InterFOAM

Evaluating the performance of the two-phase flow solver interFoam. The performance of the open source multiphase flow solver, interFoam, is evaluated in this work. The solver is based on a modified volume of fluid (VoF) approach, which incorporates an interfacial compression flux term to mitigate the effects of numerical smearing of the interface. It forms a part of the C + + libraries and utilities of OpenFOAM and is gaining popularity in the multiphase flow research community. However, to the best of our knowledge, the evaluation of this solver is confined to the validation tests of specific interest to the users of the code and the extent of its applicability to a wide range of multiphase flow situations remains to be explored. ...


References in zbMATH (referenced in 39 articles )

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  1. Inguva, Venkatesh; Kenig, Eugeny Y.; Perot, J. Blair: A front-tracking method for two-phase flow simulation with no spurious currents (2022)
  2. Maragkos, G.; Verma, S.; Trouvé, A.; Merci, B.: Evaluation of OpenFOAM’s discretization schemes used for the convective terms in the context of fire simulations (2022)
  3. Shen, Zhihao; Wang, Gang; Huang, Duruo; Jin, Feng: A resolved CFD-dem coupling model for modeling two-phase fluids interaction with irregularly shaped particles (2022)
  4. Castonguay, Samuel; Gervais, Thomas: A simple static contact angle-based mesh-dependency correction for 3D capillary flow simulations (2021)
  5. Comminal, Raphaël; Spangenberg, Jon: Three-dimensional cellwise conservative unsplit geometric VOF schemes (2021)
  6. De Moerloose, Laurent; Bral, Axel; Demeester, Toon; De Paepe, Michel; Degroote, Joris: Effect of a new synthetic bubble model on forces in simulations of two-phase flows in tube bundles (2021)
  7. Duy, Trong-Nguyen; Nguyen, Van-Tu; Phan, Thanh-Hoang; Park, Warn-Gyu: An enhancement of coupling method for interface computations in incompressible two-phase flows (2021)
  8. Saeedipour, Mahdi; Vincent, Stéphane; Estivalezes, Jean-Luc: Toward a fully resolved volume of fluid simulation of the phase inversion problem (2021)
  9. Saghatchi, Roozbeh; Ozbulut, Murat; Yildiz, Mehmet: Dynamics of double emulsion interfaces under the combined effects of electric field and shear flow (2021)
  10. Vachaparambil, Kurian J.; Einarsrud, Kristian Etienne: Numerical simulation of continuum scale electrochemical hydrogen bubble evolution (2021)
  11. Fricke, Mathis; Marić, Tomislav; Bothe, Dieter: Contact line advection using the geometrical volume-of-fluid method (2020)
  12. Gamet, Lionel; Scala, Marco; Roenby, Johan; Scheufler, Henning; Pierson, Jean-Lou: Validation of volume-of-fluid OpenFOAM\circledRisoAdvector solvers using single bubble benchmarks (2020)
  13. Gründing, D.; Smuda, M.; Antritter, T.; Fricke, M.; Rettenmaier, D.; Kummer, F.; Stephan, P.; Marschall, H.; Bothe, D.: A comparative study of transient capillary rise using direct numerical simulations (2020)
  14. Lyras, Konstantinos G.; Hanson, Bruce; Fairweather, Michael; Heggs, Peter J.: A coupled level set and volume of fluid method with a re-initialisation step suitable for unstructured meshes (2020)
  15. Nykteri, Georgia; Koukouvinis, Phoevos; Gonzalez Avila, Silvestre Roberto; Ohl, Claus-Dieter; Gavaises, Manolis: A (\Sigma)-(\Upsilon) two-fluid model with dynamic local topology detection: application to high-speed droplet impact (2020)
  16. Vachaparambil, Kurian J.; Einarsrud, Kristian Etienne: Numerical simulation of bubble growth in a supersaturated solution (2020)
  17. Gowda V, Krishne; Brouzet, Christophe; Lefranc, Thibault; Söderberg, L. Daniel; Lundell, Fredrik: Effective interfacial tension in flow-focusing of colloidal dispersions: 3-D numerical simulations and experiments (2019)
  18. Haghshenas, Majid; Wilson, James A.; Kumar, Ranganathan: Finite volume ghost fluid method implementation of interfacial forces in PISO loop (2019)
  19. Qian, Longgen; Wei, Yanhong: A coupled THINC/QQ and LS framework for simulating incompressible free-surface flows with surface tension (2019)
  20. Anumolu, Lakshman; Trujillo, Mario F.: Gradient augmented level set method for phase change simulations (2018)

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