Message from @hgb

Discord ID: 675489171535691777


2020-02-07 23:50:07 UTC  

which is its centre of mass

2020-02-07 23:50:07 UTC  

And force would be uniformly downward.

2020-02-07 23:50:14 UTC  

which is where force would be applied from radially

2020-02-07 23:50:24 UTC  

making it crumple in on itslef

2020-02-07 23:50:25 UTC  

g = GM/r2 correct?

2020-02-07 23:50:32 UTC  

Well no.

2020-02-07 23:50:51 UTC  

Because it has uniform gravitational forces at all places expect its boundaries.

2020-02-07 23:50:56 UTC  

Except.

2020-02-07 23:51:02 UTC  

Unlike the earth

2020-02-07 23:51:07 UTC  

In a round sense

2020-02-07 23:51:19 UTC  

as the mass of such size would create such an immense gravity that it collapses in on itself

2020-02-07 23:51:22 UTC  

Which would have more gravitation at different parts in it.

2020-02-07 23:51:37 UTC  

@Monticks ha but no. Again, the radius makes it not matter.

2020-02-07 23:51:49 UTC  

No. You cant wrap your head around the idea that gravity comes from the centre of mass

2020-02-07 23:51:55 UTC  

which is the object is unifrom

2020-02-07 23:51:58 UTC  

It's like saying: gravity exists therefore the universe must collapse.

2020-02-07 23:52:00 UTC  

so your saying , g = GM , then

2020-02-07 23:52:01 UTC  

it is the centre of the object

2020-02-07 23:52:18 UTC  

boy xD

2020-02-07 23:52:33 UTC  

It would be insignificant at large distances

2020-02-07 23:52:48 UTC  

So it would be uniform

2020-02-07 23:52:58 UTC  

The centre is still the centre

2020-02-07 23:53:32 UTC  

Perform an experiment. Have a large plane perpendicular to the earth, place an object near it, see where the gravitational force acts on that object.

2020-02-07 23:53:53 UTC  

You're saying it would be towards the centre of the plane.

2020-02-07 23:54:01 UTC  

I'm saying it would be horizontal

2020-02-07 23:54:16 UTC  

Because centre of mass doesn't account for shape of the object

2020-02-07 23:54:23 UTC  

So it's a crude approximation.

2020-02-07 23:54:23 UTC  

There is an experiement you can do to test the centre of mass. You hold a ruler over the edge of the table and find the exact point where it doesnt topple over. Now repeat this on top of the previous ruler over and over again until you have a ruler of the edge of the desk

2020-02-07 23:54:33 UTC  

each time you have found the centre of mass

2020-02-07 23:54:45 UTC  

You're not understanding what I'm saying.

2020-02-07 23:54:57 UTC  

I'm not trying to find where the center of mass is

2020-02-07 23:55:03 UTC  

now suggesting that the ruler is uniform of density then why doesnt the gravity topple the rulers?

2020-02-07 23:55:13 UTC  

Okay okay okay

2020-02-07 23:55:18 UTC  

If I have a very long ruler

2020-02-07 23:55:28 UTC  

I put an object next to it

2020-02-07 23:55:40 UTC  

Do you think the object will be attracted to the ruler or its centre

2020-02-07 23:56:11 UTC  

Aka.

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2020-02-07 23:56:17 UTC  

First of all. The centre of mass definitely is affected by shape just look at the toys that use this effect as a gimmick

2020-02-07 23:56:24 UTC  

Well duh

2020-02-07 23:56:26 UTC  

The centre

2020-02-07 23:56:27 UTC  

But I'm saying