we all know that this has been a bit of a thorn in our sides, this little 3x3 matrix in all the V models that we haven't been able to figure out how to calculate, and thus our models when converted don't act corectly.
well over the last day or so, I've been doing quite a bit or research, it turns out that this isn't simply a matrix, but it is in fact a
tensor.
further, I have managed to figure out a partal formula for figureing it out, I am posting my findings now in hopes that someone else can figure it out, and so I don't foget.
[
[ƒ°(y^2+z^2)], [-ƒ°(x*y)], [-ƒ°(x*z)],
[-ƒ°(x*y)], [ƒ°(x^2+z^2)], [-ƒ°(y*z)],
[-ƒ°(x*z)], [-ƒ°(y*z)], [ƒ°(x^2+y^2)]
]
that'd be the sum of every particle * mass/n_paricles as n_particles->infinity, x,y and z are the coords of °th particle
(ƒ° == sum, screwy font...)