(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

I have an experimental setup consisting of a 755ml stainless steel cylinder being fed with Hydrogen from atmospheric unitl 10 bar. I am using a Brooks Mass flow controller to measure and control the flow of Hydrogen into the cylinder while at the same time recording the flow rate. Once flow stop a seperate pressure transmitter indicates 10 bar pressure, therefore the cylinder should be full. The recorded amount of Hydrogen show 12.8L.

2. Relevant equations

In order to prove the above, I have done the following calculation:

T=297.15K P=1000kPa Z=1.001 R=8.314472*J/K/mol MM=2.0158gm/mol V=0.755L

Z=Hydrogen compressability factor

R_{h}= R/MM=4.1246155*J/K/mol

n=(P*V)/(Z*R_{h}*T)

n=0.615 mol

mass=MM*n=1.241x10^-3kg

3. The attempt at a solution

However I want to know the actual gas volume in liters in the cylinder, therefore

Volume=Mass/Density

= 1.241x10^-3kg/0.08988g/L

=13.8L

The result is out with 1 liter in this case, and increase much more as the pressure aproach 100 bar. What am I doing wrong ???

1. The problem statement, all variables and given/known data

2. Relevant equations

3. The attempt at a solution

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# Mass flow control and ideal gas calculation

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