Yay, i try to Calculate this Feat via my method
Okay I read the comments and it seems that as the calculation is taken from a real ocean, this is not valid so I have a very simple method: in the picture above, we see that the sea is stretching to the horizon so I'm going to use Horizon Calculator with a height of 5 meters
Low end[]
- Size of the sea = 8 Kilometres
Now, the volume of the ocean: I will take a rectangular model like this
V = length × width (I'll assume it's half the length) × height (I will take the lowest layer of the ocean so 1800 m)
- V = 8000 * 4000 * 1800
- V = 5.7E+10 m3 *(1000000)
- V = 5.7E+16 cm3
now the mass
- M = 5.7E+16*(1.027 g/cm3)
- M = 5.85x1016g
now Mol
- N = mass (g)/Molar mass (g/mol) so:
- N = 5.85E+16g / 18,01528g/mol
- N = 3.24E+15 mol
Sooooo:
- J = 3.24E+15 * (285800 J/mol)
- J = 9.28E+20 J - Large Island level
High End[]
- Size of the sea = 16 Kilometres (I assume that Estarossa fell in the middle of the Dimension with a radius of 8 Km)
- V = 16000 * 8000 * 1800
- V = 2.3E+11 m3 *(1000000)
- V = 2.3E+17 cm3
Mass
- M = 2.30E+17 *(1.027 g/cm3)
- M = 2.36E+17 g
Moll
- N = 2.36E+17 g / 18,01528g/mol
- N = 1.3E+16 mol
Sooooo
- J = 1.3E+16 * (285800 J/mol)
- J = 3.7E+21 J - Large Island level+
WARNING[]
The result can potentially increase if ever the size of the dimension is larger than the one I calc