RE: Shear matrix
2020-08-18, 7:41 (This post was last modified: 2020-08-18, 7:42 by Nils Meinerta.)
2020-08-18, 7:41 (This post was last modified: 2020-08-18, 7:42 by Nils Meinerta.)
(2020-08-17, 17:46)Nils Schmidt Wrote: The matrix of this type is a "shear matrix":Oh, I see, this is the information that I was lacking. The link in the documentation was only talking about Translation, Rotation and Scaling as well. Thanks.
Code:1 16 0 0 0 16 0 0 0 8 0 0 -16 2 box2-7.dat
In total you can get four matrix transformations:
- Translation
- Rotation
- Scaling
- Shear
https://en.wikipedia.org/wiki/Shear_matrix
You can combine all these transformations with matrix multiplication.