Numerical investigations of shock waves in gas-particle mixtures. Evaluation of numerical methods for dusty-gas shock wave phenomena

Shock Waves

Volumn 13, Issue 4, 2003, Pages 299-322

  Saito, T ^a   Marumoto, M ^a   Takayama, K ^a  

^a TOHOKU UNIVERSITY   (Japan)

Author keywords

CFD; Drag coefficient; Dusty gas; Nusselt number; Oblique shock reflection; Shock wave

Indexed keywords

EID: 0347599086     PISSN: 09381287     EISSN: None     Source Type: Journal    
DOI: 10.1007/s00193-003-0217-y     Document Type: Article

References (35)

1. Ben-Dor G, Igra O, Wang L (2001) Shock waves reflections in dust-gas suspensions. Trans. ASME J. Fluid Engr. 123:145-153
2. Carrier GF (1958) Shock waves in a dusty gas. J. Fluid. Mech. 4:376
3. Chapman S, Cowling TG (1961) The mathematical theory of non-uniform gases. Cambridge University Press
4. Clift R, Grace JR, Weber ME (1978) Bubbles, drops and particles. Academic, New York
5. Devals C, Jourdan G, Estivalezes J-L, Meshkov EE, Houas L (2003) Shock tube spherical particle accelerating study for drag coefficient determination. Shock Waves 12:325-331
6. Drake RM (1961) Discussion on G. C. Vliet and G. Leppert forced convection heat transfer from an isothermal sphere to water. ASME, J. Heat Transfer 83(2):170-179
7. Falcovitz J, Igra O (2000) Shock wave structure in dusty gas suspension. In: Takayama K, Sun M (Eds) Proc. of the 14th International Mach Reflection Symposium, Yonezawa Japan, 45-58
8. Fox TW, Rackett CW, Nicholls JA (1978) Shock wave ignition of magnesium powders. In: Ahlborn B, Hertzberg A and Russell D (Eds) Proc. 11th Int. Symp. Shock Tubes and Waves, Seattle: University of Washington Press, 262-268
9. Fuchs NA (1964) The mechanics of aerosols. Macmillan Company, New York
10. Gilbert M, Davis L, Altman D (1955) Velocity lag of particles in linearly accelerated combustion gases. Jet Propulsion 25:26-30
11. Gottlieb JJ, Coskunses CE (1985) Effects of particle volume on the structure of a partially dispersed shock wave in a dusty gas. UTIAS Report Nr. 295
12. Henderson CB (1976) Drag coefficient of spheres in continuum and rarefied flows. AIAA J. 14(6):707-708
13. Henderson LF, Takayama K, Crutchfield WY, Itabashi S (2001) The persistence of regular reflection during strong shock diffraction over rigid ramps. J. Fluid Mech. 431:273-296
14. Igra O, Ben-Dor G (1988) Dusty shock waves. ASME, J. Appl. Mech. Rev. 41(11):379-437
15. Igra O, Takayama K (1991) Shock tube study of the drag coefficient of a sphere in a nonstationary flow. In: Takayama K (Ed) Proc. of the 18th International Symposium on Shock Waves, Sendai, Japan, Vol.1, 491-497
16. Igra O, Elperin I, Ben-Dor G (1999) Dusty gas flow in a converging-diversing nozzle. Trans. ASME J. Fluid Engr. 121:908-913
17. Kim SW, Chang KS (1991) Reflection of shock wave from a compression corner in a particle-laden gas resion. Shock Waves 1:65-73
18. Knudsen JG, Katz DL (1958) Fluid mechanics and heat transfer. McGraw-Hill, New York
19. Kriebel AR (1964) Analysis of normal shock waves in particle laden gas. Trans. ASME J. Bas. Engr. pp 655-665
20. Miura H, Glass II (1982) On a dusty-gas shock tube. Proc. R. Soc. Lond. A 382:373-388
21. Miura H, Saito T, Glass II (1986) Shock-wave reflection from a rigid wall in a dusty gas. Proc. R. Soc. Lond. A 404:55-67
22. Nettleton MA (1977) Shock-wave chemistry in dusty gases and fogs: a review. Combustion and Flame 28:3-16
23. Otterman B, Levine AS (1974) Analysis of gas-solid particle flows in shock tubes. AIAA J. 12(5):579-580
24. Rudinger G (1964) Some properties of shock relaxation in gas flows carrying small particles. Phys. Fluids 7(5):658-663
25. Rudinger G (1965) Some effects of finite particle volume on the dynamics of gas-particle mixtures. AIAA J. 3(7):1217-1222
26. Rudinger G (1970) Effective drag coefficient for gas-particle flow in shock tubes. Trans. ASME, J. Bas. Eng. D 92:165-172
27. Sainsaulieu L (1995) Finite volume approximation of two phase-fluid flows based on an approximate Roe-type Riemann solver. J. Comp. Phys. 121:1-28
28. Sauer FM (1951) Convective heat transfer from spheres in a free-molecular flow. J. Aerospace Sci. 18:353-354
29. Saurel R, Daniel E, Loraud JC (1994) Two-phase flows: second-order schemes and boundary conditions. AIAA J. 32(6):1214-1221
30. Slater SA, Young JB (2001) The calculation of inertial particle transport in dilute gas-particle flows. Int. J. Multiphase Flow 27:61-87
31. Soo SL (1967) Fluid dynamics of multiphase systems. Blaisdell Publishing Company, Waltham, Massachusetts
32. Strang G (1968) On the construction and comparison of difference schemes. SIAM J. Numer. Anal. 5(3):506-517
33. Thevand N, Daniel E, Loraud JC (1999) On high resolution schemes for solving unsteady compressible two-phase dilute viscous flows. Int. J. Numer. Meth. Fluids 31:681-702
34. Toro EF (1989) A weighted average flux method for hyperbolic conservation laws. Proc. Roy. Soc. London A 423:401-418
35. Toro EF (1997) Riemann solvers and numerical methods for fluid dynamics. Springer, Heidelberg