Energy-minimizing, symmetric discretizations for anisotropic meshes and energy functional extrapolation
Self-adjoint differential operators often arise from variational calculus on energy functionals.
In this case, a direct discretization of the energy functional induces a discretization of the …
In this case, a direct discretization of the energy functional induces a discretization of the …
Implicitly extrapolated geometric multigrid on disk-like domains for the gyrokinetic Poisson equation from fusion plasma applications
The gyrokinetic Poisson equation arises as a subproblem of Tokamak fusion reactor
simulations. It is often posed on disk-like cross sections of the Tokamak that are represented …
simulations. It is often posed on disk-like cross sections of the Tokamak that are represented …
Solver comparison for Poisson-like equations on tokamak geometries
The solution of Poisson-like equations defined on a complex geometry is required for
gyrokinetic simulations, which are important for the modelling of plasma turbulence in …
gyrokinetic simulations, which are important for the modelling of plasma turbulence in …
Complexity analysis and scalability of a matrix-free extrapolated geometric multigrid solver for curvilinear coordinates representations from fusion plasma applications
Tokamak fusion reactors are promising alternatives for future energy production. Gyrokinetic
simulations are important tools to understand physical processes inside tokamaks and to …
simulations are important tools to understand physical processes inside tokamaks and to …
Geometric multigrid for the Gyrokinetic Poisson equation from fusion plasma applications
C Schwarz - 2021 - elib.dlr.de
In order to face climate change and to preserve our ecosystem, we have to reduce the
overall emission of carbon dioxide into the atmosphere. A promising addition to renewable …
overall emission of carbon dioxide into the atmosphere. A promising addition to renewable …
Energy-minimizing, symmetric finite differences for anisotropic meshes and energy functional extrapolation
Self-adjoint differential operators often arise from variational calculus on energy functionals.
In this case, a direct discretization of the energy functional induces a discretization of the …
In this case, a direct discretization of the energy functional induces a discretization of the …