Time-harmonic analysis
Degenerate parabolic problems
Potential formulations
Eddy current problem
Ecoulement
Maxwell’s system
Anisotropic solution
Gauge conditions
Navier–Stokes equations
High-speed trains
Finite Volume method
2nd-order finite volume method
A posteriori error estimates
Potential formulation
Eddy current
Éléments finis Méthode des
Finite-element analysis
Quantity of interest QOI
Electrostatics
Space-time a posteriori estimators
Compressible viscous flow
Error estimator
Nonconforming method
DG method
Low-Mach model
Positivity-preserving MUSCL schemes
Maxwell equations
Variable density flows
Electromagnetic fields
Quantity of interest
Cartesian mesh
Joule effect term
Subsonic evolution
Finite element method AMS MOS subject classification 35Q61
Discrete Gagliardo-Nirenberg inequality
Eigenvalue approximation
Mixture flows
Non-reflecting boundary conditions
Stretched elements
Discontinuous Galerkin finite elements
A posteriori estimator
A posteriori estimates
Eddy current problems
Goal-oriented estimates
Mixed FEM
Goal-oriented a posteriori estimators
Finite volume methods
Numerical Test
Rayleigh-Taylor instability
Finite element method
Euler equations
Unstructured meshes
Coupled method
Flow
Elliptic and parabolic problems
Convection-diffusion-reaction problems
Nonlocking
Magnetostatic problem
Magnetic flux density
Projection scheme
A posteriori estimate
Three-dimensional simulation
Theoretical Result
Drag control
Stokes problem
Discrete compactness
Ahmed body
Mécanique des fluides -- Modèles mathématiques
Harmonic formulation
Multifluid flows
A posteriori error estimation
A posteriori error estimate
A posteriori estimators
Finite element method FEM
Harmonic analysis
Slinky
Mixtures
Error Estimation
Crouzeix-Raviart element
Equilibrated flux reconstruction
Active control
Particulate flows and hydrodynamic regimes
Méthode des éléments finis
Nédélec and Raviart-Thomas elements
Maxwell Equation
Finite element analysis
Pressure forces
Error analysis
Sliding grid
CFL condition
Incompressible Navier-Stokes Equations
Computational fluid dynamics
Maximum principle property
Finite Volume scheme
Eddy current losses
Non homogenous viscous flows
Stabilized method