Compliant coatings: A decade of progress

Applied Mechanics Reviews

Volumn 49, Issue 10, 1996, Pages S147-S157

  Gad El Hak, Mohamed ^a  

^a UNIVERSITY OF NOTRE DAME   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

ACOUSTIC NOISE; BOUNDARY LAYERS; COMPUTATIONAL METHODS; DRAG; FLOW INTERACTIONS; FRICTION; HYDRODYNAMICS; LAMINAR FLOW; MATHEMATICAL MODELS; REYNOLDS NUMBER; TRANSITION FLOW; TURBULENT FLOW;

COMPLIANT COATINGS; FLOW INDUCED NOISE;

PROTECTIVE COATINGS;

EID: 0030257436     PISSN: 00036900     EISSN: None     Source Type: Journal    
DOI: 10.1115/1.3101966     Document Type: Article

References (60)

1. Aleyev YG (1977), Nekton, DR W Junk bv Publishers, Hague, Netherlands.
2. Au D and Weihs D (1980), At high speeds dolphins save energy by leaping, Nature 284, 548-550.
3. Benjamin TB (1960), Effects of a flexible boundary on hydrodynamic stability, JFluid Mech 9, 513-532.
4. Buckingham AC, Hall MS, and Chun RC (1985), Numerical simulations of compliant material response to turbulent flow, A1AA J 23, 1046-1052.
5. Bushnell DM and Moore KJ (1991), Drag reduction in nature, Amu Rev Fluid Mech 23, 65-79.
6. Bushnell DM, Hefner JN, and As, RL (1977), Effect of compliant wall motion on turbulent boundary layers, Phys Fluids 20, S31-S48.
7. Carpente PW (1988), “Optimization of Compliant Surfaces for Transition Delay,” in Turbulence Management and Relaminarisation, Liepmann HW and Narasimha R (eds), 305-313, Springer-Verlag, Berlin.
8. Carpente PW (1990), “Status of Transition Delay Using Compliant Walls,” in Viscous Drag Reduction in Boundary Layers, Bushnell DM and Hefner JN (eds), Progress in Astronautics and Aeronautics, A1AA vol 123, 79-113.
9. Carpenter PW (1993), Optimization of multiple-panel compliant wall for delay of laminar-turbulence transition, AIAA 731, 1187-1188.
10. Carpenter PW and Garrad AD (1985), Hydrodynamic stability of flow over Kramer-type compliant surfaces - Part 1: Tollmien-Schlichting instabilities, J Fluid Mech 155, 465-516.
11. Carpenter PW and Garrad AD (1986), Hydrodynamic stability of flow over Kramer-type compliant surfaces - Part 2: Flow-induced surface instabilities, J Fluid Mech 170, 199-232.
12. Choi K-S (editor), (1991), Recent Developments in Turbulence Management, Kluwer, Dordrecht, Netherlands.
13. Cooper AJ and Carpenter PW (1995), Effects of Wall Compliance on Instability in Rotating Disc Flow, AIAA Paper No 95-2257, American Institute of Aeronautics and Astronautics, Washington, DC.
14. Daniel AP, Gaster M, and Willis GJK (1987), Boundary Layer Stability on Compliant Surfaces, Final Report No 35020, British Maritime Tech, Teddington, UK.
15. Dixon AE, Lucey AD, and Carpenter PW (1994), Optimization of viscoelastic compliant walls for transition delay, AIAA 732, 256-267.
16. Domaradzki JA and Metcalfe RW (1987), Stabilization of laminar boundary layers by compliant membranes, Phys Fluids 30, 695-705.
17. Duncan JH (1986), Response of an incompressible, viscoelastic coating to pressure fluctuations in a turbulent boundary layer, J Fluid Mech 171, 339-363.
18. Duncan JH (1987), Comparison of wave propagation on the surfaces of simple membrane walls and elastic coatings bounded by a fluid flow, J Sound Vib 119,565-573.
19. Duncan JH (1988), Dynamics of waves at the interface between a two-layer viscoelastic coating and a fluid flow, J Fluids Struct 2, 35-51.
20. Duncan JH and Sirlds JS (1992), Generation of wave patterns on isotropic coatings by pressure fluctuations in a turbulent boundary layer, J Sound Vib 157, 243-264.
21. Duncan JH, Waxman AM, and Tulin MP (1985), Dynamics of waves at the interface between a viscoelastic coating and a fluid flow, J Fluid Mech 158, 177-197.
22. Fraser LA and Carpenter PW (1985), “Numerical investigation of hydroelastic and hydrodynamic instabilities in laminar flows over compliant surfaces comprising one or two layers of viscoelastic material,” in Numerical Methods in Laminar and Turbulent Flow, Taylor C et al (ed), 1171-1181, Pineridge Press, Swansea, UK.
23. Gad-el-Hak M (1986a), Boundary layer interactions with compliant coatings: An overview, Appl Mech Rev 39, 511-524.
24. Gad-el-Hak M (1986b), Response of elastic and viscoelastic surfaces to a turbulent boundary layer, J Appl Mech 53, 206-212.
25. Gad-el-Hak M (1987), Compliant coatings research: A guide to the experimentalist, J Fluids Struct 1, 55-70.
26. Gad-el-Hak M (1989), Flow Control, Appl Mech Rev 42, 261-293.
27. Gad-el-Hak M (1994), Interactive control of turbulent boundary layers: A futuristic overview, AIAA 732, 1753-1765.
28. Gad-el-Hak M (1996), Modern developments in flow control, Appl Mech Rev 49, 365-379.
29. Gad-el-Hak M, Blackwelder RF, and Riley JJ (1984), Interaction of compliant coatings with boundary-layer flows, J Fluid Mech 140, 257-280.
30. Garrad AD and Carpenter PW (1982), Theoretical investigation of flow-induced instabilities in compliant coatings, J Sound Vib 85, 483-500.
31. Gaster M (1988), “Is the Dolphin a Red Herring?”, in Turbulence Management and Relaminarisation, Liepmann HW and Narasimha R (eds), 285-304, Springer-Verlag, Berlin.
32. Gray J (1936), Studies in animal locomotion - VI: The propulsive powers of the dolphin, J Exp Biol 13, 192-199.
33. Hansen RJ and Hunston DL (1974), Experimental study of turbulent flows over compliant surfaces, J Sound Vib 34, 297-308.
34. Hess DE (1990), Experimental Investigation of a Compliant Surface beneath a Turbulent Boundary Layer, PhD Dissertation, Johns Hopkins University, Baltimore, Maryland.
35. Hess DE, Peattie RA, and Schwarz WH (1993), Nonintrusive method for the measurement of flow-induced surface displacement of a compliant surface, Exp Fluids 14, 78-84.
36. Huerre P and Monkewitz PA (1990), Local and global instabilities in spatially developing flows, Annu Rev Fluid Mech 22, 473-537.
37. Joslin RD and Morris PJ (1992), Effect of compliant walls on secondary instabilities in boundary-layer transition, AIAA 730, 332-339.
38. Kramer MO (1957), Boundary layer stabilization by distributed damping, 7 Aeronaut Sci 24, 459-460.
39. Kramer MO (1961), Dolphin’s secret, J Am Soc Nav EngTS, 103-107.
40. Landahl MT (1962), Stability of a laminar incompressible boundary layer over a flexible surface, J Fluid Mech 13, 609-632.
41. Lee T, Fisher M, and Schwarz WH (1993a), Measurement of flow-induced surface displacement on a compliant surface by optical holographic inter-ferometry, Exp Fluids 14, 159-168.
42. Lee T, Fisher M, and Schwarz WH (1993b), Investigation of the stable interaction of a passive compliant surface with a turbulent boundary layer, J Fluid Mech 251, 373-401.
43. Lee T, Fisher M, and Schwarz WH (1995), Investigation of the effects of a compliant surface on boundary-layer stability, J Fluid Mech 288, 37-58.
44. Lee T, Fisher M, and Schwarz WH (1996), Experimental study of the boundary-layer nonlinear instability over compliant walls, J Fluid Mech, to appear.
45. Lucey AD and Carpenter PW (1993), Hydroelastic stability of three-dimensional disturbances of a finite compliant panel, J Sound Vib 165, 527-552.
46. Lucey AD and Carpenter PW (1995), Boundary layer instability over compliant walls: comparison between theory and experiment, Phys Fluids 7, 2355-2363.
47. Lumley JL (1992), Comments on turbulence Phys Fluids A 4, 203-211.
48. Metcalfe RW (1994), “Boundary layer control: A brief review,” in Computational Fluid Dynamics '94, Wagner S, Periaux J, and Hirschel E (eds), 5260, Wiley, New York.
49. Metcalfe RW, Battistoni F, Ekeroot J, and Orszag SA (1991), “Evolution of boundary layer flow over a compliant wall during transition to turbulence,” in Proc Boundary Layer Transition and Control Conference, 36.1-36.14, Royal Aeronaut Society, Cambridge, UK.
50. Metcalfe RW, Rutland CJ, Duncan JH, and Riley JJ (1986), Numerical simulations of active stabilization of laminar boundary layers, ALLA J24, 1494-1501.
51. Riley JJ, Gad-el-Hak M, and Metcalfe RW (1988), Compliant coatings, Annu Rev Fluid Mech 20, 393-420.
52. Robinson SK (1991), Coherent motions in the turbulent boundary layer, Annu Rev Fluid Mech 23, 601-639.
53. Sen PK and Arora DS (1988), Stability of laminar boundaiy-layer flow over a flat plate with a compliant surface, J Fluid Mech 197, 201-240.
54. Spalart PR (1988), Direct simulation of a turbulent boundary layer up to Rq = 1410, J Fluid Mech 187, 61-98.
55. Thomas MD (1992a), Resonant triad interaction in flows over rigid and flexible boundaries, J Fluid Mech 234, 417-442.
56. Thomas MD (1992b), Nonlinear stability of flows over compliant walls, J Fluid Mech 239, 657-670.
57. Willis GJK (1986), Hydrodynamic Stability of Boundary Layers over Compliant Surfaces, PhD Thesis, University of Exeter, UK.
58. Yeo KS (1988), Stability of boundary-layer flow over single- and multi-layer viscoelastic walls, J Fluid Mech 196, 359-408.
59. Yeo KS (1990), Hydrodynamic stability of boundary-layer flow over a class of anisotropic compliant walls, J Fluid Mech 220, 125-160.
60. Yeo KS (1992), Three-dimensional stability of boundary-layer flow over compliant walls, J Fluid Mech 238, 537-577.