The rates of thermal decomposition of tetranitromethane, bromotrinitromethane, chlorotrinitromethane, and 1,2-dichlorotetranitroethane were determined in a number of solvents. The decomposition of the methane series of compounds in CCh proceeds by a first-order reaction; their specific rate constants are best represented by k = 1016•6 exp((-38,400 ± 1400)/RT). The products of reaction from the thermal decomposition of tetranitromethane are best represented by the equation C(N02)4 = C02 + 0.25N2O + 2.25N02 + 1.25NO.Based on the kinetic data, the rate-determining step for the decomposition of the polynitromethanes is the rupture of the C-N bond. The decomposition of 1,2-dichlorotetranitroethane in solution proceeds at a rate 1.8 X 10s times faster than that of tetranitromethane at 85°. The decomposition proceeds by a first-order reaction with k = 1016•6 exp(-31 , /ß '), the increased rate of decomposition relative to tetranitromethane being due to a much smaller energy of activation.
The rates of decomposition of hexanitroethane were determined in a number of solvents and as the pure solid in the temperature range of 60 to 100°. The products of reaction from the thermal decomposition of the solid are best represented by the equation: (N02)3C-C(N02)s -* 3N02 + NO + N20 + 2C02. Decomposition of hexanitroethane (HNE) for the pure solid and in CC14 proceeds by a first-order reaction; the specific first-order rate constants are, for solid HNE, k = 1018•1 23456 exp( -38,900/RT) sec.-1, and for HNE in CC14, k = 1018•6 exp( -37,800/ñT) sec.-1. The rate of decomposition of hexanitroetha ne in n-heptane is 11.5 times faster, and in cyclohexane it is 23 times faster, than that of the pure solid at 85°. Based on the kinetic data and products of reaction, a mechanism for the decomposition process is proposed.
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