Transition between regular and Mach reflection of shock waves: New numerical and experimental results

Shock Waves

Volumn 11, Issue 3, 2001, Pages 199-207

  Ivanov, M S ^a   Vandromme, D ^b   Fomin, V M ^a   Kudryavtsev, A N ^a,b   Hadjadj, A ^b   Khotyanovsky, D V ^a  

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

^b Unité Mixte de Recherche   (France)

Author keywords

3D effects; Hysteresis phenomenon; Mach reflection; Regular reflection; Steady shock waves; Transition criteria

Indexed keywords

EID: 0035641245     PISSN: 09381287     EISSN: None     Source Type: Journal    
DOI: 10.1007/PL00004075     Document Type: Article

References (18)

1. Ben-Dor G (1991) Shock wave reflection phenomena. Springer Verlag, N.Y., USA
2. Chpoun A, Passerel D, Li H, Ben-Dor G (1995) Reconsideration of oblique shock wave reflections in steady flows. Part 1. Experimental investigation. J Fluid Mech 301: 19-35
3. Hadjadj A, Kudryavtsev AN, Ivanov MS, Vandromme D (1997) Numerical investigation of hysteresis effects and slip surface instability in the steady Mach reflection. Proc. of 21st Int. Symp. on Shock Waves (Great Keppel, Australia, 20-25 July 1997). Panther Publishing, Fyshwick, Australia 2: 841-847
4. Hornung HG, Oertel H, Sandeman RJ (1979) Transition to Mach reflexion of shock waves in steady and pseudosteady flow with and without relaxation. J Fluid Mech 90: 541-560
5. Hornung HG, Robinson ML (1982) Transition from regular to Mach reflection of shock wave. Part 2. The steady-flow criterion. J Fluid Mech 123: 155-164
6. Hornung HG (1986) Regular and Mach reflection of shock waves. Annual Review of Fluid Mech 180: 33-58
7. Ivanov MS, Gimelshein SF, Beylich AE (1995) Hysteresis effect in stationary reflection of shock waves. Phys Fluids 7(4): 685-687
8. Ivanov M, Zeitoun D, Vuilon J, Gimelshein S, Markelov GN (1996a) Investigation of the hysteresis phenomena in steady shock reflection using kinetic and continuum methods. Shock Waves 5(6): 341-346
9. Ivanov MS, Gimelshein SF, Kudryavtsev AN, Markelov GN (1996b) Numerical study of the transition from regular to Mach reflection in steady supersonic flows. International Conference on Numerical Methods in Fluid Dynamics, 394-399 (1996)
10. Ivanov MS, Klemenkov GP, Kudryavtsev AN, Nikiforov SB, Pavlov AA, Fomin VM, Kharitonov AM, Khotyanovsky DV, Hornung HG (1997) Experimental and numerical study of the transition between regular and Mach reflections of shock waves in steady flows. Proc. of 21st Int. Symp. on Shock Waves (Great Keppel, Australia, 20-25 July 1997). Panther Publishing, Fyshwick, Australia 2: 819-824
11. Ivanov MS, Markelov GN, Kudryavtsev AN, Gimelshein SF (1998a) Numerical analysis of shock wave reflection transition in steady flows. AIAA J. 36(11): 2079-2086
12. Ivanov MS, Gimelshein SF, Kudryavtsev AN, Markelov GN, Khotyanovsky DV (1998b) Numerical simulation of three-dimensional regular and Mach reflections of shock waves in steady flows. 4th European CFD Conference 1(2): 869-874
13. Khotyanovsky DV, Kudryavtsev AN, Ivanov MS (1999) Numerical study of transition between steady regular and Mach reflection caused by free-stream perturbations. Proc. of 22nd Int. Symp. on Shock Waves (London, UK, July 18-23, 1999). Imperial Colledge, London, UK, pp. 1261-1266
14. von Neumann J (1943) Oblique reflection of shock waves. Explosive Research Report No 12, Navy Dept. Bureau of Ordonance, Washington DC. US Dept. Comm. Off. Tech. Serv. No PB37079 (Reprinted in Collected Works of J. von Neumann, Pergamon Press, 1963, 6: 238-299
15. Skews BW (1997) Aspect ratio effects in wind tunnel studies of shock wave reflection transition. Shock Waves 8: 373-383
16. Skews BW (2000) Three-dimensional effects in wind tunnel studies of shock wave reflectiony. J Fluid Mech 407: 85-104
17. Sudani N, Sato M, Watanabe M, Noda J, Tate A, Karasawa T (1999) Three-dimensional effects on shock wave reflections in steady flows. AIAA Paper 99-0148
18. Yamamoto S, Daiguji H (1993) Higher-order-accurate upwind schemes for solving the compressible Euler and Navier-Stokes equations. Computers and Fluids 22(2/3): 259-270