#GameDev #Geometry #Procedural #Voronoi #CatmullClark #Godot #CSharp

Got my Voronoi system ported to Godot too now...

youtu.be/x6u1ys3l54I

#GameDev #Godot #Geometry #Procedural #PCG #CatmullClark #Subdivision #GeometryMerging #Prototyping

A short playlist showing a couple of examples of merging geometry from an input set of cubes and then CCS subdividing [1/2]

CW:

#GameDev #Godot #Subdivision #CatmullClark #Cheese

I got tempted by the idea of experimenting with subdivision surfaces again, and, consequently, I present: Cheese!

CW: Possibly mild trypophobia

#GameDev #Godot #Subdividsion #CatmullClark #DebugDrawModeTotheRescue

Aaaaand, fixed! That wasn't really six hours solid debugging, or even an hour of drinking coffee and 4 hours debugging, there was cooking an eating a meal, watching the end of a Scandi Noire murder series... so maybe [1/3]

#GameDev #Godot #Subdividsion #CatmullClark #DebugDrawModeTotheRescue

They do work, though! I wasn't able to work out why I had this weird dark wedge on the flat surface at the edge furthest from the light, but drawing the normals shows that vert's normal (for this surface, we have to split [1/2]

May have gone a bit over kill on the debug draw modes here...

#GameDev #Godot #CatmullClark #Debug #DrawModes #DebugdrawModes

code for tagging verts or edges as "sharp" and implemented the CatmullClark special cases for processing those (which took some getting right, let me tell you, don't talk to me about taking a vert from the new array when it should have come from the old one...)

Not quite as advanced as I [2/4]

#GameDev #ProceeduralGeometry #CatmullClark #SmoothEdges #SmoothVertices #SharpEdges #SharpVertices Some more progress with this.

- I got the normal calculations working (but I am not splitting any vertices, which is why the sharp circular edge at the base looks a bit "soft".)

- I added [1/4]

#Godot #PGC #Subdivision #CatmullClark #GameDev #ProceduralContent #CSharp #LotsOfScaryLinq

OK, finally got away from cubes... of course, you can't see exactly what shape this is, because I didn't add any normal calculations yet, but "roughly spherical" broadly sums it up...

If I get time [1/3]