The Journal of Chemical Physics · 1969 · 12 citations · 15 references
Natural SciencesChemical EngineeringChemistryChemical KineticsCombustionThermodynamicsChemical Kinetics ModelingCombustion KineticsCombustion ProcessesGas-phase Reaction KineticsIgnitionKinetic ModelingChemical Kinetics Of IgnitionDetailed Reaction MechanismsExplosion KineticsGas ExplosionHydrogen CombustionIgnition DynamicsIgnition ModelingIgnition Physics
The ignition mechanism of the hydrogen–oxygen explosion at temperatures near 1000°K and pressures greater than 1 atm was investigated theoretically using the complete analytic solution to the kinetic equations of an abbreviated, linearized mechanism and numerical integration of the full conventional mechanism for these conditions. It was found that the analytic solution of the simplified mechanism is capable of only a qualitative description of the second limit effect observed in reflected shock experiments on ignition delays, and cannot be forced to yield quantitative agreement. The numerical integration can be forced to give quantitative agreement, but only at the cost of accepting rate-constant expressions which do not allow quantitative description of the simpler ignition phenomena at higher temperatures and lower pressures. An exception to these conclusions is the use of analytic expressions for interpretation of branching rates early in the induction zone, which appears to be valid within wide limits.
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<i>Chemical Kinetics of Gas Reactions</i>
Jenny Crabtree, S. N. Carruthers, Kurt E. Shuler · Physics Today · 1964 · 136 citations
A new technique for the numerical analysis of nonequilibrium flows
G. Moretti · AIAA Journal · 1965 · 107 citations
Roger A. Strehlow, Arthur Cohen · The Physics of Fluids · 1962 · 103 citations
Natural Sciences, Physics, Acoustics +12