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Table 1:

Parameters of simulations presented in this paper.
Simulation $\alpha$ $\eta $ Rm $f_{\rm SN}$ $f_{\rm SN}$ modul. $K_\parallel $ $K_\perp$ $n_x\times n_y\times n_z$
    $[\mbox{pc}^2~\mbox{Myr}^{-1}]$   $[\mbox{kpc}^{-2}~\mbox{Myr}^{-1}]$ (Y/N) $[\mbox{pc}^2~\mbox{Myr}^{-1}]$ $[\mbox{pc}^2~\mbox{Myr}^{-1}]$  
A1 10-4 0 $\infty$ 130 N $1\times10^4$ $1\times10^3$ $100\times50\times400$
A2 10-4 1 $5\times 10^4$ 130 N $1\times10^4$ $1\times10^3$ $100\times50\times400$
A3 10-4 10 $5\times 10^3$ 130 N $1\times10^4$ $1\times10^3$ $100\times50\times400$
A4 10-4 100 $5\times 10^2$ 130 N $1\times10^4$ $1\times10^3$ $100\times50\times400$
A5 10-4 1000 $5\times 10^1$ 130 N $1\times10^4$ $1\times10^3$ $100\times50\times400$
B1 10-4 0 $\infty$ 130 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
B2 10-4 1 $5\times 10^4$ 130 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
B3 10-4 10 $5\times 10^3$ 130 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
B4 10-4 100 $5\times 10^2$ 130 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
B5 10-4 1000 $5\times 10^1$ 130 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
C1 10-4 100 $5\times 10^2$ 15 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
C2 10-4 100 $5\times 10^2$ 30 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
C3 10-4 100 $5\times 10^2$ 60 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
C4 10-4 100 $5\times 10^2$ 250 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
C5 10-4 100 $5\times 10^2$ 500 Y $1\times10^4$ $1\times10^3$ $100\times50\times400$
D1 10-4 100 $5\times 10^2$ 130 N $1\times10^4$ $1\times10^3$ $50\times25\times200$
D2 10-4 100 $5\times 10^2$ 130 Y $1\times10^4$ $1\times10^3$ $50\times25\times200$
E1 10-2 100 $5\times 10^2$ 130 N $1\times10^4$ $3\times10^3$ $50\times25\times200$
E2 10-2 100 $5\times 10^2$ 130 N $3\times10^4$ $1\times10^3$ $50\times25\times200$
E3 10-2 100 $5\times 10^2$ 130 N $3\times10^4$ $3\times10^3$ $50\times25\times200$
E4 10-2 100 $5\times 10^2$ 130 N $3\times10^4$ $1\times10^4$ $50\times25\times200$
E5 10-2 100 $5\times 10^2$ 130 N $1\times10^5$ $1\times10^3$ $50\times25\times200$
E6 10-2 100 $5\times 10^2$ 130 N $1\times10^5$ $3\times10^3$ $50\times25\times200$
E7 10-2 100 $5\times 10^2$ 130 N $1\times10^5$ $1\times10^4$ $50\times25\times200$
Subsequent columns show: simulation name, initial ratio of magnetic to gas pressure $\alpha$, magnetic diffusivity $\eta $, magnetic Reynolds number Rm, surface frequency of SN explosions, presence of SN-rate modulation, parallel $K_\parallel $ and perpendicular $K_\perp$ CR diffusion coefficients, and grid resolution in x, y and z directions.


Source LaTeX | All tables | In the text

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