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Direct numerical simulations and analysis of three-dimensional n-heptane spray flames in a model swirl combustor
Authors:K. Luo  H. Pitsch  M.G. Pai  O. Desjardins
Affiliation:aState Key Laboratory of Clean Energy Utilization, Zhejiang University, Hangzhou 310027, PR China;bCenter for Turbulence Research, Stanford University, CA 94305, USA;cDepartment of Mechanical Engineering, University of Colorado at Boulder, CO 80309, USA
Abstract:Three-dimensional n-heptane spray flames in a swirl combustor are investigated by means of direct numerical simulation (DNS) to provide insight into realistic spray evaporation and combustion as well as relevant modeling issues. The variable-density, low-Mach number Navier–Stokes equations are solved using a fully conservative and kinetic energy conserving finite difference scheme in cylindrical coordinates. Dispersed droplets are tracked in a Lagrangian framework. Droplet evaporation is described by an equilibrium model. Gas combustion is represented using an adaptive one-step irreversible reaction. Two different cases are studied: a lean case that resembles a lean direct injection combustion, and a rich case that represents the primary combustion region of a rich-burn/quick-quench/lean-burn combustor. The results suggest that premixed combustion contribute more than 70% to the total heat release rate, although diffusion flame have volumetrically a higher contribution. The conditional mean scalar dissipation rate is shown to be strongly influenced, especially in the rich case. The conditional mean evaporation rate increases almost linearly with mixture fraction in the lean case, but shows a more complex behavior in the rich case. The probability density functions (PDF) of mixture fraction in spray combustion are shown to be quite complex. To model this behavior, the formulation of the PDF in a transformed mixture fraction space is proposed and demonstrated to predict the DNS data reasonably well.
Keywords:Direct numerical simulation   Spray evaporation   Combustion   Swirling flames   Conditional moment
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