Evaluation of scale-adaptive simulation for transonic cavity flows

被引:12
作者
Babu, Savio V. [1 ]
Zografakis, George [1 ]
Barakos, George N. [1 ]
Kusyumov, Alexander [2 ]
机构
[1] Univ Liverpool, CFD Lab, Liverpool L63 3GH, Merseyside, England
[2] Kazan State Tech Univ, 10 K Marx St, Kazan 420111, Russia
基金
英国工程与自然科学研究理事会;
关键词
aerodynamics; transonic cavity flow; computational fluid dynamics; CFD; detached-eddy simulation; DES; scale-adaptive simulation; SAS; proper orthogonal decomposition; POD;
D O I
10.1504/IJESMS.2016.075510
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
Scale-adaptive simulations of transonic cavities with and without doors are presented in this paper. Results were compared with detached-eddy simulations for cavities with length-to-depth ratios of 5 and 7. The Mach and Reynolds numbers (based on the cavity length) were 0.85 and 6.5 x 106, respectively, and the grid sizes were 5.0 million for the clean cavity with doors-off and 5.5 million for the clean cavity with doors-on. Instantaneous Mach number contours showed that the shear layer broke down for both the doors on and doors off cases and that the flows had a high level of unsteadiness inside them. The two L/D ratios of cavities were seen to have similar acoustic signatures reaching maximum sound levels of 170 dB. Spectral analyses for the cavities without doors revealed that by changing the length-to-depth ratio from five to seven, the dominant acoustic modes at the front and rear of the cavities were shifted from the second and third modes to the first and second modes respectively. Proper orthogonal decomposition was used to reduce the data storage using modes constructed from flowfield snapshots taken at regular intervals.
引用
收藏
页码:106 / 124
页数:19
相关论文
共 33 条
  • [1] SHORT-TERM SPECTRAL ANALYSIS, SYNTHESIS, AND MODIFICATION BY DISCRETE FOURIER-TRANSFORM
    ALLEN, JB
    [J]. IEEE TRANSACTIONS ON ACOUSTICS SPEECH AND SIGNAL PROCESSING, 1977, 25 (03): : 235 - 238
  • [2] [Anonymous], 1989, ACOUSTICS INTRO ITS
  • [3] ANSYS Inc, 2014, ICEM CFD V13 USER MA
  • [4] Axelsson O., 1996, ITERATIVE SOLUTION M
  • [5] Numerical Simulations of High-Speed Turbulent Cavity Flows
    Barakos, G. N.
    Lawson, S. J.
    Steijl, R.
    Nayyar, P.
    [J]. FLOW TURBULENCE AND COMBUSTION, 2009, 83 (04) : 569 - 585
  • [6] Barakos G.N., 2005, 31 EUR ROT FOR, V2005
  • [7] THE PROPER ORTHOGONAL DECOMPOSITION IN THE ANALYSIS OF TURBULENT FLOWS
    BERKOOZ, G
    HOLMES, P
    LUMLEY, JL
    [J]. ANNUAL REVIEW OF FLUID MECHANICS, 1993, 25 : 539 - 575
  • [8] Childers D.G., 1978, MODERN SPECTRUM ANAL, P23148
  • [9] The Scale-Adaptive Simulation Method for Unsteady Turbulent Flow Predictions. Part 2: Application to Complex Flows
    Egorov, Y.
    Menter, F. R.
    Lechner, R.
    Cokljat, D.
    [J]. FLOW TURBULENCE AND COMBUSTION, 2010, 85 (01) : 139 - 165
  • [10] Elkoby R., 2007, 20073457 AIAA