Sensitivity of LES-based harmonic flame response model for turbulent swirled flames and impact on the stability of azimuthal modes

Michaël Bauerheim (1, 2) , Gabriel Staffelbach (1) , Nick A. Worth (3) , James Dawson (3) , Laurent Y.M. Gicquel (1) , Thierry Poinsot (4)

1 CERFACS - Centre Européen de Recherche et de Formation Avancée en Calcul Scientifique
2 SAFRAN Group
3 NTNU - Norwegian University of Science and Technology [Trondheim]
4 IMFT - Institut de mécanique des fluides de Toulouse

This paper describes a numerical study of azimuthal unstable modes in the annular combustor of Cambridge. LES is used to compute Flame Transfer Functions (FTF) and a Helmholtz solver to predict the overall stability of the combustor. FTF quantify the interaction between acoustics and the turbulent swirled flames. They must be known with precision because instabilities are very sensitive to subtle changes. The effects of azimuthal confinement (corresponding to the annular combustor equipped with 12 or 18 burners), thermal boundary conditions and fuel type (methane or ethylene) on FTFs are simulated here using LES of a single 20 degree (N = 18) or 30 degree (N = 18) sector. A double-sector LES is also computed to investigate flame / flame interactions. These LES-based FTFs are then used as inputs for a Helmholtz solver and results show that 1) subgrid-scale LES models lead to marginal effects on FTF while 2) azimuthal confinement, thermal conditions and fuel type strongly affect the flame response to acoustics and therefore control the stability of the azimuthal mode. Computations show that the annular experiment performed with methane

Mots clés: Sensitivity; HFRM; Instabilities; Azimuthal mode; LES

Domaines: Mécanique des fluides [physics.class-ph]

Michaël Bauerheim, Gabriel Staffelbach, Nick A. Worth, James Dawson, Laurent Y.M. Gicquel, et al.. Sensitivity of LES-based harmonic flame response model for turbulent swirled flames and impact on the stability of azimuthal modes. Proceedings of the Combustion Institute, 2015, vol. 35 (n° 3), pp.3355-3363. ⟨10.1016/j.proci.2014.07.021⟩. ⟨hal-01116162⟩