Numerical simulations of drop deformation in a cylindrical tube using moving and fixed grid methods

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초록

It is quite meaningful in an engineering aspect to investigate liquid drop behaviors in two-phase flow, on which dispersive mixing or overall rheological characteristics heavily depend. There are two approaches numerically to deal with two-phase flow problems, which are the moving- and the fixed-grid methods: that is, interface tracking and interface capturing methods. In this study, we developed multiphase flow codes in both Lagrangian and Eulerian frameworks and compared each solution for the single drop problem in an axisymmetric channel flow. Deformation patterns of drops were observed by these two methods and we have discussed the characteristic features of two methods from the deformation of drop for the moving boundary problems.

키워드

two-phase flow; moving boundary problem; finite element method; level set method; auto-remeshing technique; ENTRANCE REGION; NEWTONIAN DROP; FLOWS; LIQUID
제목
Numerical simulations of drop deformation in a cylindrical tube using moving and fixed grid methods
저자
Kim, See Jo; Hwang, Wook Ryol; Lim, Kyung Hun; Shin, Hyung-Seop
DOI
10.1142/S0217979208047067
발행일
2008-04-30
유형
Article; Proceedings Paper
저널명
International Journal of Modern Physics B
권
22
호
9-11
페이지
1552 ~ 1557