Extension of eN method to general three-dimensional boundary layers

被引:0
|
作者
Lei Zhao
Gaotong Yu
Jisheng Luo
机构
[1] Tianjin University,Department of Mechanics
[2] China Aerospace Science & Industry Corporation,The 41st Institute of No. 6 Academy
来源
关键词
method; ray tracing theory; transition prediction; three-dimensional boundary layer; O357.4; O354; O29; 76E09;
D O I
暂无
中图分类号
学科分类号
摘要
In order to extend the eN method to general three-dimensional boundary layers, the conservation law of the imaginary parts for the wave parameters with a fixed wave vector is deduced. The compatibility relationship (CR) and the general theory of ray tracing (RT), which have been extensively used in conservative systems, are applied to a general three-dimensional boundary layer belonging to non-conservative systems. Two kinds of eN methods, i.e., the eN-CR method and the eN-RT method, are established. Both the two kinds of methods can be used to predict the evolutions of the spanwise wavenumber and the amplitude of the disturbances in general three-dimensional boundary layers. The reliability of the proposed methods is verified and validated by performing a direct numerical simulation (DNS) in a hypersonic general three-dimensional boundary layer over an aircraft model. The results are also compared with those obtained by other eN methods, indicating that the proposed methods have great potential applications in improving the transition prediction accuracy in general three-dimensional boundary layers.
引用
收藏
页码:1007 / 1018
页数:11
相关论文
共 50 条
  • [41] Instability of compressible three-dimensional boundary layers to stationary disturbances
    Asai, M
    Saitoh, N
    Itoh, N
    TRANSACTIONS OF THE JAPAN SOCIETY FOR AERONAUTICAL AND SPACE SCIENCES, 2001, 43 (142) : 190 - 195
  • [42] Three-dimensional spatial normal modes in compressible boundary layers
    Tumin, Anatoli
    JOURNAL OF FLUID MECHANICS, 2007, 586 (295-322) : 295 - 322
  • [43] AUTOMATIC IDENTIFICATION OF FLOW SEPARATION IN THREE-DIMENSIONAL BOUNDARY LAYERS
    Kuznetsova, S. A.
    Boiko, A. V.
    Dem'yanko, K. V.
    Zasko, G. V.
    Nechepurenko, Yu. M.
    JOURNAL OF APPLIED MECHANICS AND TECHNICAL PHYSICS, 2024, 65 (04) : 714 - 724
  • [44] CALCULATION METHODS FOR THREE-DIMENSIONAL TURBULENT BOUNDARY LAYERS.
    Humphreys, D.A.
    Lindhout, J.P.F.
    Progress in Aerospace Sciences, 1988, 25 (02) : 107 - 129
  • [45] Spatial Optimal Disturbances of Three-Dimensional Aerodynamic Boundary Layers
    Boiko, A. V.
    Demyanko, K. V.
    Kusnetsova, S. A.
    Nechepurenko, Yu. M.
    Zasko, G. V.
    COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS, 2025, 65 (01) : 138 - 150
  • [46] A general boundary element method approach to the solution of three-dimensional frictionless contact problems
    Ghaderi-Panah, A
    Fenner, RT
    ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS, 1998, 21 (04) : 305 - 316
  • [47] CALCULATION METHOD FOR THREE DIMENSIONAL TURBULENT BOUNDARY LAYERS.
    Dubey, Neeraj
    Wakhaloo, C.L.
    Defence Science Journal, 1982, 32 (04) : 275 - 283
  • [48] Bypass transition in three-dimensional time-dependent boundary layers
    Hack, M. J. Philipp
    Zaki, Tamer A.
    IUTAM-ABCM SYMPOSIUM ON LAMINAR TURBULENT TRANSITION, 2015, 14 : 274 - 281
  • [49] NUMERICAL SIMULATION OF TURBULENT FLOWS IN THREE-DIMENSIONAL BOUNDARY LAYERS.
    Aleskin, V.A.
    Shevelev, Yu.D.
    Heat transfer. Soviet research, 1980, 13 (04): : 130 - 135
  • [50] Three-dimensional instability analysis of boundary layers perturbed by streamwise vortices
    Juan A. Martín
    Pedro Paredes
    Theoretical and Computational Fluid Dynamics, 2017, 31 : 505 - 517