I Reasoning for circular/elliptical orbits

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AI Thread Summary
The discussion revolves around understanding the mechanics of circular and elliptical orbits, particularly how tangential velocity changes due to gravitational forces. It emphasizes that any force acting on an object not parallel to its velocity will alter its direction, leading to orbital motion. The conversation also touches on the conditions necessary for achieving different types of orbits, including the importance of initial velocity and direction. Participants clarify that an object must reach escape velocity to avoid returning to Earth, and they explore the implications of energy levels on orbital paths. Overall, the thread highlights the complexities of orbital dynamics and the interplay between velocity, gravity, and energy.
  • #51
Vanadium 50 said:
This thread is full of circular reasoning!
(Sorry...couldn't help myself)
No, you are wrong. Since we are discussing unbound orbits, I’d rather say the discussion is full of hyperbolae.

Edit: And I remind myself again to read to the end of the thread before replying …

Edit 2: As it stands my joke became a bit … derivative …
 
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  • #52
Terrible puns. I'd tell you all to go suck on lemon slices, but all I have are these conic slices.
 
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  • #53
Drakkith said:
Terrible puns. I'd tell you all to go suck on lemon slices, but all I have are these conic slices.
Who cares about the shape of a cross section? Fill it with ice cream already.
 
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  • #54
Vanadium 50 said:
This thread is full of circular reasoning!

I hate when physics discussions go off on a tangent
 
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  • #55
drmalawi said:
I hate when physics discussions go off on a tangent
Me too, it gives me physical pain in both radius bones.
 
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  • #56
Orodruin said:
Me too, it gives me physical pain in both radius bones.
On the other hand, it can also be rather humerus …
 
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  • #57
Orodruin said:
On the other hand, it can also be rather humerus …
You're being elliptical now.
 
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  • #58
Drakkith said:
Terrible puns.
I agree, all those puns are so mechanical. Someone ought to get a kick in latus rectum!
 
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  • #59
PeroK said:
You're being elliptical now.
… and there the circle is complete
 
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