Riemann Surface on Exponent

thingiverse

Complex manifolds known as Riemann surfaces are formed through a unique process that can be likened to fracturing. They frequently fold in on themselves, taking the shape of a sphere. This particular surface was created using the equation r^exponent i theta, resulting in a chip-like appearance. However, if this formation continues, it will eventually start to fold back onto itself. The completed print features an added cylindrical base, but any base or pillar placed in the center would suffice. While creating a cylinder is relatively straightforward, translating this process into code proves more challenging due to the fact that it operates within the realm of imaginary numbers, requiring additional steps post-Riemann.