Analysis of the sound sources of lean premixed methane–air flames

Q1 Mathematics GAMM Mitteilungen Pub Date : 2021-11-23 DOI:10.1002/gamm.202200001
Sohel Herff, Konrad Pausch, Matthias Meinke, Wolfgang Schröder
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引用次数: 2

Abstract

Two investigations on the sound generation mechanisms of lean methane–air flames are reviewed and linked. A two-step approach is used for the analysis. First, the compressible conservation equations are solved in a large-eddy simulation formulation to compute the acoustic source terms of the reacting fluid. Second, the acoustic source terms are used in computational aeroacoustics simulations to determine the acoustic field by solving the acoustic perturbation equations. To identify the contributions of the different source terms to the overall sound emission of the flames different source term formulations are considered in the computational aeroacoustics simulations. The results of various flames of increasing complexity are shown: harmonically excited laminar flames, a turbulent jet flame, and an unconfined and a confined swirl flame. The results show that in general the heat release source alone does not determine the acoustic emission of the flame. Only the acoustic emission of the unconfined swirl flame could be computed by the heat release source. To accurately predict the phase and the amplitude of the sound emission of the other flames the acceleration of density gradients occurring at the flame front must be included in the considered set of source terms.

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贫预混甲烷-空气火焰声源分析
综述了两项关于贫甲烷-空气火焰产生声音机理的研究。分析使用了两步方法。首先,用大涡模拟公式求解可压缩守恒方程,计算反应流体的声源项。其次,将声源项用于计算气动声学模拟,通过求解声扰动方程来确定声场。为了确定不同源项对火焰整体声发射的贡献,在计算气动声学模拟中考虑了不同的源项公式。显示了各种复杂火焰的结果:谐波激发层流火焰,湍流射流火焰,无约束和有约束旋流火焰。结果表明,一般情况下,热源本身不能决定火焰的声发射。只有无约束旋流火焰的声发射可以通过热源计算得到。为了准确地预测其他火焰声发射的相位和振幅,必须在考虑的源项集合中包括发生在火焰前缘的密度梯度加速度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
GAMM Mitteilungen
GAMM Mitteilungen Mathematics-Applied Mathematics
CiteScore
8.80
自引率
0.00%
发文量
23
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Issue Information Regularizations of forward-backward parabolic PDEs Parallel two-scale finite element implementation of a system with varying microstructure Issue Information Low Mach number limit of a diffuse interface model for two-phase flows of compressible viscous fluids
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