A parametric 2D logarithmic spiral should be easy to do.
A less aesthetic, parametric 3D logarithmic spiral with sines, cosines, and exponentials is easy to do.
Escargot with 3D logarithmic spirals of constant curvature and torsion, turned out to be a lot more mathematically involved, and harder to program, than I thought.
Yoshida, and also Gur Harary describe how to do it.
Does MoI currently have any LogAesthetic Curves, such as described by Yoshida, and Levien?
Is there any DormandPrince or other RungeKutta algorithm accessible in MoI?
I have found a few on the web.
Also, it seems like the Euler Spiral would make a good building block?
