The authors focus on the integration of radiation diffusion including flux-limited diffusion coefficients. The nonlinear integration is accomplished with a Newton-Krylov method preconditioned with a multigrid Picard linearization of the governing equations. They investigate the efficiency of the linear and nonlinear iterative techniques
<p>We have added a new multigrid in energy (MGE) preconditioner to the Denovo<br>discrete-ordinates ...
[EN] High accuracy is required for the solution of the lambda modes problem associated with the neu...
International audienceTwo Krylov subspace methods, the GMRES and the BiCGSTAB, are analyzed for solv...
Flux-limited diffusion has become a popular method for treating radiation transport in multidimensio...
Flux-limited diffusion has become a popular method for treating radiation transport in multidimensio...
Context. Numerical solutions to transfer problems of polarized radiation in solar and stellar atmosp...
AbstractWe present a fast multigrid solver for simplified PN (SPN) approximations to the diffusive r...
Abstract. We compare the performance of an inexact Newton-multigrid method and Full Approximation St...
The time dependent non-equilibrium radiation diffusion equations are im-portant for solving the tran...
We compare the performance of an inexact Newton-multigrid method and Full Approximation Storage mult...
Modeling of radiation-diffusion processes has traditionally been accomplished through simulations ba...
Abstract. Globalized inexact Newton methods are well suited for solving large-scale systems of nonli...
We propose a multilevel preconditioning strategy for the iterative solution of large sparse linear s...
Abstract(#br)A moving mesh finite difference method based on the moving mesh partial differential eq...
International audienceWe present a geometric multigrid solver for the M1 model of radiative transfer...
<p>We have added a new multigrid in energy (MGE) preconditioner to the Denovo<br>discrete-ordinates ...
[EN] High accuracy is required for the solution of the lambda modes problem associated with the neu...
International audienceTwo Krylov subspace methods, the GMRES and the BiCGSTAB, are analyzed for solv...
Flux-limited diffusion has become a popular method for treating radiation transport in multidimensio...
Flux-limited diffusion has become a popular method for treating radiation transport in multidimensio...
Context. Numerical solutions to transfer problems of polarized radiation in solar and stellar atmosp...
AbstractWe present a fast multigrid solver for simplified PN (SPN) approximations to the diffusive r...
Abstract. We compare the performance of an inexact Newton-multigrid method and Full Approximation St...
The time dependent non-equilibrium radiation diffusion equations are im-portant for solving the tran...
We compare the performance of an inexact Newton-multigrid method and Full Approximation Storage mult...
Modeling of radiation-diffusion processes has traditionally been accomplished through simulations ba...
Abstract. Globalized inexact Newton methods are well suited for solving large-scale systems of nonli...
We propose a multilevel preconditioning strategy for the iterative solution of large sparse linear s...
Abstract(#br)A moving mesh finite difference method based on the moving mesh partial differential eq...
International audienceWe present a geometric multigrid solver for the M1 model of radiative transfer...
<p>We have added a new multigrid in energy (MGE) preconditioner to the Denovo<br>discrete-ordinates ...
[EN] High accuracy is required for the solution of the lambda modes problem associated with the neu...
International audienceTwo Krylov subspace methods, the GMRES and the BiCGSTAB, are analyzed for solv...