Three-dimensional propagation of the transmitted shock wave in a square cross-sectional chamber

Shock Waves

Volumn 13, Issue 2, 2003, Pages 103-111

  Jiang, Z ^a   Wang, C ^a   Miura, Y ^b   Takayama, K ^c  

^a INSTITUTE OF MECHANICS   (China)

^b YAMAGUCHI UNIVERSITY   (Japan)

^c TOHOKU UNIVERSITY   (Japan)

Author keywords

CFD validation; Mach reflection; Numerical simulation; Shock waves

Indexed keywords

EID: 0141685596     PISSN: 09381287     EISSN: None     Source Type: Journal    
DOI: 10.1007/s00193-003-0197-y     Document Type: Article

References (16)

1. Abe A, Takayama K (1989) Shock wave diffraction from the open end of a shock tube. Proc of 17th Int Symp on Shock Wavews and Shock Tubes, 270-275
2. Abe A, Watanabe M, Suzuki K (1991) Three dimensional flow structure behind a shock wave discharged from a rectangular cross section shock tube. Takayama (ed) Proc 18th Int Symp Shock Waves, 209-212
3. Ben-Dor G (1992) Reflection of Shock Waves. Springer Verlag, New York
4. Casey TR, Takayama K (1991) Laser interferometry IV: computer-aided interferometry. Proc of Int Society for Optical Eng, 1553-1558
5. Grönig H (1989) Past, present and future of shock wave focusing research. Proc of Int Workshop on Shock Wave Focusing, Sendai, Japan, 1-37
6. Hornung H (1986) Regular and Mach reflection of shock waves. Ann Rev Fluid Mech 18:33-58
7. Jiang Z (1993) Study on the finite difference theory and numerical methods of weak solution problems. Thesis, Peking University, Beijing, China
8. Jiang Z, Takayama K, Chen YS (1995) Dispersion conditions for non-oscillatory shock capturing schemes and its applications. Comp Fluid Dynamics J 2:137-150
9. Jiang Z, Onodera O, Takayama K (1999) Evolution of shock waves and the primary vortex loop discharged from a square cross-sectional tube, Shock Waves 9:1-10
10. Jiang Z, Takayama K (1999) An investigation into the validation of numerical solutions of complex flowfields. J Comp. Phys. 151:479-497
11. Meguro T, Takayama K, Onodera O (1997) Three-dimensional shock wave reflection over a corner of two intersecting wedges. Shock Waves 7:107-121
12. Skews BW (1967) The perturbed region behind a diffracting shock wave. J Fluid Mech. 29:705-719
13. Takayama K, Inoue O (1991) Shock wave diffraction over a 90 degree sharp corner: Poster presented at 18th ISSW. Shock Waves 1:301-312
14. Terao K (1984) Temperatures in imploding detonation waves. Jap J Appl Phys 23:27-33
15. Warming RF, Hyett BJ (1974) The modified equation approach to the stability and accuracy analysis of finite-difference methods. J Comp. Phys. 14:159-179
16. Watanabe M, Takayama K (1992) Visualization of shock waves phenomena by using double exposure holographic interferometry. J Visualization Soc Japan, 12:151-154