2015
DOI: 10.1016/j.compfluid.2014.07.018
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Multifield hybrid approach for two-phase flow modeling – Part 1: Adiabatic flows

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Cited by 22 publications
(18 citation statements)
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“…With these parameters, the obtained final interface thickness is always equal to 5 cells whatever the initial interface diffusion [27,52]. • the domain integrals of potential energies E p,2 = Ω Cρ 2 gydV and E p,1 = Ω (1−C)ρ 1 gydV in fluid 1 and 2 (with g = g ) and the domain integrals of kinetic energies E k,2 = 1 2 Ω Cρ 2 u 2 dV and E k,1 = 1 2 Ω (1 − C)ρ 1 u 2 dV will also be stored at each time step.…”
Section: Methodsmentioning
confidence: 99%
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“…With these parameters, the obtained final interface thickness is always equal to 5 cells whatever the initial interface diffusion [27,52]. • the domain integrals of potential energies E p,2 = Ω Cρ 2 gydV and E p,1 = Ω (1−C)ρ 1 gydV in fluid 1 and 2 (with g = g ) and the domain integrals of kinetic energies E k,2 = 1 2 Ω Cρ 2 u 2 dV and E k,1 = 1 2 Ω (1 − C)ρ 1 u 2 dV will also be stored at each time step.…”
Section: Methodsmentioning
confidence: 99%
“…Details can be found in [29,47]. The modeling of large interfaces and surface tension forces with the Ishii model is based on a volumetric formulation [27,29,48] taken from [37]. It reads…”
Section: Multi-field Approach (Mfa) 231 a Two-velocity Model For Twmentioning
confidence: 99%
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“…As a first step towards this new approach, we have simplified the general concept by considering the liquid phase as continuous in our simulations. The main results obtained with NEPTUNE CFD are presented in [61][62][63][64].…”
Section: Perspectives: Multifield Approach and Interface Locating Metmentioning
confidence: 99%