Someone's going to kill me for making that comparison :sanji
Anyway
I was asked to re-calc Luffy's Elephant Gatling considering the destruction of the entirety of Noah, as supposed...
Spoiler: here
Luckily, I get to be lazy because Chaos already has everything here.
Get ready for parenthesis and half ellipsoid volume formulas.
((4/3)pi(4515/2)*(2171.715/2)*(2670/2))/2=6,853,942,769 m^3
That's the volume of the bottom portion of Noah. But to get how hollow it is, we'll subtract the thickness of the hull from each dimension twice.
((4/3)pi((4515-(260*2))/2)*((2171.715-(260*2))/2)*((2670-(260*2))/2))/2=3,714,146,098.8 m^3
So that's the volume of the empty space. Really, it should be lower considering all the shit inside, but whatever.
Subtract these two for the volume of the materialthat would have been destroyed.
6,853,942,769-3714146098.8=3,139,796,670.2 m^3
Chaos used 8 J/cc, so I'll use the same.
3139796670.2*1000000*8=25118373361600000J
or about 6 megatons.
I guess you'd add that to the energy of the destruction of the superstructure?
Anyway
I was asked to re-calc Luffy's Elephant Gatling considering the destruction of the entirety of Noah, as supposed...
Spoiler: here
Luckily, I get to be lazy because Chaos already has everything here.
Get ready for parenthesis and half ellipsoid volume formulas.
((4/3)pi(4515/2)*(2171.715/2)*(2670/2))/2=6,853,942,769 m^3
That's the volume of the bottom portion of Noah. But to get how hollow it is, we'll subtract the thickness of the hull from each dimension twice.
((4/3)pi((4515-(260*2))/2)*((2171.715-(260*2))/2)*((2670-(260*2))/2))/2=3,714,146,098.8 m^3
So that's the volume of the empty space. Really, it should be lower considering all the shit inside, but whatever.
Subtract these two for the volume of the material
6,853,942,769-3714146098.8=3,139,796,670.2 m^3
Chaos used 8 J/cc, so I'll use the same.
3139796670.2*1000000*8=25118373361600000J
or about 6 megatons.
I guess you'd add that to the energy of the destruction of the superstructure?
