Drainage effects on shock wave propagating through aqueous foams

Colloids and Surfaces A: Physicochemical and Engineering Aspects

Volumn 309, Issue 1-3, 2007, Pages 137-150

  Britan, A ^a   Ben Dor, G ^a   Shapiro, H ^a   Liverts, M ^a   Shreiber, I ^a  

^a Department of Mechanical Engineering   (Israel)

Author keywords

Attenuation; Drainage; Foam; Shock wave

Indexed keywords

COMPUTER SIMULATION; DAMPING; DRAINAGE; ENERGY DISSIPATION; FOAMS; WAVE PROPAGATION;

ATTENUATION; BLAST WAVES; FOAM DRAINAGE; SPATIAL VARIATIONS;

SHOCK WAVES;

AQUEOUS SOLUTION; ARTICLE; ATTENUATION; CAMERA; DEVICE; DRAIN; DYNAMICS; ENERGY TRANSFER; FOAM; GAS; IMAGE QUALITY; LIQUID; MATERIALS; MATHEMATICAL ANALYSIS; PRESSURE; PRIORITY JOURNAL; SHOCK WAVE; SOUND TRANSMISSION; TECHNOLOGY; TIME; VELOCITY; VIDEORECORDING; WATER CONTENT;

EID: 34548447186     PISSN: 09277757     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.colsurfa.2007.01.018     Document Type: Article

References (40)

1. Li Q.M., and Meng H. Attenuation or enhancement-a one-dimensional analysis on shock transmission in the solid phase of a cellular material. Int. J. Impact Eng. 27 (2002) 1049-1065
2. Britan A., Zinovik I.N., Mitichkin S.Yu., and Testov V.G. Investigation of processes occurring in the relaxation zone in the action of a shock wave on a gas-liquid foam. Tech. Phys. 41 2 (1996) 111-116
3. Yasuhara M., Kitagawa K., Sakashita S., Tsuzaki Y., and Watanabe S. One-dimensional shock wave interaction with rubber and low-porosity foam. Int. J. Shock Waves 5 (1995) 25-32
4. Lagutov Y.P., Gvozdeva L.G., Sharov Y.L., and Sherbak N.B. Experimental investigation of gas percolation through porous compressible material under the effect of shock wave. Phys. A 241 (1997) 111-117
5. Seitz M.W., and Skews B.W. Effect of compressible foam properties on pressure amplification during shock wave impact. Int. J. Shock Waves 15 (2006) 177-197
6. D. Weaire, S. Hutzler, The Physics of Foams, Oxford, UK, 1999.
7. E.M. Schmidt, G.D. Kahl, Gaseous blast reducer, US Patent N4,392,412 (1983).
8. J.W. Shea, L.L. Pater, Foam filled muzzle blast reducing device, US Patent N4,454,798 (1984).
9. Raspet R., and Griffiths S.K. The reduction of blast noise with aqueous foam. J. Acoust. Soc. Am. 74 6 (1983) 1757-1763
10. D.L. Edberg, S. Schheider, Blast attenuation device and method, US Patent N6,805,035 B2 (2004).
11. Britan A., Zinovik I.N., and Levin V.A. Propagation of shock waves along a column of foam with a density gradient. Prikl. Mech. Tech. Fiz. 2 (1992) 27-32 (in Russian)
12. Britan A.B. Shock wave transmission in a protective foam shield. Teplofizika Vysokikh Temperatur 31 3 (1993) 439-443 (in Russian)
13. Surov V.S. Calculation of the interaction between pressure waves and a target in the presence of a foamy shield. Combust. Explo. Shock Waves 32 6 (1996) 702-706
14. Vasil'ev E.I., Mitichkin S.Yu., Testov V.G., and Khaibo H. Numerical simulation and experimental research on the effect of syneresis on the propagation of shock waves in a gas-liquid foam. Tech. Phys. 42 11 (1997) 1241-1248
15. Vasil'ev E.I., Mitichkin S.Yu., Pertsov A.V., Testov V.G., and Khaibo H. Dynamics of pressure for shock wave loading of aqueous foams. Tech. Phys. 68 7 (1998) 19-23
16. Vasil'ev E.I., Mitichkin S.Yu., Pertsov A.V., Testov V.G., and Khaibo H. The influence of syneresis on shock wave propagation in foams. Kolloidny Zhurnal 61 2 (1999) 172-179
17. Bhakta A., and Ruckenstein E. Drainage of a standing foam. Langmuir 11 (1995) 1486-1492
18. Desai D., and Kumar R. Flow through a plateau border of cellular foam. Chem. Eng. Sci. 38 (1982) 1361-1370
19. Koehler S.A., Hilgenfeld S., and Stone H.A. A generalized view of foam drainage: experiment and theory. Langmuir (2000) 6327-6341
20. Koehler S.A., Hilgenfeld S., and Stone H.A. Liquid flow through aqueous foams: the node-dominated foam drainage equation. Phys. Rev. Lett. 82 21 (1999) 4232-4235
21. Verbist G., Weaire D., and Kraynik A.M. The foam drainage equation. J. Phys. Condens. Matter 8 (1996) 3715-3731
22. Saint-Jalmes A., and Langevin J. Time evolution of aqueous foams: drainage and coarsening. J. Phys. Condens. Matter 14 (2002) 93-97
23. Podual K., Kumar R., and Gandhi K.S. A new model for drainage of static foams. Chem. Eng. Sci. 51 9 (1996) 1393-1403
24. Magrabi S.A., Dlugogorski B.Z., and Jameson G.J. Free drainage in aqueous foams: model and experimental study. AIChE J. 47 2 (2001) 314-327
25. Magrabi S.A., Dlugogorski B.Z., and Jameson G.J. A comparative study of drainage characteristics in AFFF and FFFP compressed-air fire-fighting foams. Fire Safety J. 371 (2002) 21-52
26. Kann K.B. Capillary Hydrodynamics of Foams (1989), Novosibirsk, Nauka, Sib. Otd. Akad., Nauk SSSR (in Russian)
27. Krasinski J.S. Some aspects of the fluid dynamics of liquid-air foams of high dryness fraction. Prog. Aerospace Sci. 29 (1992) 125-163
28. Carrier V., Destouesse S., and Colin A. Foam drainage: a film contribution. Phys. Rev. E 65 (2002) 0614041-0614049
29. Britan A., Ben-Dor G., Igra O., and Shapiro H. Shock waves attenuation by granular filters. Int. J. Multiphase Flow 27 (2001) 617-634
30. Cheng H.C., and Lemlich R. Errors in the measurements of bubble size distribution in foam. Ind. Eng. Chem. Fund. 38 (1983) 105-109
31. Barigou M., Deshpande N.S., and Wiggers F.N. An enhanced electrical resistance technique for foam drainage measurement. Colloid Surf. A 189 (2001) 237-246
32. Ben-Dor G., Mazor G., Igra O., Sorek S., and Onodera H. Shock wave interaction with cellular materials. II. Open cell foams-experimental and numerical results. Int. J. Shock Waves 3 (1994) 167-178
33. Ben-Dor G., Mazor G., Cederbaum G., and Igra O. Well tailored compressive stress strain relations for elastometric foams. J. Mater. Sci. 31 (1996) 1107-1113
34. Ben-Dor G., and Zaretsky E. Head-on interaction of plane shock waves with polyurethane foams-a semi-empirical model. Arch. Appl. Mech. 64 364 (1994) 372
35. Avalle M., Belingardi G., and Montanini R. Characterization of polymeric structural foams under compressive impact loading by means of energy-absorbing diagram. Int. J. Impact Eng. 25 (2001) 455-472
36. Gelfand B.E., Gubin S.A., Kogarko S.M., and Popov O.E. Investigation of the special characteristics of propagation and reflection of pressure waves in a porous medium. Sov. J. Appl. Math. Tech. Phys. 6 (1975) 74-77
37. Pertsov A.V. On the problem of dispersion work. Colloid J. 68 1 (2006) 120-122
38. Britan A., and Levy A. Weak shock wave interaction with inert granular media. In: Ben-Dor G., Igra O., and Elperin T. (Eds). Handbook of Shock Waves vol. 2 (2001), Academic Press, USA 597-666
39. Skews B.W., Levy A., and Levi-Hevroni D. Shock wave propagation in porous media. In: Ben-Dor G., Igra O., and Elperin T. (Eds). Handbook of Shock Waves vol. 2 (2001), Academic Press, USA 546-596
40. Levy A., Ben-Dor G., Skews B.W., and Sorek S. Head-on collision of normal shock waves with rigid porous materials. Exp. Fluids 15 (1993) 183-190