Summary
This simulation corresponds to a dipolar configuration with a high magnetic amplitude (5 Gauss at the poles).
It is a snapshot of the relaxed state after 500 PLUTO times (~10 days).
It is performed in 2.5D (3D vectors computed on a 2D grid).
The grid dimension is 256x256 in spherical coordinates (radius and co-latitude).
The cosmic rays energies probed for this specific configuration are: [$1.0 \, 10^6, 1.0 \, 10^7, 1.0 \, 10^8, 4.45 \, 10^8, 1.0 \, 10^9, 1.0 \, 10^{10}, 1.0 \, 10^{11}$] MV.
Simulated using
PLUTO 4.2
Algorithms
- Structured grid method
- Stretched grid in radius, uniform grid in co-latitude and longitude.
- Harten-Lax-van Leer-Contact Riemann solver
- HLL algorithm for shocks.
- Runge-Kutta method
- Runge-Kutta of order 2 for time evolution.
Applied physics
- Magnetohydrodynamics
- MagnetoHydroDynamics
Results
Physical Quantities
Physical quantities of the inner heliosphere from the solar corona to the Earth orbit.
Datafiles:
Radial velocity of the solar wind (cm/s)
Latitudinal velocity of the solar wind (cm/s)
Longitudinal velocity of the solar wind (cm/s)
Radial magnetic field of the star (G)
Latitudinal magnetic field of the star (G)
Longitudinal magnetic field of the star (G)
Density of the solar wind (g/cm^3)
Pressure of the solar wind (dyne/cm^2)
Zoomed physical Quantities
Zoomed physical quantities of the inner heliosphere from to focus on the solar corona structures.
Datafiles:
Zoomed radial velocity of the solar wind (cm/s)
Zoomed latitudinal velocity of the solar wind (cm/s)
Zoomed longitudinal velocity of the solar wind (cm/s)
Zoomed radial magnetic field of the star (G)
Zoomed latitudinal magnetic field of the star (G)
Zoomed longitudinal magnetic field of the star (G)
Zoomed density of the solar wind (g/cm^3)
Zoomed pressure of the solar wind (dyne/cm^2)
Parallel Mean Free Path (mfp)
Parallel mean free path of cosmic rays (protons) with various energies propagating in the inner heliosphere from the solar corona to the Earth orbit.
Datafiles:
Parallel mfp for a particle with rigidity of 1 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 1 MV (AU)
Parallel mfp for a particle with rigidity of 10 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 10 MV (AU)
Parallel mfp for a particle with rigidity of 100 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 100 MV (AU)
Parallel mfp for a particle with rigidity of 400 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 400 MV (AU)
Parallel mfp for a particle with rigidity of 1e3 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 1e3 MV (AU)
Parallel mfp for a particle with rigidity of 1e4 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 1e4 MV (AU)
Parallel mfp for a particle with rigidity of 1e5 MV (AU)
Zoom on parallel mfp for a particle with rigidity of 1e5 MV (AU)
Perpendicular Mean Free Path (mfp)
Perpendicular mean free path of cosmic rays (protons) with various energies propagating in the inner heliosphere from the solar corona to the Earth orbit.
Datafiles:
Perpendicular mfp for a particule with rigidity of 1 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 1 MV (AU)
Perpendicular mfp for a particule with rigidity of 10 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 10 MV (AU)
Perpendicular mfp for a particule with rigidity of 100 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 100 MV (AU)
Perpendicular mfp for a particule with rigidity of 400 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 400 MV (AU)
Perpendicular mfp for a particule with rigidity of 1e3 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 1e3 MV (AU)
Perpendicular mfp for a particule with rigidity of 1e4 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 1e4 MV (AU)
Perpendicular mfp for a particule with rigidity of 1e5 MV (AU)
Zoom on perpendicular mfp for a particule with rigidity of 1e5 MV (AU)