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Experimental study of resonant interactions of instability waves in self-similar boundary layer with an adverse pressure gradient: II. Detuned resonances

Article: N63 | Received 20 Jun 2002, Published online: 24 Jan 2011

References

References

  • Borodulin , V I , Kachanov , Y S and Koptsev , D B . 2002 . Experimental study of resonant interactions of instability waves in self-similar boundary layer with an adverse pressure gradient: I. Tuned resonances . J. Turbulence , 3 : 062
  • Borodulin , V I , Kachanov , Y S and Koptsev , D B . 2002 . Experimental study of resonant interactions of instability waves in self-similar boundary layer with an adverse pressure gradient: III. Broadband disturbances . J. Turbulence , 3 : 064
  • Corke , T and Gruber , S . 1996 . Resonant growth of three-dimensional modes in Falkner – Skan boundary layers with adverse pressure gradients . J. Fluid Mech. , 320 : 211 – 33 .
  • Kloker M Fasel H 1990 Numerical simulation of two- and three-dimensional instability waves in two-dimensional boundary layers with streamwise pressure gradient Laminar – Turbulent Transition ed D Arnal and R Michel Berlin Springer p 681
  • Kloker M 1993 Direkte numerische simulation des laminar – turbulenten Strömungsumschlags in einer stark verzögerten Grenzschicht Dissertation, Stuttgart University
  • Kachanov Y S Levchenko V Y 1982 The resonant interaction of disturbances at laminar – turbulent transition in a boundary layer Preprint no, 10–82 Inst. Theor. and Appl. Mech., Siberian Div. USSR Acad. Sci., Novosibirsk (in Russian)See also Kachanov Y S and Levchenko V Y 1984 J. Fluid Mech. 138 209–47
  • Herbert , T . 1988 . Secondary instability of boundary layers . Annu. Rev. Fluid Mech. , 20 : 487 – 526 .
  • Kachanov , Y S , Koptsev , D B and Smorodsky , B V . 2000 . Three-dimensional stability of self-similar boundary layer with a negative Hartree parameter: 2. Characteristics of stability . Thermophys. Aeromech. , 7 : 341 – 51 .
  • Zelman , M B and Maslennikova , I I . 1993 . Tollmien – Schlichting-wave resonant mechanism for subharmonic-type transition . J. Fluid Mech. , 252 : 499 – 578 .

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