NASA-VOF2D

NASA-VOF2D: a computer program for incompressible flows with free surfaces. We present the NASA-VOF2D two-dimensional, transient, free-surface hydrodynamics program. It has a variety of options that provide capabilities for a wide range of applications, and it is designed to be relatively easy to use. It is based on the fractional volume-of-fluid method, and allows multiple free surfaces with surface tension and wall adhesion. It also has a partial cell treatment that allows curved boundaries and internal obstacles. This report includes a discussion of the numerical method, a code listing, and a selection of sample problems.

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References in zbMATH (referenced in 26 articles )

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  1. Owkes, Mark; Desjardins, Olivier: A mesh-decoupled height function method for computing interface curvature (2015)
  2. Xie, Zhihua: Numerical modelling of wind effects on breaking solitary waves (2014)
  3. Ketabdari, M.J.; Saghi, H.: A novel algorithm of advection procedure in volume of fluid method to model free surface flows (2012)
  4. Lin, San-Yih; Chin, Ya-Hsien; Wu, Chun-Muh; Lin, Jeng-Feng; Chen, Yi-Cheng: A pressure correction-volume of fluid method for simulation of two-phase flows (2012)
  5. Maravani, Morteza; Hamed, M.S.: Numerical modeling of sloshing motion in a tuned liquid damper outfitted with a submerged slat screen (2011)
  6. Francois, Marianne M.; Swartz, Blair K.: Interface curvature via volume fractions, heights, and mean values on nonuniform rectangular grids (2010)
  7. López, Joaquín; Hernández, J.: On reducing interface curvature computation errors in the height function technique (2010)
  8. Rao, Z.H.; Hu, J.; Liao, S.M.; Tsai, H.L.: Modeling of the transport phenomena in GMAW using argon-helium mixtures. I: The arc (2010)
  9. López, J.; Zanzi, C.; Gómez, P.; Zamora, R.; Faura, F.; Hernández, J.: An improved height function technique for computing interface curvature from volume fractions (2009)
  10. Nobari, M.R.H.; Ketabdari, M.J.; Moradi, M.: A modified volume of fluid advection method for uniform Cartesian grids (2009)
  11. Popinet, Stéphane: An accurate adaptive solver for surface-tension-driven interfacial flows (2009)
  12. Hernández, J.; López, J.; Gómez, P.; Zanzi, C.; Faura, F.: A new volume-of-fluid method in three dimensions. I: Multidimensional advection method with face-matched flux polyhedra (2008)
  13. Francois, Marianne M.; Cummins, Sharen J.; Dendy, Edward D.; Kothe, Douglas B.; Sicilian, James M.; Williams, Matthew W.: A balanced-force algorithm for continuous and sharp interfacial surface tension models within a volume tracking framework (2006)
  14. Mirbagheri, S.M.H.; Dadashzadeh, M.; Serajzadeh, S.; Taheri, A.K.; Davami, P.: Modeling the effect of mould wall roughness on the melt flow simulation in casting process (2004)
  15. Pilliod, James Edward jun.; Puckett, Elbridge Gerry: Second-order accurate volume-of-fluid algorithms for tracking material interfaces (2004)
  16. Shahbazi, Khosro; Paraschivoiu, Marius; Mostaghimi, Javad: Second order accurate volume tracking based on remapping for triangular meshes. (2003)
  17. Tome, M.F.; Castelo, A.; Murakami, J.; Cuminato, J.A.; Minghim, R.; Oliveira, M.C.F.; Mangiavacchi, N.; McKee, S.: Numerical simulation of axisymmetric free surface flows (2000)
  18. Mariotti, C.; Heinrich, P.: Modelling of submarine landslides of rock and soil (1999)
  19. Puckett, Elbridge Gerry; Almgren, Ann S.; Bell, John B.; Marcus, Daniel L.; Rider, William J.: A high-order projection method for tracking fluid interfaces in variable density incompressible flows (1997)
  20. Abdella, K.; Rasmussen, H.; Inculet, I.I.: Interfacial deformation of liquid drops by electric fields at zero gravity (1996)

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