Compute the Euler Axis and Angle Geometrically

Research output: Non-textual formSoftwareAcademic

Abstract

Euler's Rotation Theorem states that any rigid motion that leaves the origin fixed is a rotation about an axis through the origin. Given the images x', y', z' of the three unit vectors x, y, z, (in which case {x', y', z'} constitutes a rotation matrix), there are various methods to determine the so-called Euler rotation axis and angle. This demonstration illustrates a geometric method.
Original languageEnglish
PublisherWolfram Demonstrations Project
Media of outputOnline
Publication statusPublished - 9 Mar 2021

Keywords

  • 3d rotation
  • euler axis and angle
  • geometry

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