Will this work for fueling.
I was thinking this morning and this new type of metering came to mind that I haven't personally read before. I goes like this. you use a 96:4 ratio of fuel and for the mixes it goes like this. 10x mix = 96psi of air and 4psi of fuel. So it's going to use a standard way of fueling so 1x mix would equal 9.6 psi of air and .4 psi of fuel. Does this way make sense and is it safe?
if you look at the gas law (PV=nRT), it may be easier to understand why this method is slightly flawed. Though its in an ideal situation, the gas law implies an inverse relationship between pressure and the number of moles of gas (P1/n1=P2/n2, if all other variables are kept constant), thus as the pressure increases, the inverse relationship must be compensated for with the difference in pressure. So your question is if its possible to generate a 'standard' fueling dierectory, the answer is yes in an idealized situation, though the real world is not ideal, so we must rely on empirical data for more accurate assumptions.
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Haven't we been over this before?
You're also going to need to compensate for the air that's already in the chamber.
http://www.spudfiles.com/forums/hybrid- ... 13602.html
You're also going to need to compensate for the air that's already in the chamber.
http://www.spudfiles.com/forums/hybrid- ... 13602.html

What you describe is manometric metering. Ignore boyce's comment, it is nonsense. By the ideal gas law, what you propose is exactly correct.
It isn't, of course, because gases are not ideal. However, you'll need to run uncommonly high mixes before non-ideal gas effect become more prominent than measurement inaccuracy in fueling and the error caused by lack of instant mixing during fueling.
It isn't, of course, because gases are not ideal. However, you'll need to run uncommonly high mixes before non-ideal gas effect become more prominent than measurement inaccuracy in fueling and the error caused by lack of instant mixing during fueling.
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