Scottycj256
He/Him- 1,759
- 903
Simple question, how much AP/durability does one require in order to survive destroying the Galilean Moons of Jupiter unscathed?
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Moon question
- Thread starter Scottycj256
- Start date
Scottycj256
He/Him- 1,759
- 903
- Thread starter
- #2
bump
WrongIdea21
He/Him- 4,088
- 2,154
It's depend on How the Moons got destroyer, just Calculate it.
- 32,776
- 37,949
Need GBE first.
- 32,776
- 37,949
Doesn't work like that, you need to calculate GBE of the moons first and foremost.
Mr._Undetected
He/Him- 459
- 145
Sory, what is GBE exactly?
WrongIdea21
He/Him- 4,088
- 2,154
Of course, we need some steps before that, but I just answer the Question.
- 32,776
- 37,949
Gravitational Binding Energy.
The gravitational binding energy of a system is the minimum energy which must be added to it in order for the system to cease being in a gravitationally bound state.
U= 3GM^2/5R
Where U is the energy, G is the gravitational constant of 6.674e-11, M is the mass of the sphere in kg, and R is its radius in meters.
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