This may be me jumping in late, so stop me if I've missed something, but
what's the angleBetween not giving you? As I read it, sounds like you
want to rotate on the plane as defined by A and B, which means you want
to rotate around the vector C which is perpendicular to A and B, by the
amount which would be angleBetween(A, B). If you want to constrain to an
arbitrary vector C which *isn't* perpendicular to A and B, there's no
solve that will make A == B with a single angle.




On Mon, Nov 3, 2014, at 10:33 PM, sam williams wrote:
> im saying the source is constrained to rotate around a
> particular axis.
>
> So say the axis vector is pointing straight up in y (0,1,0) and the
> vector source is pointing in x (1,0,0) and there is a target vector
> which is -45 in x and z. so pointing diagonally down from the
> horizontal. I need to know how much i need to rotate the source vector
> so that it is pointing in the direction of the target vector. But
> obviously all it can do is swivel around its axis (0,1,0). In this
> particular case it would need to rotate -45 degrees in y to be
> pointing at the destination vec.
>
> i hope this clears it up better.
>
> thanks, Sam
>


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