational dynamics using the Newton–Euler approach. It develops intuition through qualitative analysis of spinning objects and examines free rigid-body motion with simulations.
Syllabus
Summary so far.
Newton-Euler approach to rigid bodies.
Qualitative analysis to build intuition about rigid bodies.
Spinning top analysis.
Spinning bicycle wheel on string .
Fidget spinner analysis.
Landing gear retraction analysis.
Euler's equations of rigid body motion derived in body-fixed frame.
Euler's equation written in components.
Euler's equation in principal axis frame.
Euler's equation for free rigid body.
Simulations of free rigid body motion.
Taught by
Ross Dynamics Lab