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Abstract
The steady-state flame equations for a system which may include the effect of a free radical are obtained in dimensionless form and solved for a typical choice of parameter values. A general numerical method for determining the stability of such a system is described. This method is applied to the chosen steady-state solution which is shown to be unstable. The growth of the temperature, concentration, and mass-flow perturbations are shown, and the temperature perturbation is compared with that given by the corresponding approximate analytic solution obtained in Part I.
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