Al 80 vs HP100 useable amount of air

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Thank you for all the information. It seems HP100 will be a better choice for me as I will have my own compressor. I am looking to increase air and reduce lead weights for a more comfortable diving experience.
 
This is my go to intro on tank sizes and AL vs steel (for imperial measurements).

 
The OP is from the US and posted in imperial units. I am from the US and posted in imperial units. I'm glad you feel superior. I often post in both imperial and metric units to enhance international communication

I nearly always dive AL80s in the US and when diving land-based or on a liveaboard outside of the US as that is all the gas I need. In my experience, these cylinders are usually filled to an average pressure of greater than 3000psi/207 bar. Here is a table of all my fills for 2021 and 2022. Average fill pressures were all above 3000 psi/207 bar. The lowest fill pressures are not bad. With the exception of Florida, HP steel tanks are not available on these trips. Perhaps if I used HP cylinders, the fill pressures would not look as good. Sorry you get poor fills.

View attachment 779342
I do not feel superior. It is the SI unit system which is inherently superior, simply because it is a coherent system.
But this was not the point I wanted to raise. I did the calculations in SI units just because 95% of world population uses it, and I am more used to it.
But I could as well have done the calculation in Imperial units, and the conclusion had been exactly the same.
My point was another: it is misleading to label a tank by the total rated volume at nominal pressure. Using different units is irrelevant, it is exactly thr same (bad) concept to label a tank as "80 Cuft" or as "2200 liters".
My point is that tanks should be identified by their real capacity (either 0.39 cuft or 11 liters), and then the user should evaluate the total available air volume by multipliying for the pressure measured by the SPG.
Which is what we do here in Europe, but apparently is not what is done in US, according to the examples posted before my post.
I really hope to be wrong on this assumption...
 
Using the figures from you and Angelo for a partially filled cylinder.

Imperial. 100/3442*3000 = 87 cf
Metric. 13*200 = 2600L

Although the Imperial calculation is not difficult, the metric one looks less likely to produce errors.

My 10L UK cylinders have stamped on them: 232BAR, 10.0L. I have never seen a US cylinder. Do the HP100 cylinders have 100cf stamped on them?
So in the example above 100/3442 is the “quantity” of gas at 1 psi in cubic feet?
 
Hi @Angelo Farina

No, we use crappy imperial units, always have, likely, always will. You work with what you have. It's quite easy for me after more than 2250 dives over the last 25 years.
Of course when one is grown up with a system, that becomes easier to work with.
But this was not my point.
The problem is labelling tanks improperly.
Back to the OP. The question is how much increase of available gas you get using an HP100 over an AL80.
Apparently using these labels one can think to get an improvement of 20/80 = 25%.
Instead using the real capacity of these tanks (0.4366 and 0.3923 cuft respectively) one gets just an 11.23% increase.
The problem is that these real capacity numbers are difficult to find, and I am not 100% sure of having got the correct ones.
So, for the OP.
The pressure you see on the SPG translates into an amount of available gas which is just 11% larger than when using an AL80.
Not 25%...
 
@BlueTrin, the two systems have different conventions about how to name the tank. In the SI system, we name it after the internal volume of the tank: how much water can fit in there. And we calculate the amount of pressurized gas by multiplying that volume by the pressure: so a 12L tank at 240 bar holds about 2880 liters of gas.

In the US system, we name the tank based on how much gas it could hold, if that gas were to expand out to 1 atmostphere of pressure. So the internal volume of a 100CF tank is only about 0.42 cubic feet, and at service pressure (typically 3442 psi, sometimes 3500 psi), the tank holds 100 cubic feet of gas at atmospheric pressure.

Incidentally, 3442 psi is about 237 bar, and HP100's hold about 2837 liters of gas at service pressure. So an HP100 is very similar to a 12L rated for 240 bar on paper (and in practice, they might even be identical tanks, I'm not sure. A tank expert would know for sure, and there are some in this thread).

Edit to add a few conversions, maybe they'll come in handy:
1 cf = 28.3168 L
1 L = 0.0353147 cf
1 bar = 14.6959 psi
1 psi = 0.068046 bar
1 inch = 2.54 cm
1 cm = 0.393701 inch
1 kg = 2.20462 pound
1 pound = 0.453592
 
So the real point is: what is the true capacity when filling by water an AL80 and an HP100 (either in cuft or in liters, I don't care)?
Is this value stamped on the tank, as it happens here?
 
Of course when one is grown up with a system, that becomes easier to work with.
But this was not my point.
The problem is labelling tanks improperly.
Back to the OP. The question is how much increase of available gas you get using an HP100 over an AL80.
Apparently using these labels one can think to get an improvement of 20/80 = 25%.
Instead using the real capacity of these tanks (0.4366 and 0.3923 cuft respectively) one gets just an 11.23% increase.
The problem is that these real capacity numbers are difficult to find, and I am not 100% sure of having got the correct ones.
So, for the OP.
The pressure you see on the SPG translates into an amount of available gas which is just 11% larger than when using an AL80.
Not 25%...
Aren't you forgetting that the HP100 has more gas in it because the pressure is higher? Should not the comparison be between 2832 liters (the full HP100) and 2192 liters (the full AL80)? Thus 29%?
 
Aren't you forgetting that the HP100 has more gas in it because the pressure is higher? Should not the comparison be between 2832 liters (the full HP100) and 2192 liters (the full AL80)? Thus 29%?
Again the same wrong concept.
That is the theoretical maximum gas content.
But the real content is given by the tank volume multiplied by the pressure you read on the SPG after splashing down. This is often very different from the max rated pressure...
And the OP was specifically asking about how pressure shown by the SPG behaves on the two tanks.
This depends just on their real capacity, not on the max rated pressure.
 

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