3DPrinting
3DPrinting is a place where makers of all skill levels and walks of life can learn about and discuss 3D printing and development of 3D printed parts and devices.
The r/functionalprint community is now located at: or [email protected]
There are CAD communities available at: [email protected] or [email protected]
Rules
-
No bigotry - including racism, sexism, ableism, homophobia, transphobia, or xenophobia. Code of Conduct.
-
Be respectful, especially when disagreeing. Everyone should feel welcome here.
-
No porn (NSFW prints are acceptable but must be marked NSFW)
-
No Ads / Spamming / Guerrilla Marketing
-
Do not create links to reddit
-
If you see an issue please flag it
-
No guns
-
No injury gore posts
If you need an easy way to host pictures, https://catbox.moe may be an option. Be ethical about what you post and donate if you are able or use this a lot. It is just an individual hosting content, not a company. The image embedding syntax for Lemmy is ![](URL)
Moderation policy: Light, mostly invisible
view the rest of the comments
So... I wonder.... about the sole texture...
what would happen if you increased the thickness of the sole, and then had zero solid layers on bottom to create easy tread. I'm thinking a few layers of dense gyroid, then solid to layers above it.
Or if you wanted even more cushion... a few layers of tread with a couple solid layers, then more infill, and solid top players?
if you think that might work... i'd suggest just doing a very thin print to check it out. (Like, the tread and maybe the insole of just the toe?) it might need tweaking. especially if you add an air-cushion layer.
edit: i know prusa slicer has ways of changing infill percentages etc as a function of layer height, and I would assume most slicers do these days. Another setting to look at changing for tread would be the extrusion width, juicing the infill extrusion width should make the more sturdy, whatever pattern you do select for it.
gyroid would create a squiggly patter on the bottom of it. hex might be interesting too, or maybe hilbert curve, which is 'space filling' fractals. Gyroid would be interesting for any cushion section because it would create two large pockets of air instead of many small pockets.