Dynamic mode decomposition analysis of rotating detonation waves

被引:0
|
作者
M. D. Bohon
A. Orchini
R. Bluemner
C. O. Paschereit
E. J. Gutmark
机构
[1] Technische Universität Berlin,Department of Aerospace Engineering
[2] University of Cincinnati,undefined
来源
Shock Waves | 2021年 / 31卷
关键词
Dynamic mode decomposition; Rotating detonation; Pressure gain combustion; Reduced-order dynamics;
D O I
暂无
中图分类号
学科分类号
摘要
A rotating detonation combustor (RDC) is a novel approach to achieving pressure gain combustion. Due to the steady propagation of the detonation wave around the perimeter of the annular combustion chamber, the RDC dynamic behavior is well suited to analysis with reduced-order techniques. For flow fields with such coherent aspects, the dynamic mode decomposition (DMD) has been shown to capture well the dominant oscillatory features corresponding to stable limit-cycle or quasi-periodic behavior within its dynamic modes. Details regarding the application of the technique to RDC—such as the number of frames, the effect of subtracting the temporal mean from the processed dataset, the resulting dynamic mode shapes, and the reconstruction of the dynamics from a reduced set of dynamic modes—are analyzed and interpreted in this study. The DMD analysis is applied to two commonly observed operating conditions of rotating detonation combustion, viz., (1) a single spinning wave with weak counter-rotating waves and (2) a clapping operating mode with two counter-propagating waves at equal speed and strength. We show that care must be taken when applying DMD to RDC datasets due to the presence of standing waves (expressed as either counter-propagating azimuthal waves or longitudinal pulsations). Without accounting for these effects, the reduced-order reconstruction fails using the standard DMD approach. However, successful application of the DMD allows for the reconstruction and separation of specific wave modes, from which models of the stabilization and propagation of the primary and counter-rotating waves can be derived.
引用
收藏
页码:637 / 649
页数:12
相关论文
共 50 条
  • [1] Dynamic mode decomposition analysis of rotating detonation waves
    Bohon, M. D.
    Orchini, A.
    Bluemner, R.
    Paschereit, C. O.
    Gutmark, E. J.
    SHOCK WAVES, 2021, 31 (07) : 637 - 649
  • [2] Dynamic mode decomposition analysis of detonation waves
    Massa, L.
    Kumar, R.
    Ravindran, P.
    PHYSICS OF FLUIDS, 2012, 24 (06)
  • [3] Propagation mode analysis of rotating detonation waves fueled by liquid kerosene
    Meng, Haolong
    Zheng, Quan
    Weng, Chunsheng
    Wu, Yuwen
    Feng, Wenkang
    Xu, Gao
    Wang, Fang
    ACTA ASTRONAUTICA, 2021, 187 (187) : 248 - 258
  • [4] Propagation Mode Analysis on H2-Air Rotating Detonation Waves in a Hollow Combustor
    Lin, Wei
    Tong, Yiheng
    Lin, Zhiyong
    Nie, Wansheng
    Su, Lingyu
    AIAA JOURNAL, 2020, 58 (12) : 5052 - 5062
  • [5] Mode-locked rotating detonation waves: Experiments and a model equation
    Koch, James
    Kurosaka, Mitsuru
    Knowlen, Carl
    Kutz, J. Nathan
    PHYSICAL REVIEW E, 2020, 101 (01)
  • [6] Numerical Investigation on Multiple Wave Propagation Mode of Rotating Detonation Waves
    Yang P.-F.
    Mou Q.-H.
    Teng H.-H.
    Hu Z.-M.
    Jiang Z.-L.
    Tuijin Jishu/Journal of Propulsion Technology, 2019, 40 (02): : 398 - 406
  • [7] Analysis of waves dynamics in a rotating detonation combustor fueled by kerosene
    Fan, Wenqi
    Shi, Yingchen
    Wen, Haocheng
    Hu, Haifeng
    Chen, Hongyu
    Wang, Bing
    PHYSICS OF FLUIDS, 2024, 36 (10)
  • [8] ROTATING SHOCK AND DETONATION-WAVES
    ANDRIANKIN, EI
    MALKIN, AI
    COMBUSTION EXPLOSION AND SHOCK WAVES, 1979, 15 (02) : 209 - 214
  • [9] Experimental and theoretical analysis of carbon driven detonation waves in a heterogeneously premixed Rotating Detonation Engine
    Dunn, Ian B.
    Malik, Vidhan
    Flores, Wilmer
    Morales, Anthony
    Ahmed, Kareem A.
    FUEL, 2021, 302
  • [10] Investigation of Rotating Detonation Waves in an Annular Gap
    V. A. Levin
    I. S. Manuylovich
    V. V. Markov
    Proceedings of the Steklov Institute of Mathematics, 2020, 310 : 185 - 201