At which temperature/pressure range? STP or close to it? If so, the vapour is going to behave very similar to an ideal gas, so the ideal gas law
should be a sufficiently accurate model. No need for the van der Waals equation unless the conditions are non-standard.
Quote: | and liquid-vapor equilibrium |
A brief search didn't turn up any data on the vapour pressure of methyl nitrate, but the value for methanol is approximately 100mmHg (~1.9PSI) at room
temperature. These two compounds are said to have similar volatility, so that figure may have some limited usefulness.
Quote: | nor can I find the lower flammability limit or upper flammability limit for the vapors (for calculating optimum fuel-air mix for spark-initiated DDT).
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You don't need the upper and lower flammability limits to calculate the optimum (stoichiometric) air/fuel mixture.
4CH<sub>3</sub>NO<sub>3</sub> + O<sub>2</sub> -> 4CO<sub>2</sub> + 6H<sub>2</sub>O +
2N<sub>2</sub>
This gives you a ratio of 4 moles of methyl nitrate to 1 mole of oxygen gas. Air is approximately 21% oxygen, so you need 21/(1/4) = 84% of the volume
of air in CH<sub>3</sub>NO<sub>3</sub>. The stoichiometric fuel percentage is then 84/(100+84) = 45.7%.
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