It is about Bolyes law which, very simply, is that pressue is inversely proportional to volume for a fixed mass of gas at constant temperature.
However, it had also developed (as threads do) and has become about the application in diving (as this is a dive forum).
The consequences / application in diving are many as we all know (mask squeeze, equalisation etc) but one of the most important is the effect on gas rates. Introduction of discusion of molecules is (in my humble opinion) more confusing than using the depth/pressure x SAC.
Telling someone that they will breathe the same volume of gas at any depth but that it's more dense so will empty the cylinder quicker is, whilst correct, just waiting for someone to say
"okay, I have a 10 litre cylinder of 200 bar, so 2000 litres. Now I have a SAC of 20 l / min, so 100 minutes from the tank. I remember that Chris told me that I breathe the same at any depth so 30m 100 min here we go. Yeah, he mentioned molecules, but thats all science stuff...."
Whereas if they get fixed in their minds that their gas consumption increases with depth they will (hopefully) at least be aware that the cylinder will not last anywhere near as long and can directly relate consumption to depth.
Cheers, John
Morag
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This is the way they taught physics when you were at school Morag
Morag (11-03-10)
Morag
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I suspect that Berko was trying to point out that atmospheres are an imperial measurement, bar is a metric measurement. For diving purposes we tend to interchange them without a second thought, making the assumption that they are the same, this drives scientific types up the wall.
1 atm = 1.01325 bar = 101.3 kPa = 14.696 psi (lbf/in2)= 760 mmHg =10.33 mH2O = 760 torr = 29.92 inHg = 1013 mbar = 1.0332 kgf/cm2 = 33.90 ftH2O
cheers,
Paul
James The Badger (11-03-10)