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A Priori Analysis of a Compressible Flamelet Model using RANS Data for a Dual-Mode Scramjet Combustor

机译:使用RANS数据的双模超燃冲压燃烧器可压缩小火焰模型的先验分析

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In an effort to make large eddy simulation of hydrocarbon-fueled scramjet combustors more computationally accessible using realistic chemical reaction mechanisms, a compressible flamelet/progress variable (FPV) model was proposed that extends current FPV model formulations to high-speed, compressible flows. Development of this model relied on observations garnered from an a priori analysis of the Reynolds-Averaged Navier-Stokes (RANS) data obtained for the Hypersonic International Flight Research and Experimentation (HI-FiRE) dual-mode scramjet combustor. The RANS data were obtained using a reduced chemical mechanism for the combustion of a JP-7 surrogate and were validated using available experimental data. These RANS data were then post-processed to obtain, in an a priori fashion, the scalar fields corresponding to an FPV-based modeling approach. In the current work, in addition to the proposed compressible flamelet model, a standard incompressible FPV model was also considered. Several candidate progress variables were investigated for their ability to recover static temperature and major and minor product species. The effects of pressure and temperature on the tabulated progress variable source term were characterized, and model coupling terms embedded in the Reynolds-averaged Navier-Stokes equations were studied. Finally, results for the novel compressible flamelet/progress variable model were presented to demonstrate the improvement attained by modeling the effects of pressure and flamelet boundary conditions on the combustion.
机译:为了使用实际的化学反应机制使碳氢燃料超燃冲压燃烧器的大涡流仿真更易于计算,提出了可压缩的火焰/进展变量(FPV)模型,该模型将当前的FPV模型公式扩展为高速,可压缩的流动。该模型的开发依赖于对超音速国际飞行研究和实验(HI-FiRE)双模超燃冲压发动机燃烧室获得的雷诺平均Navier-Stokes(RANS)数据的先验分析中获得的观察结果。 RANS数据是使用还原化学机制燃烧JP-7替代物获得的,并使用了可用的实验数据进行了验证。然后,对这些RANS数据进行后处理,以先验的方式获得与基于FPV的建模方法相对应的标量字段。在当前的工作中,除了提出的可压缩小火焰模型外,还考虑了标准的不可压缩FPV模型。研究了几个候选进度变量的静态温度恢复能力以及主要和次要产品种类。表征了压力和温度对制表的进度变量源项的影响,并研究了雷诺平均Navier-Stokes方程中嵌入的模型耦合项。最后,提出了新的可压缩小火焰/进展变量模型的结果,以证明通过模拟压力和小火焰边界条件对燃烧的影响而获得的改进。

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