Aquaman punched Despero out of San Diego Bay. We will calculate the thrust required for Despero to jump out of water in order to estimate Aquaman’s super strength.
NUMBER CRUNCHING
At 18 meters deep, the pressure on Despero is 1823850 Newtons. When we calculate the thrust, we find the force necessary to move 2440.5 m
3 of volume of water across 1627 meters, that is, 1 mile high from 18 meters of seawater depth.
Though the punch is a collision, we will use Despero jumping out of water like a fish, since the punch sent him a mile above San Diego Bay.
From
The Royal Society, we find their study on fish jumping out of water. First, we calculate the maximum velocity U
0.
U
0 = ((H)(2g))^(1/2) = ((18 m + 1609 m)(2 * 9.81 m/s^2))^(1/2) = 178.666560945 m/s.
Fout ≈
mb(
z/
L)
g = (386 kg*9.81 m/s)((18 m + 1609 m)/(2.46888 m)) = 2495421.33275 N.
Ff=mf(z)g+(d/dt)(mfz˙) = -(48855567275 kg)(9.81 m/s^2) + (48855567275 kg)(1609 m +18 m)/(1 s) = 7.9008735e+13 N.
mbz¨=−Fout−Ff = -2495421.33275 N – 7.9008735e+13 N = -7.9008737e+13 N.
Finally, we calculate the power of the punch.
P = FU
0 = (-7.9008737e+13 N * 354.614228141 m/s) = -2.8017622e+16 W.
SUPER-STRENGTH
Aquaman generated at least 7.9008737e+13
N of thrust to punch Despero out of San Diego Bay. Aquaman had to generate a Multi-Continent-Level of Super-Strength.