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Advanced Identification of Coherent Structures in Swirl-Stabilized Combustors

机译:旋流稳定燃烧室相干结构的高级识别

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We present an application of a newly introduced method to analyze the time-resolved experimental data from the flow field of a swirl-stabilized combustor. This method is based on the classic proper orthogonal decomposition (POD) extended by a temporal constraint. The filter operation embedded in this method allows for continuous fading from the classic POD to the Fourier mode decomposition. This new method-called spectral proper orthogonal decomposition (SPOD)-allows for a clearer separation of the dominant mechanisms due to a clean spectral separation of phenomena. In this paper, the fundamentals of SPOD are shortly introduced. The actual focus is put on the application to a combustor flow. We analyze high-speed particle image velocimetry (PTV) measurements from flow fields in a combustor at different operation conditions. In these measurements, we consider externally actuated, as well as natural dynamics and reveal how the natural and actuated modes interact with each other. As shown in the paper, SPOD provides detailed insight into coherent structures in the swirl flames. Two distinct PVC structures are found that are very differently affected by acoustic actuation. The coherent structures are related to the heat release fluctuations, which are derived from simultaneously acquired OH* chemiluminescence measurements. Besides the actuated modes, a low frequency mode was found that significantly contribute to the global heat release fluctuations.
机译:我们提出了一种新引入的方法的应用,该方法用于分析来自旋流稳定燃烧器流场的时间分辨实验数据。此方法基于受时间约束扩展的经典固有正交分解(POD)。此方法中嵌入的滤波器操作允许从经典POD到傅立叶模式分解连续衰减。这种新的方法称为光谱固有正交分解(SPOD),由于现象的光谱分离清晰,因此可以更清晰地分离主要机理。本文将简要介绍SPOD的基本原理。实际重点放在燃烧器流程的应用程序上。我们分析了在不同操作条件下燃烧室中流场的高速粒子图像测速(PTV)测量。在这些测量中,我们考虑了外部促动以及自然动力学,并揭示了自然模式和促动模式如何相互作用。如该论文所示,SPOD提供了对旋流火焰中相干结构的详细了解。发现了两种不同的PVC结构,它们受到声驱动的影响非常不同。相干结构与放热波动有关,该放热波动是从同时获取的OH *化学发光测量值得出的。除了启动模式外,还发现了低频模式,该模式显着影响了整体放热波动。

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    《Journal of Engineering for Gas Turbines and Power 》 |2017年第2期| 021503.1-021503.8| 共8页
  • 作者单位

    Fluid Dynamics Hermann-Foettinger-Institut, Technische Universitaet Berlin, Mueller-Breslau-Street 8, Berlin 10623, Germany;

    Fluid Dynamics Hermann-Foettinger-Institut, Technische Universitaet Berlin, Mueller-Breslau-Street 8, Berlin 10623, Germany;

    Fluid Dynamics Hermann-Foettinger-Institut, Technische Universitaet Berlin, Mueller-Breslau-Street 8, Berlin 10623, Germany;

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