You're welcome! I think we are on the same track. One thing to realize is that I have a 6 liter lung vital capacity, so when I exhale, I can loose a bit of buoyancy. Others may experience it a bit differently.
The other variable is the tanks that are being used. The older steel tanks had a pressure rating of between 1800 psig and 2475 psig. These tanks don't gain as much buoyancy as the newer HP tanks. Scubapro, for instance, in their 1986 catelog stated the following buoyancy characteristics for their tanks:
95.1 cubic foot tank
Working Pressure: 2400 psig + 10% overfill
Buoyancy (calculated nominal w/o valve in sea water):
-6.2 pounds full (+10%)
+1.5 pounds empty
Swing: 7.7 pounds
75.8 cubic foot tank
Working Pressure: 2400 psig + 10% overfill
Buoyancy (calculated nominal w/o valve in sea water):
-4.6 pounds full (+10%)
+1.5 pounds empty
Swing: 6.1 pounds
71.4 cubic foot tank
Working Pressure: 3000 psig + 10% overfill
Buoyancy (calculated nominal w/o valve in sea water):
-10.3 pounds full (+10%)
-4.6 pounds empty
Swing: 5.7 pounds
95.1 cubic foot tank
Working Pressure: 3000 psig + 10% overfill (3300 psig)
Buoyancy (calculated nominal w/o valve in sea water):
-7.61 pounds full (+10%)
-2.25 pounds empty
Swing: 5.36 pounds
Even in 1986, there was a lot of variation. I have never used any of these tanks. My tanks were USD 71.2 cubic foot tanks, and vary 5.5 pounds:
Metal___VOLUME___SERVICE___LENGTH___DIAMETER___EMPTY WT.___BUOYANCY___BUOYANCY
steel___71___2,250___25.0___6.8___29.5___3.5___-2.0
See:
http://vintagescuba.proboards2.com/index.cgi?action=display&board=general&thread=1139681701&page=3
The cylinders (at least some of them) were calculated to float when empty (but with the regulator attached, probably did not). But if I start out with a full breath at neutral buoyancy, I will be about neutral at 10 feet on a near-empty tank.
Going back to my original statement about my vital capacity of 6 liters, we can make a calculation:
6 liters = 0.211888 cubic feet
According to the
US Navy Diving Manual, March 1970, "For example, we can say that the density of pure (fresh) water is 62.4 pounds per cubic foot. The density of average sea water is 64 pounds per cubic foot because of the added weight of the salts which are dissolved in it." (pg 26)
So my vital capacity is 0.211888 cubic feet, times 64 pounds per cubic foot equals 13.6 pounds. That means that I can compensate for a lot of loss or gain in buoyancy with my lungs alone. Now, other people have different vital capacities. In 1970, the US Navy said that the average was four to five liters for an adult male. From Google's conversion program (simply type in "4 liters in cubic feet" and hit the enter key), we see that this is "4 liters = 0.141258667 cubic feet", times 64 pounds per cubic foot for sea water, and we get 9.04 pounds. So we really do have some control over this. The newer very high pressure tanks may go over this nine pounds, and that can create problems. But the older steel tanks, especially, are pretty easy to use.
John