David L. Darmofal

David L. Darmofal

Massachusetts Institute of Technology

Professor

Department of Aeronautics and Astronautics

Research Area

  • #Discontinuous Galerkin method
  • #Applied mathematics
  • #Mathematics
  • #Computer science
  • #Discretization
  • #Finite element method
  • #Polygon mesh
  • #Mathematical optimization
  • #Mathematical analysis
  • #Simplex

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Related papers to
‘ Discontinuous Galerkin method ‘ : 8

  • An adaptive simplex cut-cell method for high-order discontinuous Galerkin discretizations of elliptic interface problems and conjugate heat transfer problems

    2014/12

    2.4 Impact Factor

    14 citations

    Huafei Sun, David L. Darmofal

    DOI : 10.1016/J.JCP.2014.08.035

    • #Mathematics
    • #Mathematical analysis
    • #Applied mathematics
    • #Convergence (routing)
    • #Discretization
    • #Polygon mesh
    • #Lipschitz continuity
    • #Simplex
    • #Mesh generation
    • #Discontinuous Galerkin method
    • #Conjugate heat transfer

All papers authored by
‘ David L. Darmofal ’ : 11

  • An adaptive simplex cut-cell method for high-order discontinuous Galerkin discretizations of elliptic interface problems and conjugate heat transfer problems

    2014/12
    JOURNAL OF COMPUTATIONAL PHYSICS

    2.4 Impact Factor

    14 citations

    Huafei Sun, David L. Darmofal

    DOI : 10.1016/J.JCP.2014.08.035

    • #Mathematics
    • #Mathematical analysis
    • #Applied mathematics
    • #Convergence (routing)
    • #Discretization
    • #Polygon mesh
    • #Lipschitz continuity
    • #Simplex
    • #Mesh generation
    • #Discontinuous Galerkin method
    • #Conjugate heat transfer

Related papers to
‘ Discontinuous Galerkin method ‘ : 8

  • An adaptive simplex cut-cell method for high-order discontinuous Galerkin discretizations of elliptic interface problems and conjugate heat transfer problems

    2014/12
    JOURNAL OF COMPUTATIONAL PHYSICS

    2.4 Impact Factor

    14 citations

    Huafei Sun, David L. Darmofal

    DOI : 10.1016/J.JCP.2014.08.035

    • #Mathematics
    • #Mathematical analysis
    • #Applied mathematics
    • #Convergence (routing)
    • #Discretization
    • #Polygon mesh
    • #Lipschitz continuity
    • #Simplex
    • #Mesh generation
    • #Discontinuous Galerkin method
    • #Conjugate heat transfer
  • A space-time adaptive method for reservoir flows: formulation and one-dimensional application

    2018/02
    COMPUTATIONAL GEOSCIENCES

    2.1 Impact Factor

    11 citations

    Savithru Jayasinghe, David L. Darmofal, Nicholas K. Burgess, Marshall C. Galbraith, Steven R. Allmaras

    DOI : 10.1007/S10596-017-9673-9

    • #Computer science
    • #Algorithm
    • #Mathematical optimization
    • #Finite element method
    • #Discretization
    • #A priori and a posteriori
    • #Polygon mesh
    • #Space time
    • #Reservoir simulation
    • #Finite volume method
    • #Discontinuous Galerkin method

Get access to
Contact information

Log in

All papers authored by
‘ David L. Darmofal ’ : 11

  • An adaptive simplex cut-cell method for high-order discontinuous Galerkin discretizations of elliptic interface problems and conjugate heat transfer problems

    2014/12
    JOURNAL OF COMPUTATIONAL PHYSICS

    2.4 Impact Factor

    14 citations

    Huafei Sun, David L. Darmofal

    DOI : 10.1016/J.JCP.2014.08.035

    • #Mathematics
    • #Mathematical analysis
    • #Applied mathematics
    • #Convergence (routing)
    • #Discretization
    • #Polygon mesh
    • #Lipschitz continuity
    • #Simplex
    • #Mesh generation
    • #Discontinuous Galerkin method
    • #Conjugate heat transfer
  • A space-time adaptive method for reservoir flows: formulation and one-dimensional application

    2018/02
    COMPUTATIONAL GEOSCIENCES

    2.1 Impact Factor

    11 citations

    Savithru Jayasinghe, David L. Darmofal, Nicholas K. Burgess, Marshall C. Galbraith, Steven R. Allmaras

    DOI : 10.1007/S10596-017-9673-9

    • #Computer science
    • #Algorithm
    • #Mathematical optimization
    • #Finite element method
    • #Discretization
    • #A priori and a posteriori
    • #Polygon mesh
    • #Space time
    • #Reservoir simulation
    • #Finite volume method
    • #Discontinuous Galerkin method

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