- #1
samee
- 60
- 0
Homework Statement
Write the matrix of a rotation tensor corresponding to the rotation by angle θ about an axis aligned with e1+e2
Homework Equations
I know that the matrix for a rotation tensor about e3 is;
cosθ -sinθ 0
sinθ cosθ 0
0 0 0
The Attempt at a Solution
I assume that the rotation would be changing only on the e3 axis because the axis are aligned with e1+e2, right? So the matrix will be all zero with the R33 component being some complicated rotated value?
Last edited: