... The Programmer God ...
A simulation universe hypothesis at the Planck scale
if we assign geometrical objects to mass, space and time,
and then link them via a unit number relationship,
we can build a physical universe from mathematical structures.
2-body orbits
These have 1 point orbiting a larger central mass and so can be compared with typical orbits. Here are 2 examples, the source code is given (see tab source code). If you find any interesting patterns then send the data/plots so they can shared or put them on your youtube/x/... channel and send me the link.
1. 8 point (1 orbiting, 7 center mass)
points 8
kmax 32
jmax 225
wavelength 2066.326531
radius 566322.241497
theoretical values
calculated period 1656793381.3050723
calculated length 3113519.1385389
calculated velocity 0.001879244
calculated barycenter 70790.2801871
simulation results (data file), (plot)
period 1656793443 (1.000000037)
orbit distance 3113519.1247082 (0.999999996)
velocity 0.001879244 (0.999999958)
barycenter x = 70790.28129, y = 0.00111
2. 25 points (1 orbiting, 24 center mass)
points 25
kmax 16
jmax 385
wavelength 514.670139
radius 141056.673458
theoretical values
calculated period 225957395.4252101
calculated orbit length 850833.8094274
calculated orbit velocity 0.003765461
calculated barycenter 5642.2669383
simulation results (data file), (plot)
simulation period 225957453 (1.000000255)
simulation orbit length 850833.7764879 (0.999999961)
simulation orbit velocity 0.003765460 (0.999999706)
simulation barycenter x = 5642.269658, y = 0.002721