EFFECTS OF NONUNIT LEWIS NUMBERS ON THE EXTINCTION OF PREMIXED LAMINAR FLAMES IN A STAGNATION POINT FLOW.

V. Giovangigli; M. D. Smooke

EFFECTS OF NONUNIT LEWIS NUMBERS ON THE EXTINCTION OF PREMIXED LAMINAR FLAMES IN A STAGNATION POINT FLOW.

V. Giovangigli
, M. D. Smooke

Sorbonne Université

Research output: Contribution to conference › Paper › peer-review

Abstract

In this paper the extinction process is studied computationally. The governing conservation equations are modelled with complex transport and detailed kinetics. By employing adaptive boundary value solution methods with numerical bifurcation techniques, the authors generate detailed extinction curves for hydrogen-air flames in a counterflow geometry.

Original language	English
Pages	265-271
Number of pages	7
Publication status	Published - 1 Jan 1987

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@conference{05712353852a45e59f0c29212052ca00,

title = "EFFECTS OF NONUNIT LEWIS NUMBERS ON THE EXTINCTION OF PREMIXED LAMINAR FLAMES IN A STAGNATION POINT FLOW.",

abstract = "In this paper the extinction process is studied computationally. The governing conservation equations are modelled with complex transport and detailed kinetics. By employing adaptive boundary value solution methods with numerical bifurcation techniques, the authors generate detailed extinction curves for hydrogen-air flames in a counterflow geometry.",

author = "V. Giovangigli and Smooke, \{M. D.\}",

year = "1987",

month = jan,

day = "1",

language = "English",

pages = "265--271",

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T1 - EFFECTS OF NONUNIT LEWIS NUMBERS ON THE EXTINCTION OF PREMIXED LAMINAR FLAMES IN A STAGNATION POINT FLOW.

AU - Giovangigli, V.

AU - Smooke, M. D.

PY - 1987/1/1

Y1 - 1987/1/1

N2 - In this paper the extinction process is studied computationally. The governing conservation equations are modelled with complex transport and detailed kinetics. By employing adaptive boundary value solution methods with numerical bifurcation techniques, the authors generate detailed extinction curves for hydrogen-air flames in a counterflow geometry.

AB - In this paper the extinction process is studied computationally. The governing conservation equations are modelled with complex transport and detailed kinetics. By employing adaptive boundary value solution methods with numerical bifurcation techniques, the authors generate detailed extinction curves for hydrogen-air flames in a counterflow geometry.

M3 - Paper

AN - SCOPUS:0023246128

SP - 265

EP - 271

ER -

EFFECTS OF NONUNIT LEWIS NUMBERS ON THE EXTINCTION OF PREMIXED LAMINAR FLAMES IN A STAGNATION POINT FLOW.

Abstract

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