B Distance between two orbiting bodies

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To calculate the distance between two orbiting bodies, one can refer to the "two-body problem" in Newtonian mechanics, which involves some calculus. Setting up an Excel sheet to input values for the masses and center-to-center distance can help in determining the orbital time through trial and error. Adjusting the distance based on the results will aid in familiarizing oneself with the relevant equations. Introductory textbooks on gravitation are also recommended for foundational understanding. Engaging with these methods will enhance comprehension of orbital dynamics.
Vicara
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Hi to everyone
There is a formula out there to calculate te distance between a mass that is in orbit arround anhoter fix mass?
(And its deduction)
 
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I suggest looking in an introductory textbook on Newtonian mechanics and gravitation.
 
Orodruin said:
I suggest looking in an introductory textbook on Newtonian mechanics and gravitation.
Any recommendation?
 
Vicara said:
Hi to everyone
There is a formula out there to calculate te distance between a mass that is in orbit arround anhoter fix mass?
(And its deduction)
Google for "two-body problem". You'll need some calculus.
 
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do you have an orbit time ?
 
dean barry said:
do you have an orbit time ?
Yes
 
why don't you set up an excel sheet, with inputs for mass 1, mass 2, and centre to centre distance, put in some example values, then process through the appropriate maths to reveal an orbit time, then adjust the centre to centre distance if required to close in on the required result, trial and error i know but it will familiarlise you with the equations etc.
 
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dean barry said:
why don't you set up an excel sheet, with inputs for mass 1, mass 2, and centre to centre distance, put in some example values, then process through the appropriate maths to reveal an orbit time, then adjust the centre to centre distance if required to close in on the required result, trial and error i know but it will familiarlise you with the equations etc.
Hmm, okay, I'll try
Thanks!
 

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