Dusty shock waves- an update

Applied Mechanics Reviews

Volumn 49, Issue 10, 1996, Pages S141-S146

  Ben Dor, G ^a  

^a BEN GURION UNIVERSITY OF THE NEGEV   (Israel)

Author keywords

[No Author keywords available]

Indexed keywords

DUST; GASES; MATHEMATICAL MODELS; NUMERICAL METHODS; SUSPENSIONS (FLUIDS); TWO PHASE FLOW; UNSTEADY FLOW; WAVE PROPAGATION;

DUST ENTRAINMENT PHENOMENON; DUST GAS SUSPENSIONS; DUSTY SHOCK WAVES;

SHOCK WAVES;

EID: 0030258195     PISSN: 00036900     EISSN: None     Source Type: Journal    
DOI: 10.1115/1.3101965     Document Type: Article

References (21)

1. Igra O and Ben-Dor G (1988), Dusty Shock Waves, Appl Mech Rev, 41(11), 379-437.
2. Sommerfeld M (1984), Instationäre Stosswellenausbreitung in Gas- Teilchen-Gemiscen, PhD Thesis, Faculty of Mechanical Engineering, RWTH Aachen, Aachen, Germany.
3. Sommerfeld M (1985), Unsteadiness of Shock Waves Propagating through Gas-Particle Mixtures, Exp Fluids, 3, 197-206.
4. Geng JH, van de Ven A, Yu Q, Zhang F, and Gronig H (1994), Interaction of a Shock Wave with a Two-Phase Interface, Shock Waves., 3, 193-199.
5. Clift R, Grace JR, and Weber ME (1978), Bubbles, Drops and Particles, Academic Press, New York, NY.
6. Igra O and Takayama K (1993), Shock Tube Study of the Drag Coefficient of a Sphere in a Nonstationary Flow, Proc of the Royal Society of London, Ser B, 42, 231-247.
7. Drake RM (1961), Discussion on the paper entitled "Forced Convection Heat Transfer from an Isothermal Sphere to Water by GC Violet and G Leppert, ASME JHeat Trans, 83, 170-175.
8. Olim M, Ben-Dor G, Mond M, and Igra O (1990), General Attenuation Law of Moderate Planar Shock Waves Propagating into Dusty Gases with Relatively High Loading Ratios of Solid Particles, Fluid Dyn Res, 6(3-4), 185-200.
9. Boris JP and Book DL (1973), Flux-Corrected Transport -1; SHASTA, A Fluid Transport Algorithm That Works, J of Comput Phys, 11, 38.
10. Book DL, Boris JP, and Hain K (1975), Flux-Corrected Transport - II: Generalization of the Method, J of Comput Phys, 18, 248-283.
11. Aizik F, Ben-Dor G, Elperin T, Igra O, Mond M, and Gronig H (1995), Attenuation Law of Planar Shock Waves Propagating Through Dust Gas Suspensions, AIAA J, 33(5), 953-955.
12. Glimm J (1965), Solution in the Large for Nonlinear Hyperbolic System Equations, Comm. Pure Appl Math, 18, 95-105.
13. Sod GA (1977), Numerical Study of a Converging Cylindrical Shock, J Fluid Mech, 83, 785-794.
14. Elata D, Ben-Dor G, and Igra O (1989), Effect of Distributions of Particle Nonuniformities on the Flow Field Behind Steady Normal Shock Waves, Ini J of Heat and Fluid Flow, 10(2), 152-159.
15. Olim M, Igra O, Mond M and Ben-Dor G (1990), Numerical Investigation of the Flow Field Behind a Shock Wave Propagating into a Carbon-Oxygen Suspension, Phys Fluids A, 2(8), 1393-1403.
16. Olim M, Ben-Dor G, Mond M, and Igra O (1990), Investigation of the Flow Field Developed Behind a Planar Shock Wave Propagating into a Reactive Gas Solid Suspension, KSME J, 4(2), 167-171.
17. Sommerfeld M (1994), Structure of Particle-Laden, Underexpanded Free Jets, Shock Waves, 3, 299-311.
18. Ben-Dor G (1995), Dust Entrainment by Means of a Planar Shock Induced Vortex over Loose Dust Layers, Shock Waves, 4, 285-288.
19. Jiang JP, Igra O, Elperin T, and Falcovitz J (1995), Head-On Collision of a Planar Shock Wave with a Dusty Gas Layer, Proc of the 20th Int Symposium on Shock Waves, Pasadena, CA.
20. Elperin T, Igra O, and Ben-Dor G (1988), Rarefaction Waves in Dusty Gases, Fluid Dyn Res, 4(4), 229-238.
21. Ben-Dor G, Igra O, and Elperin T (1988), Head-On Collision of Normal Rarefaction Waves in Dusty Gases, Int J of Heat and Fluid Flow, 9(2), 174-181.