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- W2007181646 abstract "This article presents a primitive-variable calculation procedure for a time-dependent deforming interface and its relevant conjugate viscous flows in a multi-fluid system. A deforming fluid/fluid interface boundary is explicitly tracked using a moving mesh. In order to decide the shape of the deforming interface separating two conjugate viscous flows on both sides, a ‘modified Ryskin-Leal method’ is proposed. This is combined with the ‘continuous stress method’ for interfacial velocity, previously developed by the authors, to treat the boundary conditions. The governing equations are solved by the SIMPLE method, which is implemented with high-order schemes to obtain high fidelity of interfacial transport and flow phenomena. The calculation procedure is verified. These include fluid droplets with documented numerical results and air bubbles with experimental data. Further verifications of the algorithm are carried out by numerically studying the dynamic behaviours of a rising air bubble; these dynamic behaviours include the time-dependent rising, deformation, evolution of flow fields, and propagation of concentration field." @default.
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- W2007181646 date "2006-10-14" @default.
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- W2007181646 title "Calculation procedure for time-dependent deforming interfaces in multi-fluid systems" @default.
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- W2007181646 doi "https://doi.org/10.1243/09576509jpe280" @default.
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