Euler's rotation theorem

Euler's rotation theorem states that, in 3D space, for any two coordinate systems with a common origin, there is a single eigenvector with the same description in either system. It follows that the angular relationship between the two systems may be expressed as a rotation about this Eigen axis, through some specific angle, u.

Discussions

  Discussion Features

   Ask a question about 'Euler's rotation theorem'

   Start a new discussion about 'Euler's rotation theorem'

   Answer questions about 'Euler's rotation theorem'

   'Euler's rotation theorem' discussion forum


Encyclopedia

Euler's rotation theorem states that, in 3D space, for any two coordinate systems with a common origin, there is a single eigenvector with the same description in either system.
It follows that the angular relationship between the two systems may be expressed as a rotation about this Eigen axis, through some specific angle, u.
Categories: