SuprunP
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The distance problem is not just you; it's a limitation of Orbiter's core, and a very reasonable one. As the distance to the Sun (the centre of the Orbiter universe) increases, its accuracy decreases.
Example:
If Orbiter could only carry three significant digits for whatever reason, it would look like this:
10.0 m from the Sun (let's call this stable)
1.00e2 m from the Sun (0.1m lost)
1.00e3 m from the Sun (1m lost, docking impossible)
And so on...
So accuracy decreases by an order of magnitude for every order of magnitude in distance from the Sun. By the time you get to to 1.50e11 m (1 AU), calculations would be so wildly inaccurate that it would be impossible to tell where the smegging Earth was. Obviously, this is on a much smaller scale than Orbiter, but the principle still applies, as far as I understand. Now thikn of how much accuracy even Orbiter would lose over the distance between Sol and the galactic core (2.46e20 m)?
Unnecessarily long and wordy post is unnecessarily long and wordy. :shifty:
I might not understand everything correctly, but a question popped into my mind when I was reading this:
Is a docking possible in, let's say, Neptunian orbit? Is Orbiter as accurate there as it is in Earth orbit?
Incidentally, I've got an object called 2006 SQ372, aphelion of which is around 1570 AU - can I land on it around this distance (theoretically) or the loss in accuracy would be too big?
(If the second question requires a new thread - please inform me.)
Thanks.
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