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Creating a tilted orbit?
I can create an orbit within a flat plane, that shouldn't be too much of a problem since all I really need to do is use the parametric equation for a circle/oval and position the orbiting part accordingly, like so:
1 | while wait() do |
2 | local t = tick() * 2 * math.pi * X -- X is the time of orbit |
3 | local o = Vector3.new(math.cos(t), 0, math.cos(t)) -- or any combination of the two |
4 | part.CFrame = CFrame.new(mainPart.Position + o * R -- R is the separation |
5 | end |
How would I create a circular orbit out of the plane?
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1 | while wait() do |
2 | local t = tick() * 2 * math.pi * X |
3 | local tilt = math.rad(15) |
4 | local o = Vector3.new(math.cos(t), math.cos(t) * math.sin(tilt), math.cos(t)) |
5 | part.CFrame = CFrame.new(mainPart.Position + o * R) |
6 | end |
This was the best I could come up with. But since I lack the knowledge about orbits and such I think this might simply not work. If you provide more context I might be able to figure it out.
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Thanks for replying! Adding a cos(t) makes the orbit elliptical and out of the plane (just what I needed). Can you explain why you thought of this? radiant_Light203 1166 — 5y
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@radiant_Light203. With the lack of context I was provided I decided to be safe (since I didn't know the exact properties of the X and R value) and use math.cos(t) instead. Since cos(t) returns the X (and Y) value of "o" I decided to use it instead. I then made the Y value change depending on the point of the orbit which is referenced. Vinceberget 1420 — 5y