How do you calculate pushing and pulling planets?

[ProfessorKukui4Life]

I have work soon so I don’t have time to really search through threads that may have the formulas/methods, etc for this, but I want to ask so I don’t forget later.

Generally speaking and not for any specific verse in particular, how would you go about calculating the push and pull of planets?

 

[TOAAPRESENCE1]

Acording to DT if the objects being pulled or pushed hard enough to destroy them it would scale

 

[ProfessorKukui4Life]

Acording to DT if the objects being pulled or pushed hard enough to destroy them it would scale

No no I mean the method, like the formulas. Factors like that.

 

[TOAAPRESENCE1]

No no I mean the method, like the formulas. Factors like that.

Not sure on that front, but I imagine the speed would be a big one, like for example
"xyz would take 1 year to travel from A to B, but character xyz push it and it reaced point B in 1 week"

 

[Yar_R_agi_7k]

Like this?

GoH: Pushing jupiter Recalc

vsbattles.fandom.com

 

[ProfessorKukui4Life]

Like this?

GoH: Pushing jupiter Recalc

vsbattles.fandom.com

Yeah something like this (only this one is just the push and not a push and pull but it’s a good reference still)

what would be the formula for getting KE from this?

 

[ProfessorKukui4Life]

Do we have any generic pushing/pulling celestial body feat calc in place actually?

 

[ProfessorKukui4Life]

Bump

 

[M3X_2.0]

Normal KE would do the job most likely. Mass*Speed²*0.5

 

[Blahblah9755]

Usually KE is the best option, but another method that could be relevant:
If it’s a slow movement started by a single short push or pull that moves it away from its star, you can calculate GPE by integrating GMm/d^2 from d0 to d1, where G is the gravitational constant, M is the mass of the star, m the mass of the planet, d the variable distance between the planet and star’s center of mass, d0 the starting distance, and d1 the ending distance.

 

[ProfessorKukui4Life]

Normal KE would do the job most likely. Mass*Speed²*0.5

Usually KE is the best option, but another method that could be relevant:
If it’s a slow movement started by a single short push or pull that moves it away from its star, you can calculate GPE by integrating GMm/d^2 from d0 to d1, where G is the gravitational constant, M is the mass of the star, m the mass of the planet, d the variable distance between the planet and star’s center of mass, d0 the starting distance, and d1 the ending distance.

Wouldn’t this require the planets to be near a star?

 

[Bernkastelll]

Does this calculation helps?

 

[ProfessorKukui4Life]

Does this calculation helps?

Somewhat but it doesn’t show the formula used to get the numbers so it’s somewhat rough

I’m guessing it’s what MX3 said though? Mass x Speed2 x 0.5?

 

[M3X_2.0]

Somewhat but it doesn’t show the formula used to get the numbers so it’s somewhat rough

I’m guessing it’s what MX3 said though? Mass x Speed2 x 0.5?

Yes

 

[M3X_2.0]

If you post the feat I can calculate and explain what I did.

 

[Blahblah9755]

Wouldn’t this require the planets to be near a star?

KE works regardless of location, GPE would work pretty much anywhere in a solar system.

 

[ProfessorKukui4Life]

If you post the feat I can calculate and explain what I did.

Nah it’s no specific feat just in general

a generic calc for this would be helpful though.

 

[StrymULTRA]

KE is the simplest option, really.

 

[KLOL506]

What the others said. KE is the simplest option there is.

 

[CloverDragon03]

Normal KE would do the job most likely. Mass*Speed²*0.5

Agree with this. It's just a matter of the mass of the planet, the distance it was pushed/pulled, and the time it took to cross that distance.