2015
DOI: 10.1016/j.ces.2014.07.064
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A two-fluid model with a tensor closure model approach for free surface flow simulations

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Cited by 14 publications
(7 citation statements)
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“…The problem was modeled numerically with the commercial package ANSYS-FLUENT v. 16.2 using a combination of the two-fluid and volume-of-fluid methods (to track the position of the two-phase interface) and a new model for the interfacial momentum transfer term [32]. A comparison between spatio-temporal displacement maps constructed using the image processing data and the numerical simulation results revealed an encouraging agreement for the phase distribution (liquid height), dominating frequency and average velocity of the flow structures in the flow developing region (relative errors of 6.8% and -7.4% for Cases #1 and #2).…”
Section: Discussionmentioning
confidence: 99%
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“…The problem was modeled numerically with the commercial package ANSYS-FLUENT v. 16.2 using a combination of the two-fluid and volume-of-fluid methods (to track the position of the two-phase interface) and a new model for the interfacial momentum transfer term [32]. A comparison between spatio-temporal displacement maps constructed using the image processing data and the numerical simulation results revealed an encouraging agreement for the phase distribution (liquid height), dominating frequency and average velocity of the flow structures in the flow developing region (relative errors of 6.8% and -7.4% for Cases #1 and #2).…”
Section: Discussionmentioning
confidence: 99%
“…Turbulence was solved using the k-x SST model with the Egorov [30] interfacial damping parameter assumed equal to 100 and 10 for Cases #1 (slug flow) and #2 (plug flow), respectively [31]. The interfacial momentum transfer model of Rezende et al [32] was implemented via the UDF (user defined function) feature. The momentum and mass conservation equations were discretized via a third-order MUSCL scheme.…”
Section: Mathematical Modelingmentioning
confidence: 99%
“…Special attention was paid to stratified flows and large interfaces with modeling of interface features below grid scale. This has been realized with VOF‐like methods without reconstruction in two‐fluid formulation 19‐24 . Contrary to that, a VOF‐like approach without interface reconstruction was combined with Euler‐Euler modeling for dispersed flows strictly limited to two fields, representing both physical phases, for example, a gas and a liquid phase 25‐30 .…”
Section: Introductionmentioning
confidence: 99%
“…The VOF model has been used in the literature to simulate several complex problems in engineering, such as: the transient behavior of lubricant inside hermetic compressors (Lückmann et al, 2009;andAlves et al 2011 &; two phase flows in tubes and ducts (Soleymani et al, 2008;Da Riva and Del Col, 2009;Kashid et al, 2010;Hernandez-Perez et al, 2011;Horgue et al, 2012;Magnini et al, 2013;Ratkovich et al, 2013;Karami et al, 2014;Saad et al, 2014;Bortolin et al, 2014); modeling of the Rayleigh-Taylor Instabilities (Bilger et al 2017); simulation of the dam break problem (Minussi and Maciel, 2012;Caron et al, 2015). Although very useful, the VOF model has limitations specially regarding the momentum transfer through the interface (Rezende et al, 2014). Rezende et al (2014) developed a novel approach to close the interfacial modeling for two-phase flow modeling with the VOF method.…”
Section: Introductionmentioning
confidence: 99%
“…Although very useful, the VOF model has limitations specially regarding the momentum transfer through the interface (Rezende et al, 2014). Rezende et al (2014) developed a novel approach to close the interfacial modeling for two-phase flow modeling with the VOF method.…”
Section: Introductionmentioning
confidence: 99%