Gravitational Effect: 2 Masses N, 2 Larger Masses Further Apart

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The discussion centers on the gravitational effects between two masses and how distance influences these effects. Participants clarify that gravitational force decreases with increased distance, as described by Newton's law of gravitation. The concept of "gravitational effect" is debated, with emphasis on understanding the fundamental theories before proposing paradoxes. It is noted that larger masses inherently exert greater gravitational force, contradicting the idea of having larger masses with the same gravitational effect. Overall, the conversation highlights the importance of grasping established gravitational theories before exploring potential anomalies.
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If there are two masses with the gravitational effect of (say) N and there are two larger masses which are wider apart but with the same gravitational effect of N; is the gravitational effect between the two larger bodies (that are further apart) greater due to the increased distance between them?
 
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Einstein's Cat said:
If there are two masses with the gravitational effect of (say) N and there are two larger masses which are wider apart but with the same gravitational effect of N;
What do you mean by "gravitational effect"? Do you mean the gravitational force between the two masses?
 
Einstein's Cat said:
If there are two masses with the gravitational effect of (say) N and there are two larger masses which are wider apart but with the same gravitational effect of N; is the gravitational effect between the two larger bodies (that are further apart) greater due to the increased distance between them?

By "gravitational effect" do you mean the force between them? If so (and it's hard to imagine what else you might mean), you can calculate it directly from Newton's ##F=Gm_1m_2/r^2##. It should be clear from inspection that increasing the distance weakens the force and increasing one or both masses strengthens it. Which effect dominates in any particular situation depends on how you choose the masses and the distances.
 
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How is this a paradox?
 
Vanadium 50 said:
How is this a paradox?
I agree. I changed the name of the thread to "gravitational effect"
 
The reason I labeled it "Gravitational Paradox" is because I've developed a paradox of gravity that would either compromise Newton's universal law of gravitation or if not Einstein's special theory of relativity. The question I asked was to hopefully undermine the paradox
 
  1. PF is not for development of personal theories.
  2. It has been known since 1905 that Newtonian gravity and SR were incompatible.
  3. Finding "paradoxes" before understanding the theory is somewhere between useless and impossible. Concentrate on learning the theories first.
 
Einstein's Cat said:
If there are two masses with the gravitational effect of (say) N and there are two larger masses which are wider apart but with the same gravitational effect of N

How can you have larger masses with the same gravitational force? If there mass is greater there gravity is also greater.

Einstein's Cat said:
Is the gravitational effect between the two larger bodies (that are further apart) greater due to the increased distance between them?

Gravity decreases with distance (double the distance quarter the force) so no there larger mass will create more gravitational force at the same distance.

Do you mean at a greater distance from say a object centred between them? If so then the larger masses would have to be at a greater distance from the centre to have a equal gravitational force. If they were four time the mass of the smaller masses they would have to be double the distance away.
 
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