Abstract

The decrease in the forward rate of the (H2, H2) reaction from its equilibrium value due to the perturbation of the vibrational distribution function by reaction is calculated from a numerical solution of a non-linear Master equation. The inelastic and reactive cross sections that are required for this calculation were obtained from a Monte Carlo average of many quasiclassical collision trajectories. At 3200°K, the highest temperature studied, the decrease in the equilibrium rate of reaction was 0.21%. The vibrational relaxation time for H2 in the absence of reaction was also calculated and found to obey a Landau-Teller temperature dependence (Pτ)calc=62× 10−9 exp (148/T1/3) atm·sec. over the range 1200–3200°K.

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