1980
DOI: 10.1080/00102208008952426
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n the Prediction of Thermal Diffusion Effects in Laminar ne-Dimensional Flames

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Cited by 21 publications
(12 citation statements)
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“…For premixed, hydrogen-air, flat flames, Bongers and de Goey [12] found different transport models had a large effect on predicted speeds in rich mixtures, but "for low values of the fuel equivalence ratio, φ, the choice of the diffusion model is insignificant." Further, the Soret effect can be important, corroborating an early study of rich flames by Greenberg [13], but for low values of φ the effect is negligible. For example, with φ = 0.37 under atmospheric conditions, the speed calculated by [14,15] is 15.52 cm/s for a mixture model, and is 15.49 cm/s for a multicomponent model including the Soret effect.…”
Section: Introductionsupporting
confidence: 58%
“…For premixed, hydrogen-air, flat flames, Bongers and de Goey [12] found different transport models had a large effect on predicted speeds in rich mixtures, but "for low values of the fuel equivalence ratio, φ, the choice of the diffusion model is insignificant." Further, the Soret effect can be important, corroborating an early study of rich flames by Greenberg [13], but for low values of φ the effect is negligible. For example, with φ = 0.37 under atmospheric conditions, the speed calculated by [14,15] is 15.52 cm/s for a mixture model, and is 15.49 cm/s for a multicomponent model including the Soret effect.…”
Section: Introductionsupporting
confidence: 58%
“…The same observation was made by Greenberg (1980) in the study of one-dimensional hydrogen/air flames using a one-step chemistry model and phenomenological expressions for the thermal diffusion coefficients. Later it was found by Warnatz (1982) that the laminar flame speeds of both lean and rich hydrogen/air flames were lower when thermal diffusion was taken into account, although only the thermal diffusion fluxes of atomic and molecular hydrogen were considered in the simulation.…”
Section: Introductionmentioning
confidence: 61%
“…In the general case, the diffusion matrices usually have off-diagonal terms and nonidentical diagonal elements. Diagonalization of the diffusion matrix has been the subject of several studies on both non-reactive flows [6] and reactive flows [7][8][9][10][11][12]. The present paper deals directly with a general-diffusion matrix without attempting to diagonalize it, shows that the same simplifications available under the classic ALeU assumption can be available under less-restrictive conditions, and provides the means to check whether a system of equations satisfies these conditions.…”
Section: Introductionmentioning
confidence: 97%