Changes by last author:
Added:
Why do you want the formula to match ?
In the tank, you have boiling liquid (not simply gas). Pretty much the same way as in your coolant system >100C. It self regulates itself; * some liquid will be boiled * pressure in the closed system raises * until it reaches high enough pressure so more liquid will not boil ** this pressure depends on temperature - see measured curves So the graphs are the boiling point at certain pressures. (shown rotated 90 degrees compared to traditional representation: pressure for certain temp, instead of temp for certain pressure) If you have numeric representation of the tables, we can make an approximating formula, from a reasonable function * using x, x*2 and 1/x and constants, for example. ** propertherm has some simulated annealing functions that we could use, or ** the simplest way is probably to use octave.org, see below * Or we just make a table lookup. Example for octave.org function to fit a parametric curves on numeric data stored in "transferfunc.dat" file columns 1:2 : <code> f(x) = a*x*x*x + b*x*x + c*x + d + e/x) fit f(x) "transferfunc.dat" using 1:2 via a, b, c, d, e plot "transferfunc.dat" using 1:2 with points 6, f(x) </code> |
Same graph for butane-n: |
Same graph for butane-n. No surprise that boiling point for certain pressure is higher than for propane (tends to stay in liquid for higher temp, since the butane molecules are longer): |