The Characteristic Analysis of the Surface Wave of Film under Different Surface Tension

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Abstract:

With the change of the relation between the Bond numbers and 1/3, the different control equations with different dispersion item for the surface wave was obtained. The equation under tension and bottom was reduced from the potential flow theory with the little parameter perturbation technique, and then was solved by using the pseudo-spectral method. The waterfall of the surface wave was simulated with software. The results show, that different surface tension has significant effect on the film surface and there are some solitary-like wave.

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Key Engineering Materials (Volumes 373-374)

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778-781

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March 2008

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© 2008 Trans Tech Publications Ltd. All Rights Reserved

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[1] S. Jayanti, G. F. Hewitt, Int. J. Heat Mass Transfer. 40(1997) 179-190.

Google Scholar

[2] R. M Roberts, H. C Chang, Chemical Engineering Science. 55 (2000)1127-1141.

Google Scholar

[3] J.A. Moriarty, L. W. Schwartz, Phys. Fluids A. 3(1991) 733-742.

Google Scholar

[4] T. G. Myers, SIAM Rev. 40(1998) 441-462.

Google Scholar

[5] M. Vlachogiannis, V. Bontozoglou, J. Fluid Mech. 457(2002) 133-156.

Google Scholar

[6] Serafim Kalliadasis, G. M. Homsy, J. Fluids. Mech. 448 (2001) 387-410.

Google Scholar

[7] Katerina Serifi, Nikolaos A. Malamataris , Vasilis Bontozoglou, International Journal of Thermal Sciences. 43(2004)761-767.

DOI: 10.1016/j.ijthermalsci.2004.02.016

Google Scholar

[8] C. Y. Wang, A.I. Ch.E. Journal. 27 (1981)207-212.

Google Scholar

[9] Jun Liu, J.P. Gollub, Phys. Fluids. 6 (1994)1702-1712.

Google Scholar

[10] A. G. Davis, A. D. Heathershaw,J. Fluids. Mech. 144(1984) 419-443.

Google Scholar

[11] Tomoaki Kunugi, Chiaki Kino, Fusion Engineering and Design. 65 (2003) 387-392.

Google Scholar