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Generalizations to other flames

FIGURE 5.5. Representative variation of flow properties in a deflagration wave. [Pg.160]

The asymmetry in the effects of variations of X/Cp and pD 2 large jS arises through the influence on the reactant concentration in the reaction zone. A symmetric behavior could be anticipated if the reaction extended throughout the entire thickness of the deflagration. [Pg.161]

The type of reasoning that has been given here can be extended to take into account reaction orders different from uni y and multiple-reactant, one-step chemistry. For a one-reactant proce of reaction order n, w is proportional to the reactant concentration (in the reaction zone) to the nth [Pg.161]

There have been a number of analyses employing activation-energy asymptotics for two-reactant, one-step chemistry. Most of these have been summarized by Mitani [40] reviews also may be found elsewhere [10], [13]. [Pg.162]

FIGURE 5.6. Dependence of the term y in the formula for the burning-rate eigenvalue, equation (76), on the reaction order n. [Pg.163]

With notable exceptions [41], the formulations have been based not on equation (8) but instead on diffusion equations of the type [Pg.163]


See other pages where Generalizations to other flames is mentioned: [Pg.160]    [Pg.160]   


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