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Implementation of a conditional moment closure for mixing sensitive reactions

机译:实现有条件力矩闭合以混合敏感反应

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An implementation of the conditional moment closure (CMC) of Bilger (Phy. Fluids A 5 (1993) 436) and Klimenko (Fluid Dyn. 25 (1990) 327) has been carried out in the commercial CFD software FLUENT. A new implementation method is suggested that uses the CMC-equations to calculate an unconditional reaction rate that is subsequently inserted in a Reynolds averaged species equation. The objectives are to ensure conservation of reacting species by elimination of the spurious term that usually contaminates a CMC solution and to obtain convergence on a coarser grid than is usually required in CMC. The implementation has been successfully carried out for two sets of well-known mixing sensitive reaction pairs (parallel competitive and competitive consecutive) that both have one instantaneous and one fast irreversible reaction. Calculations with different discretizations of the CMC-equations in mixture fraction space have been performed and compared to experiments, full/finite-mode PDF models and the interpolation model of Baldyga. It is shown that the suggested implementation can achieve sufficient numerical accuracy with a much coarser mixture fraction space discretization than standard CMC implementations, which allows for more efficient CFD calculations. (C) 2004 Elsevier Ltd. All rights reserved.
机译:Bilger(Phy。Fluids A 5(1993)436)和Klimenko(Fluid Dyn。25(1990)327)的条件矩闭合(CMC)的实现已在商用CFD软件FLUENT中进行。建议一种新的实现方法,该方法使用CMC方程计算无条件反应速率,随后将其插入雷诺平均物种方程中。目的是通过消除通常会污染CMC解决方案的虚假术语来确保保护反应物种,并在比CMC通常所需的更粗的网格上实现收敛。已经成功地对两组均具有一个瞬时和一个快速不可逆反应的混合敏感反应对(平行竞争和竞争连续)进行了成功实施。已经执行了在混合分数空间中使用CMC方程离散化的计算,并将其与实验,全/有限模式PDF模型和Baldyga插值模型进行了比较。结果表明,与标准CMC实现相比,建议的实现可以以足够大的混合分数空间离散实现足够的数值精度,从而实现更有效的CFD计算。 (C)2004 Elsevier Ltd.保留所有权利。

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