Just 7000 km apart

These are binary planets not moons and were orbiting only 7000km apart from each other. In contrast, the Moon is 384,400km away from Earth.
2015-08-23_00017.jpg
 
Hopefully one or the other has no atmo. Be a nice place to land and watch the other rising/setting. :) Can you imagine how huge it will be in the sky??
 
I wonder if Stellar forge takes the Roche limit into account.

https://en.wikipedia.org/wiki/Roche_limit

If you've got the mass stats for the planets, can you post them please?

Eyeballing it, the smaller planet appears to be about half the mass of the larger one, and has a radius of about 2000 km (making it about the size of mercury

So, the roche limit is

1.26 (2000km) x (1/2)^1/3
2520km x .5^.3
2520km x .796

Roche Limit = 2004km

Wow. 7000km is safely outside the Roche limit, meaning rocks on the smaller planet will not fall up from the surface towards the larger one (which in reality means you have rings in a matter of centuries). Still have wicked tides though. I wouldn't have guessed it.

I love that this games follows the rules of astronomy.
 
I wonder if Stellar forge takes the Roche limit into account.

https://en.wikipedia.org/wiki/Roche_limit

If you've got the mass stats for the planets, can you post them please?

Eyeballing it, the smaller planet appears to be about half the mass of the larger one, and has a radius of about 2000 km (making it about the size of mercury

So, the roche limit is

1.26 (2000km) x (1/2)^1/3
2520km x .5^.3
2520km x .796

Roche Limit = 2004km

Wow. 7000km is safely outside the Roche limit, meaning rocks on the smaller planet will not fall up from the surface towards the larger one (which in reality means you have rings in a matter of centuries). Still have wicked tides though. I wouldn't have guessed it.

I love that this games follows the rules of astronomy.


Yup, it follows the Roche limit AND the Hill Sphere limit as well. Beauty of Elite.

Having the system map shot for these two would prove it as I have done it before. I don't think one is half the mass of the other though, as the binary systems like these they are way closer in mass (1:0.8 ratio or greater) and this also means they are tidally locked as they need to be to stabilize the system.

As close as they are, they also need to spin fast, and no, sorry to disappoint CMDR TruffleSnout, they will never set or rise on each other firmament.
 
Possibly, but I did encounter a binary planet system that was "tidally locked" but the rotation period didn't match the orbital period. At first I thought it was tidally locked to the star, but now I'm wondering it isn't some kind of "harmonic lock" where the orbital period and rotation are in a repeating pattern (2 rotations for every 3 orbits or something).
 
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