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Strong nonlinear rupture theory of thin free liquid films

โœ Scribed by Chi-Chuan Hwang; Jun-Liang Chen; Li-Fu Shen; Cheng-I Weng


Book ID
103896349
Publisher
Elsevier Science
Year
1996
Tongue
English
Weight
593 KB
Volume
231
Category
Article
ISSN
0378-4371

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โœฆ Synopsis


A simplified governing equation with high-order effects is formulated after a procedure of evaluating the order of magnitude. Furthermore, the nonlinear evolution equations are derived by the Kfirrnfi_n-Polhausen integral method with a specified velocity profile. Particularly, the effects of surface tension, van der Waals potential, inertia and high-order viscous dissipation are taken into consideration in these equation. The numerical results reveal that the rupture time of free film is much shorter than that of a film on a fiat plate. It is shown that because of a more complete high-order viscous dissipation effect discussed in the present study, the rupture process of present model is slower than is predicted by the high-order long wave theory.


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