2017
DOI: 10.1115/1.4037099
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Application of a Nonadiabatic Flamelet/Progress-Variable Approach to Large-Eddy Simulation of H2/O2 Combustion Under a Pressurized Condition

Abstract: A new nonadiabatic procedure of the flamelet/progress-variable approach (NA-FPV approach) is proposed, and the validity is assessed by performing a large eddy simulation (LES) employing the NA-FPV approach for an H2/O2 combustion field in a single element coaxial combustor under a pressurized condition. The results show that the LES employing the NA-FPV approach can successfully predict the heat flux and capture the effects of heat loss through the cooled walls on the combustion characteristics. This procedure… Show more

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Cited by 23 publications
(15 citation statements)
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“…This SGS model is chosen because its formulation promotes the near-wall scaling and vanishing due to turbulence damping properties of the no-slip wall boundary condition. A Non-Adiabatic Flamelet/Progress-Variable (NA-FPV) approach [11,12] wherein the influence of heat loss due to cooled wall, latent heat of evaporation of fuel droplets and liquid fuel film formed on the wall surface, and radiative heat transfer, on the variation of each physical quantity can be accounted for, is employed as the combustion model for n-dodecane in the LESs and DNS. The diffusion flamelet database is generated using FlameMaster [13] by solving the flamelet equations for 1-D counter diffusion flame, using a detailed chemical kinetics mechanism of n-dodecane consisting of 255 chemical species and 2289 reactions [14].…”
Section: Computational Details and Model Formulationmentioning
confidence: 99%
“…This SGS model is chosen because its formulation promotes the near-wall scaling and vanishing due to turbulence damping properties of the no-slip wall boundary condition. A Non-Adiabatic Flamelet/Progress-Variable (NA-FPV) approach [11,12] wherein the influence of heat loss due to cooled wall, latent heat of evaporation of fuel droplets and liquid fuel film formed on the wall surface, and radiative heat transfer, on the variation of each physical quantity can be accounted for, is employed as the combustion model for n-dodecane in the LESs and DNS. The diffusion flamelet database is generated using FlameMaster [13] by solving the flamelet equations for 1-D counter diffusion flame, using a detailed chemical kinetics mechanism of n-dodecane consisting of 255 chemical species and 2289 reactions [14].…”
Section: Computational Details and Model Formulationmentioning
confidence: 99%
“…Hossain et al [25] avoided unrealistically low temperatures by slightly modifying the fuel composition at the boundaries and achieved a realistic temperature without changing the solution domain. On the other hand, Kishimoto et al [26] modified the source term in the energy equations and obtained flamelet data covering a wide range of enthalpy defects. In this method, the heat loss became larger in the hightemperature zone and smaller in the low-temperature zone near the boundary; therefore, the temperature dependence of the enthalpy defect yielded realistic heat loss in the solution domain.…”
Section: Additional Dimension For Heat Transfer Between the Gas Phase And Dispersed Phasementioning
confidence: 99%
“…However, the conventional FGM has th the reaction is basically stored in adiabatic conditions, so that the effect of heat loss on the change in the composition of chemical species cannot be considered. In this study, therefore, a non-adiabatic procedure, which was proposed by Kishimoto et al [23] for generating non-premixed flamelet libraries that consider the effects of heat losses based on the flamelet/progress-variable approach [24], is employed for generating the premixed flamelet library. The calculations of the one-dimensional free-propagating flames for generating the premixed flamelet libraries for the FGM and NA-FGM are conducted by using…”
Section: Les/na-fgmmentioning
confidence: 99%
“…FrontFlow/Red extended by some research institutes, including Kyoto University, referred to as FFR-Comb [23,27,28]. Previously, the NA-FPV was implemented to the LES solver and the accuracy of non-adiabatic procedure is validated [23]. In this study, the NA-FGM is newly implemented to the code.…”
Section: Computational Detailsmentioning
confidence: 99%