The formula for subsonic mass flow rate through an orifice is:
mdot is mass flowrate (kg/s)
C is the orifice flow coefficient (unitless), .61-.9 (we pick .7)
A2 is cross-section area of orifice (m^2), ((.0265 in)^2) * pi = 1.42334131*10^-6 m^2
ρ1 is upstream gas density (kg/m^3), ~11 kg/m^3
P1 is upstream gas pressure (Pa or N/m^2), 80 psi = 551580 Pa
P2 is downstream gas density (Pa or N/m^2), 60 psi = 413685 Pa
k is the ratio of specific heats (dimensionless), 1.127 (for propane at room temp)
http://www.google.com/search?q=.7*(.0265in)^2*pi*sqrt(2*11kg/m^3*80psi*(1.127/(1.127-1))*((60/80)^(2/1.127)-(60/80)^((2.127)/1.127))) = 0.00143057116 kg / s
So, the mass flowrate for propane will be about 1.4 grams per second, about the same as for the air flowrate (except we are operating the propane at a lower pressure). This means I'm going to have to have a much different orifice size for the propane versus the air, since the propane should only be about 4% of the total mixture by volume.
It's after midnight, and I didn't get to show pictures of the existing orifices for air and propane. I'll do that Monday sometime.
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