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                   2019, 31(4): 045103.                              orthogonal  decomposition  and  advanced  dynamic  mode
             [8] 邵山, 陈少松, 魏恺, 等 . 串列双圆柱时均流场特性分                       decomposition  method[J].  Advances  in  Meteorology,
                   析[J]. 气体物理, 2021, 6(5): 62-66.                    2020, 2020(1): 8383657.
                   SHAO Shan, CHEN Shaosong, WEI Kai, et al. Char‑  [20] CHU  S  J,  XIA  C,  WANG  H  F,  et  al.  Three-dimen‑
                   acteristic of the mean wake field of two tandem circular   sional  spectral  proper  orthogonal  decomposition  analy‑
                   cylinders[J]. Physics of Gases, 2021, 6(5): 62-66.  ses  of  the  turbulent  flow  around  a  seal-vibrissa-shaped
             [9] DEHNHARDT  G,  MAUCK  B,  HANKE  W,  et  al.        cylinder[J]. Physics of Fluids, 2021, 33(2): 025106.
                   Hydrodynamic trail-following in harbor seals (Phoca vit‑  [21] ZHU J Y, YUAN Y Y, HU Z W, et al. Flow-induced
                   ulina)[J]. Science, 2001, 293(5527): 102-104.
                                                                     noise from a seal-vibrissa-shaped cylinder[J]. Journal of
             [10] WITTE  M,  HANKE  W,  WIESKOTTEN  S,  et  al.
                                                                     Sound and Vibration, 2024, 570: 118135.
                   On  the  wake  flow  dynamics  behind  harbor  seal
                                                                [22] SPALART P R, DECK S, SHUR M L, et al. A new
                   vibrissae‑a fluid mechanical explanation for an extraordi‑
                                                                     version of detached-eddy simulation, resistant to ambig‑
                   nary capability[M]// Nature-Inspired Fluid Mechanics.
                                                                     uous  grid  densities[J].  Theoretical  and  Computational
                   Notes  on  Numerical  Fluid  Mechanics  and  Multidisci‑
                                                                     Fluid Dynamics, 2006, 20(3): 181-195.
                   plinary  Design.  Berlin,  Heidelberg:  Springer  Berlin
                                                                [23] WILLIAMS J E F, HAWKINGS D L. Sound genera‑
                   Heidelberg, 2012: 271-289.
                                                                     tion  by  turbulence  and  surfaces  in  arbitrary  motion[J].
             [11] LIU  G,  XUE  Q,  ZHENG  X  D.  Phase-difference  on
                                                                     Philosophical Transactions of the Royal Society of Lon‑
                   seal whisker surface induces hairpin vortices in the wake
                                                                     don, 1969, 264: 321-342.
                   to suppress force oscillation[J]. Bioinspiration & Biomi‑
                                                                [24] BRENTNER K S, FARASSAT F. Modeling aerody‑
                   metics, 2019, 14(6): 066001.
                                                                     namically generated sound of helicopter rotors[J]. Prog‑
             [12] 王少飞 . 海豹胡须柱状结构的仿生涡激振动流动控制
                                                                     ress in Aerospace Sciences, 2003, 39(2-3): 83-120.
                   机制实验研究[D]. 上海: 上海交通大学, 2017.
                                                                [25] HANKE W, WITTE M, MIERSCH L, et al. Harbor
                   WANG  Shaofei.  Bionic  fluid  control  of  vortex-induced
                                                                     seal  vibrissa  morphology  suppresses  vortex-induced  vi‑
                   vibration  inspired  by  the  seal-vibrissa-shaped-cylinder
                                                                     brations[J].  Journal  of  Experimental  Biology,  2010,
                  [D]. Shanghai: Shanghai Jiao Tong University, 2017.
                                                                     213(15): 2665-2672.
             [13] SIROVICH  L.  Turbulence  and  the  dynamics  of  coher‑
                                                                [26] ZHU J Y, HU Z W, THOMPSON D J. Flow behav‑
                   ent structures. Ⅰ . Coherent structures[J]. Quarterly of
                                                                     iour and aeroacoustic characteristics of a simplified high-
                   Applied Mathematics, 1987, 45(3): 561-571.
                                                                     speed  train  bogie[J].  Proceedings  of  the  Institution  of
             [14] SCHMID P J. Dynamic mode decomposition of numeri‑
                   cal and experimental data[J]. Journal of Fluid Mechan‑  Mechanical Engineers, Part F: Journal of Rail and Rap‑
                   ics, 2010, 656: 5-28.                             id Transit, 2016, 230(7): 1642-1658.
             [15] WANG F, ZHENG X D, HAO J M, et al. Numerical   [27] SCHMIDT O T, TOWNE A, RIGAS G, et al. Spec‑
                   analysis of the flow around two square cylinders in a tan‑  tral  analysis  of  jet  turbulence[J].  Journal  of  Fluid  Me‑
                   dem arrangement with different spacing ratios based on   chanics, 2018, 855: 953-982.
                   POD and DMD methods[J]. Processes, 2020, 8(8): 903.  [28] KING  W  F,  PFIZENMAIER  E.  An  experimental
             [16] YIN G, JANOCHA M J, ONG M C. Estimation of hy‑     study  of  sound  generated  by  flows  around  cylinders  of
                   drodynamic forces on cylinders undergoing flow-induced   different  cross-section[J].  Journal  of  Sound  and  Vibra‑
                   vibrations  based  on  modal  analysis[J].  Journal  of  Off‑  tion, 2009, 328(3): 318-337.
                   shore  Mechanics  and  Arctic  Engineering,  2022,  144  [29] KATO  C,  IIDA  A,  TAKANO  Y,  et  al.  Numerical
                  (6): 060904.                                       prediction of aerodynamic noise radiated from low Mach
             [17] JOVANOVIĆ  M  R,  SCHMID  P  J,  NICHOLS  J  W.    number turbulent wake[C]// Proceedings of 31st Aero‑
                   Sparsity-promoting  dynamic  mode  decomposition[J].   space  Sciences  Meeting.  Reston,  Virginia:  AIAA,
                   Physics of Fluids, 2014, 26(2): 024103.           1993: 145.
             [18] SIEBER  M,  PASCHEREIT  C  O,  OBERLEITH‑
                   NER  K.  Spectral  proper  orthogonal  decomposition[J].   第一作者: 朱剑月(1973—),男,博士,副教授。
                   Journal of Fluid Mechanics, 2016, 792: 798-828.       E-mail: zhujianyue@tongji.edu.cn
             [19] GAO M, CAO X Q, LIU B N, et al. Comparison of   通信作者: 贾  青(1979—),女,博士,副教授。
                   the atmospheric 200 hPa jet’s analyses between proper   E-mail:prodigyjia@163.com
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