On stability of premixed flames in stagnation — point flow

Gregory I. Sivashinsky; Chung K. Law; Guy Joulin

doi:10.1080/00102208208952551

On stability of premixed flames in stagnation — point flow

Gregory I. Sivashinsky, Chung K. Law, Guy Joulin

Research output: Contribution to journal › Article › peer-review

77 Scopus citations

Abstract

An equation is derived which describes the evolution of a corrugated flame front stabilized in stagnation-point flow: Φ_τ+4Δ⁴Φ+Δ²Φ+1/2(ΔΦ)²+α(ηΦ)_η=0 It is shown that, if blowing is sufficiently strong, the corrugations disappear and a plane flame results. The problem turns out to be rather unusual in the sense that the phenomena cannot be fully described by means of the classical linear stability analysis.

Original language	English (US)
Pages (from-to)	155-159
Number of pages	5
Journal	Combustion science and technology
Volume	28
Issue number	3-4
DOIs	https://doi.org/10.1080/00102208208952551
State	Published - Jun 1 1982
Externally published	Yes

All Science Journal Classification (ASJC) codes

General Chemistry
General Chemical Engineering
Fuel Technology
Energy Engineering and Power Technology
General Physics and Astronomy

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10.1080/00102208208952551

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abstract = "An equation is derived which describes the evolution of a corrugated flame front stabilized in stagnation-point flow: Φτ+4Δ4Φ+Δ2Φ+1/2(ΔΦ)2+α(ηΦ)η=0 It is shown that, if blowing is sufficiently strong, the corrugations disappear and a plane flame results. The problem turns out to be rather unusual in the sense that the phenomena cannot be fully described by means of the classical linear stability analysis.",

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AU - Law, Chung K.

AU - Joulin, Guy

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Y1 - 1982/6/1

N2 - An equation is derived which describes the evolution of a corrugated flame front stabilized in stagnation-point flow: Φτ+4Δ4Φ+Δ2Φ+1/2(ΔΦ)2+α(ηΦ)η=0 It is shown that, if blowing is sufficiently strong, the corrugations disappear and a plane flame results. The problem turns out to be rather unusual in the sense that the phenomena cannot be fully described by means of the classical linear stability analysis.

AB - An equation is derived which describes the evolution of a corrugated flame front stabilized in stagnation-point flow: Φτ+4Δ4Φ+Δ2Φ+1/2(ΔΦ)2+α(ηΦ)η=0 It is shown that, if blowing is sufficiently strong, the corrugations disappear and a plane flame results. The problem turns out to be rather unusual in the sense that the phenomena cannot be fully described by means of the classical linear stability analysis.

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ER -

On stability of premixed flames in stagnation — point flow

Abstract

All Science Journal Classification (ASJC) codes

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