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acherion | 21 days ago
The subreddit is here: https://www.reddit.com/r/Junxions/
Sure they teased that they've made their own solution, but I think Junxions should scratch the itch of most of us here interested in this kind of game.
acherion | 21 days ago
The subreddit is here: https://www.reddit.com/r/Junxions/
Sure they teased that they've made their own solution, but I think Junxions should scratch the itch of most of us here interested in this kind of game.
Ef996|21 days ago
I am a fun of Junxions my self which follow closely. But the approach in my system if very different. Junxions creator uses the same kind of node base/bezier shapes paradigm where intersections happen as node graphs and not automatically as collisions between road segments. It's hard to explain but I am planning to dive into more details on why those two approaches are different in my next blog deep dive.
Lichtso|21 days ago
Embrace the next challenge: Instead of roads on parabolic (Euclidean) geometry, have roads on elliptic (non-Euclidean) geometry, like the surface of a sphere. Plus, on a sphere every line is already a circular arc anyway (no matter if straight or bent, the difference is just the center, radius and normals). Thus, this system of circular arc segments really lends itself to such a space.
Little prince style micro planets with their own miniature infrastructure will always have a special place in my heart. Half a year ago I started with laying out the basics https://github.com/Lichtso/bevy_ellipsoid_billboard https://github.com/Lichtso/bevy_geodesic_grid but got distracted by fixing some engine bugs in Bevy along the way. That reminds me I have to update to the newest engine version ...
anyway you can find some of the roads on spheres stuff here: https://github.com/Lichtso/bevy_geodesic_grid/blob/main/src/... it can not only generate the extrusion mesh but also calculate how the mesh overlaps with a geodesic grid of triangular tiles on the surface.
phatskat|19 days ago
So if you’re ever feeling alone about noticing, you aren’t.
ImHereToVote|20 days ago
BrtByte|21 days ago