All Tables

Table 1: Compression ratio, $r_{{\rm tot}}$ , and downstream magnetic field, B_s, at the forward shock obtained for different injection, $\eta _{{\rm inj}}$ . The magnetic field compression ratio is given by $r_{{B}} \equiv B_{s}/B_{0} = \sqrt{1/3+2 \: r_{{\rm tot}}^{2}/3}$ and $B_0 = 10 \: \mu{\rm G}$ here.
Table A.1: Test-particle: Magnetic field contrast factor, $\sigma _{B}$ , for a velocity ratio v_j/v_s=10, radius ratio and self-similar thermal gas pressure ratio (see Chevalier 1982) and shock velocity, for different values of the indexes n (s=0and q=0). Nonlinear DSA: same as Test-particle but with lower and upper limits on the magnetic field contrast factor, $\sigma _{B}$ , with $\eta _{{\rm inj}} = 10^{-3}$ (see Sect. A.2 for more explanations).