Here, too, we have one heavy body and two light ones; but the difference in this case is that the masses of the two light bodies are (much) larger in comparison with the mass of the heavy one. Once again, the outcome is collision, rather than ejection. Hmm!
Initial conditions: m1=138.3 m2=46.1 m3=29.2 (solar masses) v1x=-3.047 v1y=2.769 v2x=5.838 v2y=-4.287 v3x=5.845 v3y=2.209 (km/s) x1=-16 y1=21 x2=22 y2=-17 x3=-2 y3=-10 (AU from center) Music: Prelude in E Minor – Chopinpic.twitter.com/UOFCztht8m
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Kiitos. Käytämme tätä aikajanasi parantamiseen. KumoaKumoa
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Wonderful! Wrote more on this, and other factors of uncertainty, here:https://www.richardhughesjones.com/uncertainty/
Kiitos. Käytämme tätä aikajanasi parantamiseen. KumoaKumoa
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Tons of questions, - are these light years or solar years?, - is there a tool where one can play with different initial conditions?, - are there any aggregation of results based on say 100s of runs, i.e instances where tgey escape, probability curve of time to collision, etc..
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These are solar years, as a light year is actually a unit of distance, not time! You can play with the code yourself (there’s a tutorial video on how to do it if you’ve never done something like that before!) to mess around with initial conditions. Here’s some stats from the bot!pic.twitter.com/wntjArAv5a
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Touch it, you will like it ("Math is scary" "Maths is hard"
Maybe, but what it reveals can be playful and fun!)Kiitos. Käytämme tätä aikajanasi parantamiseen. KumoaKumoa
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Tämä twiitti ei ole saatavilla.
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The code is open-source and freely available if you want to do this! More info + instructions on how to use it at GitHub link in bio.
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3D please :)
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There is a 3D version of the code you can play with if you like at GitHub link in bio! If you’ve never programmed/used Julia before there is also a tutorial video linked in the README there that should help you get started.
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Awesome. Was waiting for some magical collision at the apotheosis of the piece.
Kiitos. Käytämme tätä aikajanasi parantamiseen. KumoaKumoa
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