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- W2147532012 abstract "The wavespeed and stability of wavefronts associated with a one-dimensional com- bustion model with Arrhenius kinetics and no heat loss are analyzed. The focus is on the singular limit of very large Lewis number, in which fuel diusivit y is small in comparison to that of heat. Many of the established results for the innite Lewis number are recovered, and an empirical wavespeed formula of excellent accuracy is determined. An Evans function technique is used to verify that the linear operator arising from the linearization about this wavefront solution does not possess any eigenvalues of positive real part, thereby supporting well-established numerical evidence on the sta- bility of the innite Lewis number front. In the very large (but not innite) Lewis number instance, a similarly detailed assessment of the wavespeed is obtained. However, the Evans function method shows that such wavefronts are inherently unstable." @default.
- W2147532012 created "2016-06-24" @default.
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- W2147532012 date "2006-01-01" @default.
- W2147532012 modified "2023-09-27" @default.
- W2147532012 title "HIGH LEWIS NUMBER COMBUSTION WAVEFRONTS" @default.
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