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Can GPE be used for AP if the character is in space?

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Let's just go straight to the point

A living moon that has a diameter of 2.694446623875059959092740096e+27 km and 1.68741248583218121e+29 kg exist in space, can I use GPE to get It's ap?

If not, there is any way way I can use to get the AP trough the gravity It would generate by existing?
 
I think you could use this.

 
I think you could use this.



I really serch and trough there was nothing on the wili about It
 
I mean, is this moon not a normal one
images

It's the size of a galaxy and isn't round, I don't think It has the same gravity as earth normal moon
 
It's all here friend, It is pre stellar in weight
Assuming it's right as I didn't see the calc:

Schwarzschild radius: (2*G*M)/c^2 = (2*6.6743e-11*1.68741248583218121e+29)/(299792458^2) = 250.619911 m

Aka you already know that something is hella ******* wrong, as if we use the standard Black Hole's formula for it:

((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * 250.619911 = 7.02743384e36 Joules (5-A)

If we use instead the actual mass of your Moon: (1.68741248583218121e+29 kg / 5.972e24 kg) * 2.487e32 J = 7.02711797e36 joules (Still 5-A)


Nvm, it's not necessary here as it's not that big then.
 
Assuming it's right as I didn't see the calc:

Schwarzschild radius: (2*G*M)/c^2 = (2*6.6743e-11*1.68741248583218121e+29)/(299792458^2) = 250.619911 m

Aka you already know that something is hella ******* wrong, as if we use the standard Black Hole's formula for it:

((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * 250.619911 = 7.02743384e36 Joules (5-A)

If we use instead the actual mass of your Moon: (1.68741248583218121e+29 kg / 5.972e24 kg) * 2.487e32 J = 7.02711797e36 joules (Still 5-A)


Nvm, it's not necessary here as it's not that big then.
here is the link to the calc: https://vsbattles.fandom.com/wiki/User_blog:JustANormalLemon/More_moon_calcs

wanted a way to get It's AP and It's hard sinse the moon moves at FTL speeds at this size
 
The CBF page outlines that moving a Solar System at FTL speeds would be tiered at Solar System level, so you could start with that.

I’m surprised it isn’t a Black Hole so you could calculate it’s GBE. However, I don’t believe GBE can be equated to AP by default, so you should get some input there
 
The CBF page outlines that moving a Solar System at FTL speeds would be tiered at Solar System level, so you could start with that.

I’m surprised it isn’t a Black Hole so you could calculate it’s GBE. However, I don’t believe GBE can be equated to AP by default, so you should get some input there
Meh, I guess the solar system level by default is good enough, and yup, It's not even havy enough to become a star surprisingly
 
Let's just go straight to the point

A living moon that has a diameter of 2.694446623875059959092740096e+27 km and 1.68741248583218121e+29 kg exist in space, can I use GPE to get It's ap?

If not, there is any way way I can use to get the AP trough the gravity It would generate by existing?
I believe you can use this formula to get the minimum AP in Joules:

G.B.E = ( 3*G*M*M ) / ( 5*R )

The source:

Demostration of GBE of an spherical celestial Body
 
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