Skip to main content
Ctrl+K
XLiFE++ 3.0 documentation - Home XLiFE++ 3.0 documentation - Home
  • Home
  • Examples
  • Publications
  • Installation
  • User guide
  • Language reference
  • Events
    • Release notes
    • Citation
    • Support and Contribution
    • API
    • About XLiFE++
    • Index
  • GitLab
  • POEMS
  • IRMAR
  • Home
  • Examples
  • Publications
  • Installation
  • User guide
  • Language reference
  • Events
  • Release notes
  • Citation
  • Support and Contribution
  • API
  • About XLiFE++
  • Index
  • GitLab
  • POEMS
  • IRMAR

Section Navigation

  • Keywords
    • Condition:Average (1)
      • 2d Laplace problem with average condition
    • Condition:Dirichlet (8)
      • 1d Laplace problem with Dirichlet condition
      • 2d Laplace Problem with Discontinuous Galerkin method and Dirichlet condition
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 2d Laplace problem with Dirichlet condition
      • 2d Maxwell equations using Nedelec elements
      • 3d Maxwell equations using Nedelec elements
      • 2d Stokes problem
      • Solving wave equation with Leap-frog scheme
    • Condition:PML (1)
      • 3d Maxwell equations with PML
    • Condition:Periodic (1)
      • 2d Laplace problem with periodic condition
    • Condition:Robin (1)
      • 1d Laplace problem with Robin condition
    • Condition:Transmission (1)
      • 2d Laplace problem with transmission condition
    • FE:CrouzeixRaviart (1)
      • 2d Stokes problem
    • FE:Lagrange (17)
      • 2d Helmholtz problem coupling FEM and BEM
      • 2d Helmholtz problem coupling FEM and integral representation
      • 3d Helmholtz problem using single layer potential integral equation
      • 1d Laplace problem with Dirichlet condition
      • 1d Laplace problem with Robin condition
      • 2d Laplace Problem with Discontinuous Galerkin method and Dirichlet condition
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 2d Laplace problem with Dirichlet condition
      • Eigenvalues and eigenvectors of Laplace operator
      • 2d/3d Laplace problem with Neumann condition
      • 2d Laplace problem with periodic condition
      • 2d Laplace problem with transmission condition
      • 2d Laplace problem with average condition
      • Fictitious domain method
      • 3d Maxwell problem using EFIE
      • 2d Elasticity problem
      • Solving wave equation with Leap-frog scheme
    • FE:Morley (1)
      • 2d Bilaplacian problem
    • FE:Nedelec (3)
      • 2d Maxwell equations using Nedelec elements
      • 3d Maxwell equations using Nedelec elements
      • 3d Maxwell equations with PML
    • FE:RaviartThomas (2)
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 3d Maxwell problem using EFIE
    • FE:TaylorHood (1)
      • 2d Stokes problem
    • Method:BEM (3)
      • 2d Helmholtz problem coupling FEM and BEM
      • 3d Helmholtz problem using single layer potential integral equation
      • 3d Maxwell problem using EFIE
    • Method:Coupling (3)
      • 2d Helmholtz problem coupling FEM and BEM
      • 2d Helmholtz problem coupling FEM and integral representation
      • Mixed formulation using P0 and Raviart-Thomas elements
    • Method:DG (1)
      • 2d Laplace Problem with Discontinuous Galerkin method and Dirichlet condition
    • Method:FEM (19)
      • 2d Helmholtz problem coupling FEM and BEM
      • 2d Helmholtz problem coupling FEM and integral representation
      • 1d Laplace problem with Dirichlet condition
      • 1d Laplace problem with Robin condition
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 2d Laplace problem with Dirichlet condition
      • Eigenvalues and eigenvectors of Laplace operator
      • 2d/3d Laplace problem with Neumann condition
      • 2d Laplace problem with periodic condition
      • 2d Laplace problem with transmission condition
      • 2d Laplace problem with average condition
      • Fictitious domain method
      • 2d Maxwell equations using Nedelec elements
      • 3d Maxwell equations using Nedelec elements
      • 3d Maxwell equations with PML
      • 2d Stokes problem
      • 2d Bilaplacian problem
      • 2d Elasticity problem
      • Solving wave equation with Leap-frog scheme
    • Method:Mixte (2)
      • Mixed formulation using P0 and Raviart-Thomas elements
      • Fictitious domain method
    • PDE:Bilaplacian (1)
      • 2d Bilaplacian problem
    • PDE:Elasticity (1)
      • 2d Elasticity problem
    • PDE:Helmholtz (3)
      • 2d Helmholtz problem coupling FEM and BEM
      • 2d Helmholtz problem coupling FEM and integral representation
      • 3d Helmholtz problem using single layer potential integral equation
    • PDE:Laplace (11)
      • 1d Laplace problem with Dirichlet condition
      • 1d Laplace problem with Robin condition
      • 2d Laplace Problem with Discontinuous Galerkin method and Dirichlet condition
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 2d Laplace problem with Dirichlet condition
      • Eigenvalues and eigenvectors of Laplace operator
      • 2d/3d Laplace problem with Neumann condition
      • 2d Laplace problem with periodic condition
      • 2d Laplace problem with transmission condition
      • 2d Laplace problem with average condition
      • Fictitious domain method
    • PDE:Maxwell (4)
      • 2d Maxwell equations using Nedelec elements
      • 3d Maxwell problem using EFIE
      • 3d Maxwell equations using Nedelec elements
      • 3d Maxwell equations with PML
    • PDE:Stokes (1)
      • 2d Stokes problem
    • PDE:Wave (1)
      • Solving wave equation with Leap-frog scheme
    • Solver:Direct (21)
      • 2d Helmholtz problem coupling FEM and BEM
      • 2d Helmholtz problem coupling FEM and integral representation
      • 3d Helmholtz problem using single layer potential integral equation
      • 1d Laplace problem with Dirichlet condition
      • 1d Laplace problem with Robin condition
      • 2d Laplace Problem with Discontinuous Galerkin method and Dirichlet condition
      • Mixed formulation using P0 and Raviart-Thomas elements
      • 2d Laplace problem with Dirichlet condition
      • 2d/3d Laplace problem with Neumann condition
      • 2d Laplace problem with periodic condition
      • 2d Laplace problem with transmission condition
      • 2d Laplace problem with average condition
      • Fictitious domain method
      • 2d Maxwell equations using Nedelec elements
      • 3d Maxwell problem using EFIE
      • 3d Maxwell equations using Nedelec elements
      • 3d Maxwell equations with PML
      • 2d Stokes problem
      • 2d Bilaplacian problem
      • 2d Elasticity problem
      • Solving wave equation with Leap-frog scheme
    • Solver:Eigen (2)
      • Eigenvalues and eigenvectors of Laplace operator
      • 2d Laplace problem with periodic condition
  • Examples
  • Keywords
  • Keyword: PDE:Maxwell

Keyword: PDE:Maxwell#

With this keyword

  • 2d Maxwell equations using Nedelec elements
  • 3d Maxwell problem using EFIE
  • 3d Maxwell equations using Nedelec elements
  • 3d Maxwell equations with PML

previous

Keyword: PDE:Laplace

next

Keyword: PDE:Stokes

© Copyright 2011-2026, Éric Lunéville, Nicolas Kielbasiewicz and the XLiFE++ Development Team.

Created using Sphinx 7.3.7.

Built with the PyData Sphinx Theme 0.17.1.