Calculating Centripetal Force with Law of Dynamics

AI Thread Summary
The discussion focuses on calculating the gravitational force exerted by Jupiter on the Sun using the formula F = GMm/R², yielding a result of approximately 4.17e33 Newtons. Participants emphasize the importance of accurately determining the distance between the two celestial bodies, suggesting the average of the major and minor semiaxes. There is a mention of centripetal force being equivalent to gravitational attraction, prompting a discussion on using the law of dynamics to find acceleration. The need for velocity and mass to calculate force using F = ma is also highlighted. Overall, the thread seeks verification and clarification on these calculations.
bigman8424
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anyone want to check my work, i would greatly appreciate it:

the quest. asks you to find law of mass attraction to calculate force of gravational of Jupiter towards sun:
used formula:

F = GMm/R2 = (6.67e-11)(1.99e30)(1.90e27)/(7.78e6)2
FJupiter = 4.17e33 Newtons ??

Then it asks centripetal force towards sun using law of dynamics??
 
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Gravity attraction force IS a centripetal force.

You may want to check the distance (in "m") (actually the average between the major & the minor semiaxis) between the 2 celestial bodies.

Daniel.
 
bigman8424 said:
...using law of dynamics??

this may suggest having to use a_{n} = \frac{v^2}{r} to get acceleration, but you would need the velocity and the mass (to get the force from F = ma)
 
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