Can i do clustering, if start situation is static mass that is mix of both gravity types? I think at beginning there would then be as many clusters as there are particles. I'm also not very convinced yet, because cluster's gravity center location is a living thing that depends on each of its children. I guess it would be more of a heuristic simulation.
Another funny sidenote about this simulator, is that currently the radius of the particle mass is 10. But if i reduce it down to 0.001 or so - all particles in very tiny spot next to eachother, they literally explode in a "Big Bang". (But i've seen that before, didn't come as a surprise...)
I think the clustering might work, but with different start situation. Still it would be very rough estimation. Say 50-100 clusters with random mass (mass being amount of assigned particles). Then each particle only orbiting the 1 cluster, and each cluster orbiting all the other clusters. Problem becomes of deciding when 1 particle switches to orbit another cluster, and i'm not sure i could solve it. Firstly the borderline between 2 clusters would be calculated with Newton's equations, spot between them where gravity force is equal. Wouldn't i be doing that calculation for each particle per each cluster all the time? Or each cluster would count and store its nearest neighbours every once in a while.
Anyway that's too much work for simple test.
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