Gyroid cup - check theory

thingiverse

This Gyroid Cup Is Designed To Verify Math Facts About 3D Surfaces That Split Space Into Two Separate Subspaces. This Is Done By Filling The Cup With Two Non-Mixing Liquids. Start By Filling One Part Of The Cup With A Liquid, Ensuring The Other Part Remains Dry Before Adding Another Liquid. I Plan To Use Milk And Coffee For This Experiment. Print Settings: Printer: JGAURORA Z - 605S Rafts: No Supports: Yes Resolution: Layer 0.1 Mm Nozzle 0.4 Mm Infill: 100% Is Recommended Notes: Support Is Required For Cup Handle Printing. Gyroid Does Not Require Supports Everywhere. Designing The Gyroid Cup: Gyroid Generation Starts By Creating A Gyroid Using OpenSCAD. The Equation Sin(x)cos(y)+sin(y)cos(z)+sin(z)cos(x)=0 Describes And Approximates Gyroid. I Included Points In The Grid Where Abs(sin(x)cos(y)+sin(y)cos(z)+sin(z)cos(x)) < 0.2, Then Created A Cube With Each Grid Cell Plus Epsilon To Properly Produce Union In OpenSCAD. Using OpenSCAD And A PC With 16 Gb Ram, I Generated The Gyroid Element Using This Simple Program. After That, I Imported The Gyroid Element Into Blender, United 8 Such Elements Into A Double-Sized Cube, Then Imported The Cup Model Created Using OpenSCAD, And United It With Gyroid.