Does the Center of Mass Affect Gravity?

AI Thread Summary
The discussion explores the relationship between an object's center of mass and gravitational pull. It suggests that being at the center of a symmetrical object, like a sphere, results in experiencing no gravitational pull. However, this is not universally true, as demonstrated by the example of a lead ball and a wood ball connected by a rod, where the gravitational pull is not zero at the center of mass. The conversation concludes that while some symmetrical arrangements may exhibit zero gravitational pull at their center, this is not a general rule. The same principle applies to celestial bodies, such as the Sun and Earth.
cragar
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I was thinking that objects like a sphere have a center of mass in the middle of the sphere and also if you were in the middle of the sphere you would feel no gravitational pull in any direction. So then I was wondering if all objects had a zero gravitational pull at their center of mass. But then I thought of a large lead ball connected to a smaller wood ball with a thin rod between them, and the center of mass would be closer to the larger lead ball, because that's where it would balance. But it seems that the pull would be zero closer to smaller wood ball.
Am I thinking about this correctly.
 
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Yes. A body need not have zero gravitational field due to its own mass at its center of mass, as your example illustrates nicely. For some symmetrical arrangements, it will work out that way of course.
 
ok thanks for your answer .
 
The same effect happens with the Sun and the Earth.
 
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