An implicit high order discontinuous Galerkin level set method for two-phase flow problems | Zendy

Mai Ta | Zendy; Franck Pigeonneau | Zendy; Pierre Saramito | Zendy

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An implicit high order discontinuous Galerkin level set method for two-phase flow problems

Author(s) -

Mai Ta,

Franck Pigeonneau,

Pierre Saramito

Publication year - 2016

Publication title -

hal (le centre pour la communication scientifique directe)

Language(s) - English

Resource type - Conference proceedings

Subject(s) - discontinuous galerkin method , convergence (economics) , mathematics , level set (data structures) , set (abstract data type) , galerkin method , polynomial , flow (mathematics) , function (biology) , degree of a polynomial , conservation of mass , level set method , conservation law , mathematical optimization , algorithm , computer science , mathematical analysis , finite element method , geometry , physics , mechanics , segmentation , artificial intelligence , evolutionary biology , biology , image segmentation , economic growth , economics , thermodynamics , programming language

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