Deriving the formula for tidal generating force TGF

AI Thread Summary
The discussion focuses on deriving the formula for tidal generating force (TGF) acting on a 1kg mass on the Moon's surface, expressed as TGF = 2g.e^2.(a/r^3). Participants emphasize the need to apply Newton's law of gravitation while considering the densities of the Earth and Moon, noting they are not equal. There is a suggestion to begin the derivation and share the work for further assistance. The conversation also highlights adherence to forum guidelines, particularly regarding homework submissions. Overall, the thread centers on the mathematical approach to understanding tidal forces in a gravitational context.
HenryM
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i have been asked to show that the TGF acting on a 1kg mass, on the surface of the Moon is equal to:

TGF = 2g.e^2.(a/r^3)

Where;
g = 9.81
e = radius of the Earth
a = radius of the Moon
r = distance between the centres of the Earth and Moon.
 
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Hello Henry, :welcome:

Have you, now ? And what are you going to do to show it ?
Please rea the PF guidelines to understand why we can't help you (yet)
 
well, i need to derive it from Newtons law for gravitiation.. i think. i can do it conserving the mass elements, but I am not sure how to remove them.

Thanks
 
I suppose you are supposed to assume the densities of Earth and moon are the same (they are not) .
Start your derivation and post your work.
BvU said:
Please read the PF guidelines
 
This seems to be homework. PLEASE use the homework template and post in the homework forum. Thanks.

Since this already has dialog, we will let it go, template-wise. Moving to homework...
 
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