Restricted 3-Body ODE simplification

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  • Thread starter Thread starter Dustinsfl
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Discussion Overview

The discussion revolves around the simplification of equations related to the restricted three-body problem in orbital mechanics. Participants are examining specific equations presented in a linked document and seeking clarity on the transition between two particular equations.

Discussion Character

  • Technical explanation, Debate/contested

Main Points Raised

  • One participant questions how to transition from the second to last equation to the last equation in a set of equations found in a linked document.
  • Another participant suggests that posting the equations directly in the forum would be more helpful than providing a link, although they acknowledge the linked document contains additional valuable information.
  • A third participant reiterates the suggestion to include the equations in the post for convenience, emphasizing the importance of accessibility for those trying to assist.

Areas of Agreement / Disagreement

Participants generally agree that including the equations in the forum post would facilitate discussion, but there is no consensus on whether the link alone suffices for understanding the equations in question.

Contextual Notes

The discussion highlights a potential limitation in accessibility to the equations, as participants rely on a linked document that may not be readily available to all contributors.

Dustinsfl
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If you look on the last page http://www.mathhelpboards.com/f49/orbital-mechanics-notes-3682/, you will see the some equations. I don't see how to go from the 2nd to last equation to the last equation.
 
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It may be better to post the equations in question here in this topic, rather than sending folks chasing after links. (Wondering)
 
MarkFL said:
It may be better to post the equations in question here in this topic, rather than sending folks chasing after links. (Wondering)

No. The pdf has more to offer then what I can do on the forum.
 
You specifically asked how to get from the second to last to the last equation.

If it were me, I would include those two equations in the body of the post for the convenience of our helpers, and then also include the link to the pdf for more information.
 

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