Computation and flow visualization in high-speed aerodynamics

Journal of Turbulence

Volumn 6, Issue , 2005, Pages

  Hadjadj, A ^a   Kudryavtsev, A ^b  

^a UNIVERSITÉ ET INSA DE ROUEN   (France)

^b KHRISTIANOVICH INSTITUTE OF THEORETICAL AND APPLIED MECHANICS   (Russian Federation)

Author keywords

[No Author keywords available]

Indexed keywords

AERODYNAMICS; FLOW VISUALIZATION; SUPERSONIC FLOW; TURBULENT FLOW;

EID: 28644450878     PISSN: 14685248     EISSN: 14685248     Source Type: Journal    
DOI: 10.1080/14685240500209775     Document Type: Article

References (49)

1. Yee, H.C., Sandham, N.D. and Djomehri, M.J., 1999, Low-dissipative high-order shock-capturing methods using characteristic-based filters. Journal of Computational Physics, 150, 199-238.
2. Yee, H.C., Sjögreen, B., Sandham, N.D. and Hadjadj, A., 2000, Progress in the development of a class of efficient low dissipative high order shock-capturing methods. Technical Report, 11, RIACS, USRA.
3. Harten, A., Engquist, B., Osher, S. and Chakravarty, S.R., 1987, Uniformly high-order accurate essentially non-oscillatory schemes iii. Journal of Computational Physics, 71, 231-303.
4. Shu, C.W. and Osher, S., 1989, Efficient implementation of essentially non-oscillatory shock-capturing schemes ii. Journal of Computational Physics, 83, 32-78.
5. Liu, X.D., Osher, S. and Chan, T., 1994, Weighted essentially non-oscillatory schemes. Journal of Computational Physics, 115, 200-212.
6. Jiang, G. and Shu, C.W., 1996, Efficient implementation of Weighted ENO schemes. Journal of Computational Physics, 126, 202-228.
7. Balsara, D.S. and Shu, C.W., 2000, Monotonicity preserving weighted essentially non-oscillatory schemes with increasingly high-order of accuracy. Journal of Computational Physics, 160, 405-452.
8. Van Dyke, M., 1982, An Album of Fluid Motion. Department of Mechanical Engineering (Stanford, CA: The Parabolic Press).
9. Kleine, H., 2001, Flow Visualization. In: G. Ben-Dor, O. Igra and E. Elperin (Eds), Handbook of Shock Waves, Chapter 5.1, First edition (Boston: Academic Press).
10. Havener, G., 1994, Computational flow imaging: fundamentals and history. AIAA Paper, 2615.
11. Settles, G.S., 2001, Schlieren and Shadowgraph Techniques: Visualizing Phenomena in Transparent Media. (Berlin Heidelberg, New York: Springer-Verlag).
12. Yates, L.A., 1993, Images constructed from computed flowfields. AIAA Journal, 31, 1877-1884.
13. Quirk, J.J., 1994, A contribution to the great Riemann solver debate. International Journal of Numerical Methods in Fluids, 18, 555-574.
14. Quirk, J.J., 1998, AMRITA - A computational facility (for CFD modelling). VKI 29th CFD series, 23-27.
15. Gleize, V., Schiestel, R. and Couaillier, V., 1996, Multiple scale modeling of turbulent nonequilibrium boundary layer flows. Physics of Fluids, 8, 2716-2732.
16. Schiestel, R., 1987, Multiple-time-scale modeling of turbulent flows in one point closures. Physics of Fluids, 30, 722-731.
17. Kim, S.W., 1990, Numerical investigation of separated transonic turbulent flows with a multiple-time-scale turbulence model. TM 102499 ICOMP, 90, NASA.
18. Nagano, Y., Kondoh, M. and Shimada, M., 1997, Multiple time-scale turbulence model for wall and homogeneous shear flows based on direct numerical simulations. International Journal of Heat and Fluid Flow, 18, 346-359.
19. Hanjalić, K., Launder, B.E. and Schiestel, R., 1980, Multiple-time-scale concepts turbulent transport modeling. In L.J.S. Bradbury, D. Durst, B.E. Launder, F.W. Schmidt and J.H. Whitelaw (Eds), (Berlin: Springer), pp. 36-49.
20. Grégoire, G., Souffland, D., Gauthier, S. and Schiestel, R., 1999, A two-time-scale turbulence model for compressible flows: Turbulence dominated by mean deformation interaction. Physics of Fluids, 11, 3793-3807.
21. Jones, W.P. and Launder, B.E., 1972, The prediction of laminarization with a two-equation model of turbulence. International Journal of Heat and Mass Transfer 15, 301-314.
22. Gleize, V., 1994, Simulation numérique d'ecoulements turbulents compressibles hors equilibre à l'aide de Schémas Multi-échelles. Ph.D. thesis, University of Aix-Marseille II, France.
23. Hadjadj, A., Vandromme, D. and De Chantérac, L., 1997, Computations of compressible turbulent flows with multiple-time-scale models. In the Proceedings of the 11th Turbulent Shear Flow, 3, 321-326.
24. Yee, H.C., 1997, Explicit and implicit multidimensional compact high-resolution shock-capturing methods: formulation. Journal of Computational Physics, 131, 216-232.
25. Harten, A., 1983, High resolution scheme for hyperbolic conservation laws. Journal of Computational Physics, 49, 357-393.
26. Blin, L., Hadjadj, A. and Vervisch, L., 2003, Large eddy simulation of turbulent flows in reversing systems. Journal of Turbulence, 4, 1-19.
27. Rudy, D. and Strikwerda, J., 1980, A non-reflecting outflow boundary condition for subsonic Navier-Stokes calculations. Journal of Computational Physics, 36, 55-70.
28. Liepmann, H.W. and Roshko, A., 1957, Elements of Gas Dynamics (New York: John Wiley).
29. Délery, J., Copy, C. and Reisz, J., 1980, Analyse au vélocimètre laser bidirectionnel d'une interaction choc /couche limite turbulente avec décollement étendu. Technical Report 7078 AY 014, 37, ONERA.
30. Bailly, D., François, C., Pilon, J. and Regard, D., 1994, Qualification en subsonique des écoulements issus de la tuyère de référence et de la tuyère ventillée. Technical Report 3482 AY, ONERA, 51.
31. AGARD, Aerodynamics of 3-D Aircraft Afterbodies, 1995, AGARD Advisory Report, 318.
32. Jiang, Z., Takayama, K., Babibsky, H. and Meguro, T., 1997, Transient shock wave flows in tubes with a sudden change in cross section. International Journal of Shock Waves, 7, 151-162.
33. Smith, C.E., 1966, The starting process in a hypersonic nozzle. Journal of Fluid Mechanics, 24, 625-640.
34. Amann, H.O., 1967, Experimental study of the starting process in a reflection nozzle. Physics of Fluids, 12, 150-153.
35. Saito, T., Timofeev, E.V., Sun, M. and Takayama, K., 1999, Numerical and experimental study of 2-D nozzle starting process. In the Proceedings of the 22nd ISSW, Imperial College, London, UK, 18-23 July. Paper No. 4090.
36. Prodromou, P. and Hillier, R., 1992, Computation of unsteady nozzle flows. In the Proceedings of the 18th ISSW, Sendai, Japan, 24, 1113-1118.
37. Igra, O., Wang, L., Falcovitz, J. and Amann, O., 1998, Simulation of the starting flow in a wedge-like nozzle. International Journal of Shock Waves, 8, 235-242.
38. Jacobs, P.A., 1991, Simulation of transient flow in a shock tunnel and a high Mach number nozzle. NASA CR 187606.
39. Tokarcik-Polsky, S. and Cambier, J.L., 1994, Numerical study of transient flow phenomena in shock tunnels. AIAA Journal, 32, 971-978.
40. Chen, C.L., Chakravarty, S.L. and Hung, C.M., 1994, Numerical investigation of separated nozzle flows. AIAA Journal, 32, 1836-1843.
41. Mouronval, A.S., Hadjadj, A., Kudryavtsev, A. and Vandromme, D., 2003, Numerical investigation of transient nozzle flow. International Journal of Shock Waves, 12, 403-411.
42. Schardin, H., 1957, High frequency cinematography in the shock tube. Journal of Photographic Science, 5, 19-26.
43. Sivier, S., Loth, E., Baum, J. and Lohner, R., 1992, Vorticity producted by shock wave diffraction. International Journal of Shock Waves, 2, 31-41.
44. Chang, S.M. and Chang, K.S., 2000, On the shock-vortex interaction in Schardin's problem. International Journal of Shock Waves, 10, 333-343.
45. Kudryavtsev, A. and Khotyanovsky, D. 2000, Numerical simulation of the spatial evolution of the instabilities in a supersonic plane jet. In: C. Dopazo et al. (Eds), Advances in Turbulence VIII, Proceedings of the Eighth European Turbulence Conference, (Barcelona, Spain, 27-30 June), pp. 161-164.
46. Watanabe, D., and Maekawa, H., 2002, Transition of supersonic plane jet due to symmetric/antisymmetric unstable modes. Journal of Turbulence, 3, 1-17.
47. Gill, A.E., 1965, Instabilities of "top-hat" jets and wakes in compressible fluids. Physics of Fluids, 8, 1428-1430.
48. Kumar, A.S., Bushnell, D.M. and Hussaini, M.Y., 1987, A mixing augmentation technique for hypervelocity scramjets. AIAA Paper, 1882.
49. Ramaswamy, M., Loth, E. and Dutton, J.G., 1996, Free shear layer interaction with an expansion compression wave pair. AIAA Journal, 34, 565-571.