Difference between centre of mass and centre of gravity

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SUMMARY

The discussion clarifies the distinction between the center of mass and the center of gravity. The center of mass is defined as the point from which mass is equally distributed in all directions, remaining constant regardless of the gravitational field's uniformity. In uniform gravitational fields, both centers coincide, but in non-uniform fields, they diverge, complicating the analysis. The center of mass can be understood as the point where a force can be applied to cause translation without rotation.

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  • Basic knowledge of physics terminology
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  • Read the Wikipedia article on Center of Mass
  • Explore the Wikipedia article on Centers of Gravity in Non-Uniform Fields
  • Study the implications of non-uniform gravitational fields on object stability
  • Investigate practical applications of center of mass in engineering and physics
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This discussion is beneficial for students of physics, educators explaining fundamental concepts, and professionals in engineering fields who require a clear understanding of mass distribution and gravitational effects.

MBBphys
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Homework Statement


Now, I know the centre of gravity can change depending on how close to uniform the gravitational field is, and it is where the weight appears to act from.
But, what is the centre of mass? Ok, it is a constant; doesn't change; and in an uniform gravitational field the two centres overlap; but how do you define the centre of mass without referencing centre of gravity?
An online source said it is the point from which the mass is 'equally distributed in all directions' for an object; but I can have irregular shapes. What does that source means? Or is the centre of mass defined in another way?
I am really confused!
Thanks in advance for any help you could provide :)

Homework Equations


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The Attempt at a Solution


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MBBphys said:

Homework Statement


Now, I know the centre of gravity can change depending on how close to uniform the gravitational field is, and it is where the weight appears to act from.
But, what is the centre of mass? Ok, it is a constant; doesn't change; and in an uniform gravitational field the two centres overlap; but how do you define the centre of mass without referencing centre of gravity?
An online source said it is the point from which the mass is 'equally distributed in all directions' for an object; but I can have irregular shapes. What does that source means? Or is the centre of mass defined in another way?
I am really confused!
Thanks in advance for any help you could provide :)

Homework Equations


N/A

The Attempt at a Solution


N/A
This is a better description of the center of mass:

https://en.wikipedia.org/wiki/Center_of_mass

For the center of gravity:

https://en.wikipedia.org/wiki/Centers_of_gravity_in_non-uniform_fields

For objects in uniform gravity fields, the center of mass and the center of gravity are the same point. When the gravity field is no longer uniform, then things get more complicated.

Basically, it comes down to locating the point at which a force can be applied to a body which causes it to translate in the direction of the applied force without rotation.
 
Hi MBBphys:

I suggest you read the Wikipedia article. You can use your browser to search on:
center of mass !wiki​

Hope this helps.

Regards,
Buzz
 
SteamKing said:
This is a better description of the center of mass:

https://en.wikipedia.org/wiki/Center_of_mass

For the center of gravity:

https://en.wikipedia.org/wiki/Centers_of_gravity_in_non-uniform_fields

For objects in uniform gravity fields, the center of mass and the center of gravity are the same point. When the gravity field is no longer uniform, then things get more complicated.

Basically, it comes down to locating the point at which a force can be applied to a body which causes it to translate in the direction of the applied force without rotation.
Thank you, I think I get it now!
 
Buzz Bloom said:
Hi MBBphys:

I suggest you read the Wikipedia article. You can use your browser to search on:
center of mass !wiki​

Hope this helps.

Regards,
Buzz
Thanks!
 

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