I recently just purchased my first tank, a Faber HP100 @ 3442 PSI.
I purchased it from LeisurePro:
Faber High Pressure Steel Tank
Bouyancy characteristics are listed here:
https://www.leisurepro.com/api/getSizeChart?productId=FBRHP
In summary:
Weight: 34.3 lbs
Bouyancy full: -8.41 lbs
Bouyancy empty: -0.59 lbs
The tank is currently empty and weighs in at 38.2 lbs = 17.327 kg. The valve is not installed, but the rubber boot is. I don't think the rubber boot can explain more than 1 lb of that at best...so this is really surprising to me.
To get an estimate of the total volume, I measured from the midpoint of the curve on the bottom to the midpoint of the curve on the top (I know that isn't 100% accurate, but using the rectangular approximation to a pill-shape should give me a fairly close estimate without having to do complex integration). This gives me a length of 56 cm. The diameter is known at 7.24 inches, so radius is 0.091948 m.
Using the cylindrical approximation of the main tank area, this gives:
Volume = Pi * (0.091948)^2 * 0.56m = 0.01425 m^3
Therefore, density = 17.327 kg / 0.01425 m^3 = 1215.92 kg/m^3
Density of saltwater = 1027 kg/m^3
So, I get empty bouyancy in saltwater=
( 1027 kg/m^3 - 1215.92 kg/m^3 ) * 0.01425 m^3 = -2.692 kg = -5.9 lbs
Now, I know these numbers are not perfectly exact, but this tank is supposed to have basically neutral bouyancy when empty, and I'm getting close to -6 lbs which seems like a pretty significant difference.
Am I missing something? Aren't these supposed to be neutral when empty?
Note: it's advertised as "12.9 L". I think that is interior capacity, which would be an under-estimate of the total displaced volume, but if I use that in the volume calculation instead of my own measurement, that gives volume 12.9 L = 0.0129 m^3, density = 1343.178 kg/m^3, and bouyancy = -9 lbs, which is even more off.
I purchased it from LeisurePro:
Faber High Pressure Steel Tank
Bouyancy characteristics are listed here:
https://www.leisurepro.com/api/getSizeChart?productId=FBRHP
In summary:
Weight: 34.3 lbs
Bouyancy full: -8.41 lbs
Bouyancy empty: -0.59 lbs
The tank is currently empty and weighs in at 38.2 lbs = 17.327 kg. The valve is not installed, but the rubber boot is. I don't think the rubber boot can explain more than 1 lb of that at best...so this is really surprising to me.
To get an estimate of the total volume, I measured from the midpoint of the curve on the bottom to the midpoint of the curve on the top (I know that isn't 100% accurate, but using the rectangular approximation to a pill-shape should give me a fairly close estimate without having to do complex integration). This gives me a length of 56 cm. The diameter is known at 7.24 inches, so radius is 0.091948 m.
Using the cylindrical approximation of the main tank area, this gives:
Volume = Pi * (0.091948)^2 * 0.56m = 0.01425 m^3
Therefore, density = 17.327 kg / 0.01425 m^3 = 1215.92 kg/m^3
Density of saltwater = 1027 kg/m^3
So, I get empty bouyancy in saltwater=
( 1027 kg/m^3 - 1215.92 kg/m^3 ) * 0.01425 m^3 = -2.692 kg = -5.9 lbs
Now, I know these numbers are not perfectly exact, but this tank is supposed to have basically neutral bouyancy when empty, and I'm getting close to -6 lbs which seems like a pretty significant difference.
Am I missing something? Aren't these supposed to be neutral when empty?
Note: it's advertised as "12.9 L". I think that is interior capacity, which would be an under-estimate of the total displaced volume, but if I use that in the volume calculation instead of my own measurement, that gives volume 12.9 L = 0.0129 m^3, density = 1343.178 kg/m^3, and bouyancy = -9 lbs, which is even more off.
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