Astronomy and Astrophysics · 2013 · 84 citations · 30 references
Natural SciencesAstronomyPhysicsAstrophysicsAtmospheric RadiationPlasma PhysicsComputational AstrophysicsNumerical AstrophysicsRadiative TransferStellar AtmospheresStellar SpectroscopyStellar StructurePolarized RadiationRadiative Transfer EquationsRadiative Transfer In Stellar AtmospheresRadiative Transfer ModelingRadiative Transfer SchemesRadiative Transfer SolverStellar Atmosphere ModelsThree-dimensional Atmospheric Models
Here we present PORTA, an efficient multilevel radiative transfer code we have developed for the simulation of the spectral line polarization caused by scattering processes and the Hanle and Zeeman effects in 3D models of stellar atmospheres. The numerical method of solution is based on the non-linear multigrid iterative method and on a novel short-characteristics formal solver of the Stokes-vector transfer equation which uses monotonic Bezier interpolation. Therefore, with PORTA the computing time needed to obtain at each spatial grid point the self-consistent values of the atomic density matrix (which quantifies the excitation state of the atomic system) scales linearly with the total number of grid points. Another crucial feature of PORTA is its parallelization strategy, which allows us to speed up the numerical solution of complicated 3D problems by several orders of magnitude with respect to sequential radiative transfer approaches, given its excellent linear scaling with the number of available processors. The PORTA code can also be conveniently applied to solve the simpler 3D radiative transfer problem of unpolarized radiation in multilevel systems.
30
Savitzky-Golay Smoothing Filters
William H. Press, Saul A. Teukolsky · Computers in Physics · 1990 · 11.8K citations · Full text
Multi-grid methods and applications.
Mathematics and Computers in Simulation · 1986 · 1.9K citations · Full text