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Implementation of REDIM reduced chemistry to model an axisymmetric laminar diffusion methane-air flame

机译:REDIM还原化学方法的实施,以对轴对称层流扩散甲烷-空气火焰建模

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The goal of this work is to analyze the use of automatically reduced chemistry by the Reaction-Diffusion Manifold (REDIM) method in simulating axisymmetric laminar coflow diffusion flames. Detailed chemical kinetic models are usually computationally prohibitive for simulating complex reacting flows, and therefore reduced models are required. Automatic reduction model approaches usually exploit the natural multi-scale structure of combustion systems. The novel REDIM approach applies the concept of invariant manifolds to treat also the influence of the transport processes on the reduced model, which overcomes a fundamental problem of model reduction in neglecting the coupling of molecular transport with thermochemical processes. We have considered a previously well studied atmospheric pressure nitrogen-diluted methane-air flame as a test case to validate the methodology presented here. First, one-dimensional and two-dimensional REDIMs were computed and tabulated in lookup tables. Then, the full set of governing equations are projected on the REDIM and implemented in the object-oriented C++ Gascoigne code with a new add-on library to deal with the REDIM tables. The projected set of governing equations have been discretized by the Finite Element Method (FEM) and solved by a GMRES iteration preconditioned by a geometric multigrid method. Local grid refinement, adaptive mesh and parallelization are applied to ensure efficiency and precision. The numerical results obtained using the REDIM approach have shown very good agreement with detailed numerical simulations and experimental data.
机译:这项工作的目的是分析反应扩散歧管(REDIM)方法在模拟轴对称层状共流扩散火焰中自动还原化学的用途。详细的化学动力学模型通常在计算上无法模拟复杂的反应流,因此需要简化的模型。自动还原模型方法通常利用燃烧系统的自然多尺度结构。新颖的REDIM方法应用不变流形的概念来处理输运过程对简化模型的影响,从而在忽略分子输运与热化学过程的耦合方面克服了模型简化的根本问题。我们已经考虑了一个经过充分研究的大气压氮气稀释的甲烷-空气火焰作为测试案例,以验证此处介绍的方法。首先,计算一维和二维REDIM并将其列表在查找表中。然后,将全套控制方程式投影到REDIM上,并使用新的附加库在面向对象的C ++ Gascoigne代码中实现,以处理REDIM表。通过有限元方法(FEM)离散化了预计的控制方程组,并通过几何多网格方法进行了GMRES迭代求解。应用局部网格细化,自适应网格和并行化以确保效率和精度。使用REDIM方法获得的数值结果与详细的数值模拟和实验数据非常吻合。

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