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 Quote by genergy Here is another way that I tried where I copied the formula from the web; Net Gravitational Acceleration g' -0.315072129 m/s2 1-p'/p -0.032128514 m/s2 Object Density p 996 kg/m3 Fluid Density p' 1,028 kg/m3 Buoyant Force Fb 1,013,473 N The idea was that I could back in F=MA and multiply the Buoyant Force * g' * the mass and come up with the energy potential. Should I put in m' - the differential mass - instead of the mass?
This was the last attempt that I made before posting the thread. I think that I am applying what you said but I am not quite sure. Does this method accomplish the Energy Density method of calculating Buoyant energy?

Buoyant Force Calculator
Gravity ("g") Force 9.80662 m/s2
Mass 100,129 kg
Force 981,925 N
Density 996 kg/m3
Submerged Volume 101 m3
Volume 101 m3
Fluid (Seawater) Density 1,028 kg/m3
Buoyant Force 1,013,473 N
Net Buoyant Force Upwards 31,548 N
Buoyant Path Distance 244.8 m
Buoyant Joules (N m) 7,722,903 J
Buoyant Potential Energy 2.15 kWh
Buoyant Power 198 kW