Open Access

Table B.1

Structure function fit parameters.

Filament parameters - 10 pc scale
Object Bt2B02$\frac{\langle B_t^2 \rangle}{\langle B_0^2 \rangle}$ δ (pc) a (10−7arcsec−2)

SDC18 0.16±0.02 0.43±0.04 2.69±0.27

Filament-embedded clumps parameters 1 pc scalea

Object Bt2B02$\frac{\langle B_t^2 \rangle}{\langle B_0^2 \rangle}$ δ (pc) a (10−7arcsec−2)

SDC18-N - - -
SDC18-S - - -

Isolated clumps parameters - 0.1 pc scale

Object Bt2B02$\frac{\langle B_t^2 \rangle}{\langle B_0^2 \rangle}$ δ (pc) a (10−4arcsec−2)
SDC18-N 0.84±0.04 0.020±0.003 -8.14±5.43
SDC18-S 0.28±0.19 0.020±0.019 26.3±1.00

Clump-embedded cores parameters - 0.01 pc scale

Object Bt2B02$\frac{\langle B_t^2 \rangle}{\langle B_0^2 \rangle}$ δ (pc) a (10−3arcsec−2)

SDC18-N-1 0.85±0.28 0.005±0.004 1.15±0.83
SDC18-N-3 0.56±0.43 0.009±0.002 -8.56±1.36
SDC18-S-1 0.76±0.13 0.009±0.001 1.40±2.60

Notes. Table columns: ratio of turbulent to large-scale magnetic field components Bt2B02$\frac{\langle B_t^2 \rangle}{\langle B_0^2 \rangle}$, turbulence correlation length δ’, and coefficient of first-order Taylor expansion of the large-scale magnetic field structure a. The errors are from the best fits of the structure function. (a) Structure function method failed at 1 pc scale. Hence, the magnetic field strength is estimated with the classical DCF method (see the description in Appendix B).

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