Gerris is a Free Software program for the solution of the partial differential equations describing fluid flow. The source code is available free of charge under the Free Software GPL license. Gerris was created by Stéphane Popinet and is supported by NIWA (National Institute of Water and Atmospheric research) and Institut Jean le Rond d’Alembert. A brief summary of its main features: Solves the time-dependent incompressible variable-density Euler, Stokes or Navier-Stokes equations Solves the linear and non-linear shallow-water equations Adaptive mesh refinement: the resolution is adapted dynamically to the features of the flow Entirely automatic mesh generation in complex geometries Second-order in space and time Unlimited number of advected/diffused passive tracers Flexible specification of additional source terms Portable parallel support using the MPI library, dynamic load-balancing, parallel offline visualisation Volume of Fluid advection scheme for interfacial flows Accurate surface tension model Multiphase electrohydrodynamics

References in zbMATH (referenced in 271 articles , 1 standard article )

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  1. DaqiqShirazi, Mohammadreza; Barzinjy, Azeez A.; Hamad, Samir M.; Alamian, Rezvan; Safdari Shadloo, Mostafa: A transient study on two phase adiabatic flow over micro circular pin heat sinks (2021)
  2. Basak, Saswata; Farsoiya, Palas Kumar; Dasgupta, Ratul: Jetting in finite-amplitude, free, capillary-gravity waves (2020)
  3. de Souza Lourenço, Marcos Antonio; Martínez Padilla, Elie Luis: An octree structured finite volume based solver (2020)
  4. Dhar, Mrinmoy; Das, Gargi; Das, Prasanta Kumar: Planar hydraulic jumps in thin film flow (2020)
  5. Dietze, Georg F.; Lavalle, G.; Ruyer-Quil, C.: Falling liquid films in narrow tubes: occlusion scenarios (2020)
  6. Dincau, B. M.; Mai, E.; Magdelaine, Q.; Lee, J. A.; Bazant, M. Z.; Sauret, A.: Entrainment of particles during the withdrawal of a fibre from a dilute suspension (2020)
  7. Giussani, Filippo; Piscaglia, F.; Saez-Mischlich, G.; Hèlie, J.: A three-phase VOF solver for the simulation of in-nozzle cavitation effects on liquid atomization (2020)
  8. Hasslberger, Josef; Cifani, Paolo; Chakraborty, Nilanjan; Klein, Markus: A direct numerical simulation analysis of coherent structures in bubble-laden channel flows (2020)
  9. Kalogirou, A.; Cimpeanu, R.; Blyth, M. G.: Asymptotic modelling and direct numerical simulations of multilayer pressure-driven flows (2020)
  10. Maes, Julien; Soulaine, Cyprien: A unified single-field volume-of-fluid-based formulation for multi-component interfacial transfer with local volume changes (2020)
  11. Mittal, H. V. R.; Kalita, Jiten C.; Al-Mdallal, Qasem M.: A hybrid (\psi)-(v) HOC approach for surface tension driven flows in level set framework (2020)
  12. Moore, M. R.; Cimpeanu, R.; Ockendon, H.; Ockendon, J. R.; Oliver, J. M.: Boundary layers in Helmholtz flows (2020)
  13. Mostert, W.; Deike, L.: Inertial energy dissipation in shallow-water breaking waves (2020)
  14. Ngo, Long Cu; Choi, Hyoung Gwon: A multi-level adaptive mesh refinement for an integrated finite element/level set formulation to simulate multiphase flows with surface tension (2020)
  15. Ojiako, Chinasa J.; Cimpeanu, Radu; Bandulasena, H. C. Hemaka; Smith, Roger; Tseluiko, Dmitri: Deformation and dewetting of liquid films under gas jets (2020)
  16. Reutzsch, Jonathan; Kieffer-Roth, Corine; Weigand, Bernhard: A consistent method for direct numerical simulation of droplet evaporation (2020)
  17. Rimbert, Nicolas; Castrillon Escobar, S.; Meignen, R.; Hadj-Achour, M.; Gradeck, M.: Spheroidal droplet deformation, oscillation and breakup in uniform outer flow (2020)
  18. Schmidt, S.; Oberleithner, K.: Instability of forced planar liquid jets: mean field analysis and nonlinear simulation (2020)
  19. Tolle, Tobias; Bothe, Dieter; Marić, Tomislav: SAAMPLE: a segregated accuracy-driven algorithm for multiphase pressure-linked equations (2020)
  20. Valori, Valentina; Innocenti, Alessio; Dubrulle, Bérengère; Chibbaro, Sergio: Weak formulation and scaling properties of energy fluxes in three-dimensional numerical turbulent Rayleigh-Bénard convection (2020)

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