Table 1: Overview of the simulated models: the columns give from left to right the name of the model, the type of the initial field configuration, the adiabatic index $\gamma $, the beam speed $v_{\rm b}$, the proper beam Mach number ${\cal M}_{\rm b}$, the average magnetization parameter $\bar{\beta}$, and the ratio of the magnetic energy density and the rest mass density $\sigma $.
Model Field $\gamma $ $v_{\rm b}$ $\mathcal{M}_{\rm b}$ $\bar{\beta}$ $\sigma $
C2-0 none 5/3 0.99 41.95 0 0
C2-1/20 tor 5/3 0.99 41.95 1/20 0.0017
C2-1 tor 5/3 0.99 41.95 1 0.0341
C2-10/3 tor 5/3 0.99 41.95 10/3 0.1135
C2-pol-1 pol 5/3 0.99 41.95 1 0.0341
B1-0 none 4/3 0.99 41.95 0 0
B1-1/20 tor 4/3 0.99 41.95 1/20 0.0022
B1-1 tor 4/3 0.99 41.95 1 0.0445
B1-10/3 tor 4/3 0.99 41.95 10/3 0.1482
B1-pol-1 pol 4/3 0.99 41.95 1 0.0445
C1-0 none 5/3 0.9 13.61 0 0
C1-1 tor 5/3 0.9 13.61 1 0.0279
C1-10/3 tor 5/3 0.9 13.61 10/3 0.0931
C1-pol-1 pol 5/3 0.9 13.61 1 0.0279


Source LaTeX | All tables | In the text

Article Contents
1 Introduction
2 Numerical method
3 Simulations
4 Results
5 Discussion and conclusions
References
Online Material
Appendix A: The equations of RMHD in cylindrical coordinates
Appendix B: Code verification
Appendix C: Proof of ${\vert\lambda ^{\pm }_{\rm fms}\vert \leq \vert\lambda ^{\pm }_{\rm deg, fms}\vert}$
List of tables
List of figures