matrix transformation on a simple 2d or 3d vector (list)

    Nov 04 2011 | 7:00 pm
    Is there something in between vexpr for simple vector (list) math, and jit.mxform.. for transforming a whole matrix?
    e.g. something that allows me to avoid making this in Max:

    • Nov 05 2011 | 3:31 am
      Figured this one out on my own. Was not as hard as I thought (at least for 2d vectors) and was very satisfying. Here's the solution for posterity...
    • Nov 05 2011 | 3:36 am
      And... adding the 3rd dimension is trivial.
      if you are rotating about the z axis, then z=z, and the above pertains.
      If you are rotating about the x axis, then use x=x, and use the formula previously used for x for y and y for z.
      If rotating about y: use y=y and shift the others once more, wrapping: y to z and z to x.
      The visuals from the link above help.
    • Nov 05 2011 | 4:04 am
      Oh yeah and angle is in radians (pi radians = 180°)
    • Mar 13 2012 | 8:43 pm
      reminds me of this jitter toy i made back in the days
    • Mar 13 2012 | 9:15 pm
      Wow, great patch!
    • Mar 14 2012 | 11:35 am
      i've got this for rotation of matrix position data (sorry no time to put it in a nice demo patch, the XYZ rotation order might be jumbled as well)
    • Mar 14 2012 | 12:20 pm
      i rmmbr that one from an old forum thread
      here is a clearer example patch
    • May 09 2012 | 11:59 pm
      thank you for sharing this!
    • Dec 10 2012 | 9:00 am
      I love all of you.
    • Dec 10 2012 | 4:10 pm
      short note for anyone stumbling across this, if you're trying to do this with 3D objects using max 6 you can use that handles rotations springs and translations pretty painlessly , and most matrix types support @matrix output 2 which outputs the data after its been rotated
      I built a large complicated patch in max5 before these features were around, really nice now that they're here
    • Dec 10 2012 | 4:25 pm
      Sweet thanks!