Advanced Identification of Coherent Structures in Swirl-Stabilized Combustors
Advanced Identification of Coherent Structures in Swirl-Stabilized Combustors
复制标题
涡流稳定燃烧器中相干结构的高级识别
DOI:
--
复制
发表时间:
2016
期刊:
影响因子:
--
通讯作者:
K. Oberleithner
中科院分区:
文献类型:
--
作者:
M. Sieber;C. Paschereit;K. Oberleithner
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 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 PIV 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 swirl flames. Two distinct PVC structures are found that are very differently affected by acoustic actuation. The coherent structures are related to 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. ∗Address all correspondence to this author: moritz.sieber@tu-berlin.de NOMENCLATURE a Temporal SPOD mode coefficients c Correlation coefficient g SPOD filter coefficients I OH* chemiluminescence intensity λ SPOD mode energy M Number of spatial points N Number of snapshots N f Size of the SPOD filter Ω Spatial SPOD mode (chemiluminescence) Φ Spatial SPOD mode (velocity) q Global heat release R Correlation matrix S Filtered correlation matrix St Strouhal number t Time v Cartesian velocity vector [u,v,w]T x Cartesian coordinate vector [x,y,z]T INTRODUCTION It’s getting increasingly harder to identify the relevant information from the vast amount of data that is produced from recent measurement systems or computational fluid dynamics. Beside the mean quantities, the available time-resolved data put the focus towards dynamic phenomena in the flows. The dynamics of interest are usually related to large-scale periodic structures, also called coherent structures [1]. These are of major importance in 1 Copyright c © by ASME
影响因子:
1.9
作者:
S. Terhaar;T. Reichel;C. Schrödinger;Lothar Rukes;C. Paschereit;K. Oberleithner
通讯作者:
S. Terhaar;T. Reichel;C. Schrödinger;Lothar Rukes;C. Paschereit;K. Oberleithner