Nonlinear rupture theory of a thin liquid film with insoluble surfactant

Chi Chuan Hwang; Chaur Kie Lin; Da Chih Hou; Wu Yih Uen; Jenn Sen Lin

doi:10.1115/1.2820706

Nonlinear rupture theory of a thin liquid film with insoluble surfactant

Chi Chuan Hwang, Chaur Kie Lin, Da Chih Hou, Wu Yih Uen, Jenn Sen Lin

Department of Engineering Science

Research output: Contribution to journal › Article › peer-review

3 Citations (Scopus)

Abstract

Effects of insoluble surfactant on the dynamic rupture of a thin liquid film coated on a flat plate are studied. The strong nonlinear evolution equations derived by the integral method are solved by numerical method. The results show that enhancing (weakening) the Marangoni effect (the surface diffusion effect) will delay the rupture process. Furthermore, the rupture time predicted by the integral theory is shorter than that predicted by the long-wave expansion method. In addition, the quantitative difference in the rupture time predicted by two models enlarges with the increase of Marangoni effect, however, without obvious change as the diffusion effect increases.

Original language	English
Pages (from-to)	598-604
Number of pages	7
Journal	Journal of Fluids Engineering, Transactions of the ASME
Volume	120
Issue number	3
DOIs	https://doi.org/10.1115/1.2820706
Publication status	Published - 1998 Sep

All Science Journal Classification (ASJC) codes

Mechanical Engineering

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abstract = "Effects of insoluble surfactant on the dynamic rupture of a thin liquid film coated on a flat plate are studied. The strong nonlinear evolution equations derived by the integral method are solved by numerical method. The results show that enhancing (weakening) the Marangoni effect (the surface diffusion effect) will delay the rupture process. Furthermore, the rupture time predicted by the integral theory is shorter than that predicted by the long-wave expansion method. In addition, the quantitative difference in the rupture time predicted by two models enlarges with the increase of Marangoni effect, however, without obvious change as the diffusion effect increases.",

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AU - Hwang, Chi Chuan

AU - Lin, Chaur Kie

AU - Hou, Da Chih

AU - Uen, Wu Yih

AU - Lin, Jenn Sen

PY - 1998/9

Y1 - 1998/9

N2 - Effects of insoluble surfactant on the dynamic rupture of a thin liquid film coated on a flat plate are studied. The strong nonlinear evolution equations derived by the integral method are solved by numerical method. The results show that enhancing (weakening) the Marangoni effect (the surface diffusion effect) will delay the rupture process. Furthermore, the rupture time predicted by the integral theory is shorter than that predicted by the long-wave expansion method. In addition, the quantitative difference in the rupture time predicted by two models enlarges with the increase of Marangoni effect, however, without obvious change as the diffusion effect increases.

AB - Effects of insoluble surfactant on the dynamic rupture of a thin liquid film coated on a flat plate are studied. The strong nonlinear evolution equations derived by the integral method are solved by numerical method. The results show that enhancing (weakening) the Marangoni effect (the surface diffusion effect) will delay the rupture process. Furthermore, the rupture time predicted by the integral theory is shorter than that predicted by the long-wave expansion method. In addition, the quantitative difference in the rupture time predicted by two models enlarges with the increase of Marangoni effect, however, without obvious change as the diffusion effect increases.

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ER -

Nonlinear rupture theory of a thin liquid film with insoluble surfactant

Abstract

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