This blog is about Simon, a young gifted mathematician and programmer, who had to move from Amsterdam to Antwerp to be able to study at the level that fits his talent, i.e. homeschool. Visit https://simontiger.com
Simon talks about his changes to Daniel Shiffman’s Spherical Geometry Coding Challenge: He has rewritten the code in an object oriented manner. Later he also turned the sphere into an ellipsoid using three radii.
Object oriented (Simon’s idea):
Adding colour (Daniel’s feature):
Turning the sphere into ellipsoid (Simon’s idea):
Simon would also like to try this with a cylinder:
Simon wanted to share his code in a readme in GitHub but he didn’t manage to create one within the specific (Sphere Geometry) project. Here is a screenshot of him sharing the code in Slack chat (for Coding Train fans):
The next step after the Spherical Geometry Coding Challenge was to turn the sphere into supershapes using Daniel Shiffman’s “superformula” in Processing (Java). The result resembled the supershapes Simon had programmed with Paul Bourke’s formulas before.
Simon completed the Spherical Geometry Coding Challenge by Daniel Shiffman! In this challenge, he created a sphere in Processing (Java) using spherical coordinates and triangle strips. Simon had already tried doing this challenge before but back then he got stuck with the triangle strips.
He had to work with converting Polar coordinates to Cartesian, which basically means converting from radius r and angle θ tothe x and y, which Java can understand. Simon intervenes to type this:
x = r * cos(θ)
y = r * sin(θ)
Here is Simon explaining Polar to Cartesian conversion to Dad last night:
The screenshot above come from another video by Daniel Shiffman, explaining Polar to Cartesian conversion.