Folding a Circle into A Cone - Parameterization Mathematica Notebook
Description
The Bitcoin donation address is active, and you can support future projects like this by sending to:
bc1qglmxcthjk6m63sadvutpn4pk96v2y3a6n68ug0
Money sent to this address goes directly to funding future research on real applications for orbifold geometry.
"My project is to take the circle's folding up into a cone using the
coordinate system in: https://zenodo.org/record/7710313 from the
difference between the circumferences of two circles, and have a
mathematica notebook that animates the transformation using the
coordinate systems specifically."
Cone nets are possible for the vertex angle of π/2,, 3π/2,2π and so on. The
transformation from a point (x, y) in the grid plane to the point (x′, y′, z′) on
the cone is given by
Files
Circle's folding up into a Cone using Cylindrical Coordinate System.zip
Additional details
Related works
- Is original form of
- Book: 10.5281/zenodo.7710313 (DOI)