Experimental analysis of flamelet models for premixed turbulent combustion
Abstract
Flamelet models are now widely used to predict turbulent premixed combustion because they allow the separation of chemical features from the description of the turbulent flow field. Some of them introduce a flame surface density (flame surface per unit volume) modelled either by an algebraic closure (BrayMossLibby model) or from a transport equation. This equation may be exactly written but needs closure assumptions. In the present work, a twodimensional turbulent premixed propaneair V flame is studied. Velocity profiles are obtained from laserDoppler velocimetry. Flame front visualizations are achieved by tomography with highspeed cinematography using a copper vapor laser. Images are then processed to extract flame front characteristics (flame surface density, vector normal to the flame front, curvature). The BrayMossLibby model is found to have a good trend but needs a precise closure of the flame wrinkling length scale. Then some terms of the exact transport equation for flame surface density are examined. A simple model is proposed to close the strain rate term acting on the flame surface and due to the mean flow. Curvature and propagation terms are found to act as a source term on the fresh gases side and as a consumption term on the burnt one.more »
 Authors:

 Ecole Centrale Paris, ChatenayMalabry (France)
 Publication Date:
 OSTI Identifier:
 93276
 Report Number(s):
 CONF940711
TRN: IM9537%%320
 Resource Type:
 Book
 Resource Relation:
 Conference: 25. international symposium on combustion, Irvine, CA (United States), 31 Jul  5 Aug 1994; Other Information: PBD: 1994; Related Information: Is Part Of Twentyfifth symposium (international) on combustion; PB: 1838 p.
 Country of Publication:
 United States
 Language:
 English
 Subject:
 03 NATURAL GAS; PROPANE; COMBUSTION KINETICS; FLAMES; MORPHOLOGY; MATHEMATICAL MODELS; TURBULENT FLOW; FLOW VISUALIZATION; ULTRAHIGHSPEED PHOTOGRAPHY; FLOW RATE; FLAME PROPAGATION; COMBUSTION WAVES; EXPERIMENTAL DATA
Citation Formats
Veynante, D, Duclos, J M, and Piana, J. Experimental analysis of flamelet models for premixed turbulent combustion. United States: N. p., 1994.
Web.
Veynante, D, Duclos, J M, & Piana, J. Experimental analysis of flamelet models for premixed turbulent combustion. United States.
Veynante, D, Duclos, J M, and Piana, J. Sat .
"Experimental analysis of flamelet models for premixed turbulent combustion". United States.
@article{osti_93276,
title = {Experimental analysis of flamelet models for premixed turbulent combustion},
author = {Veynante, D and Duclos, J M and Piana, J},
abstractNote = {Flamelet models are now widely used to predict turbulent premixed combustion because they allow the separation of chemical features from the description of the turbulent flow field. Some of them introduce a flame surface density (flame surface per unit volume) modelled either by an algebraic closure (BrayMossLibby model) or from a transport equation. This equation may be exactly written but needs closure assumptions. In the present work, a twodimensional turbulent premixed propaneair V flame is studied. Velocity profiles are obtained from laserDoppler velocimetry. Flame front visualizations are achieved by tomography with highspeed cinematography using a copper vapor laser. Images are then processed to extract flame front characteristics (flame surface density, vector normal to the flame front, curvature). The BrayMossLibby model is found to have a good trend but needs a precise closure of the flame wrinkling length scale. Then some terms of the exact transport equation for flame surface density are examined. A simple model is proposed to close the strain rate term acting on the flame surface and due to the mean flow. Curvature and propagation terms are found to act as a source term on the fresh gases side and as a consumption term on the burnt one. This fact points out a lack in the generally used closures of the flame surface density equation where the propagation term is neglected and the curvature term modelled as a destruction one.},
doi = {},
journal = {},
number = ,
volume = ,
place = {United States},
year = {1994},
month = {12}
}