Butadiene, C4H6, dimerizes in a Diels-Alder condensation to yield a substituted cyclohexene, C8H12. Given the data on the gas phase reaction, below, determine the order of the reaction and find the rate constant (expressed with appropriate units).
Time (s) |
Total pressure (torr) |
0 |
626 |
750 |
579 |
1500 |
545 |
2460 |
510 |
3425 |
485 |
4280 |
465 |
5140 |
450 |
6000 |
440 |
7500 |
425 |
9000 |
410 |
10500 |
405 |
hint: Assume that the total pressure at time zero is due to the reactant. After that, the total pressure is the sum of reactant and product pressures. You’ll need to separate out the reactant pressure from the total using stoichiometry.
another thing to know: We’ve defined our rate equations using concentrations [A] and [A]0 but for gases you can substitute partial pressures PA and PA,0 and use the same equations.
Butadiene, C4H6, dimerizes in a Diels-Alder condensation to yield a substituted cyclohexene, C8H12. Given the data...