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Table 1.
Simulations used in the paper.
| Name | Figures | Parameters |
|---|---|---|
| L1-WN | 4, 5, 12, 13, 14 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1016 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−2 in Eq. (10). |
| L1-WN-NN | 4, 5, 12, 13, 14 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1017 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−2 in Eq. (10). |
| L1-WN-NN-B | 4, 5, 12, 13, 14 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1017 m−3 in Eq. (5), and of B00 = 3 × 10−3 T in Eq. (7). White noise perturbation with δ = 10−2 in Eq. (10). |
| P-WN-NN | 4, 5, 12, 13, 14 | Perpendicular magnetic field described by Eq. (12). Values of nn00 = 1017 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−2 in Eq. (10). |
| P-MM-S | 9 | Perpendicular magnetic field described by Eq. (12). Values of nn00 = 1016 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). Multimode perturbation with δ = 10−4 in Eq. (10). |
| P-WN-S | 9, 10 | Perpendicular magnetic field described by Eq. (12). Values of nn00 = 1016 m−3 in Eq. (5), B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−4 in Eq. (10). |
| L1-MM-S | 9 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1016 m−3 in Eq. (5), B00 = 10−3 T in Eq. (7). Multimode perturbation with δ = 10−4 in Eq. (10). |
| L1-WN-S | 9, 10 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1016 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−4 in Eq. (10). |
| L1-WN-NN-S | 10 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1017 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−4 in Eq. (10). |
| L1-WN-NN-B-S | 10 | Sheared magnetic field described by Eq. (13) with Ls = L0. Values of nn00 = 1017 m−3 in Eq. (5), and B00 = 3 × 10−3 T in Eq. (7). White noise perturbation with δ = 10−4 in Eq. (10). |
| P-WN-NN-S | 10 | Perpendicular magnetic field described by Eq. (12). Values of nn00 = 1017 m−3 in Eq. (5), and B00 = 10−3 T in Eq. (7). White noise perturbation with δ = 10−4 in Eq. (10). |
Notes. The columns represent, from left to right: the abbreviated name of the simulation used in the text, the figures they are referenced in, and the parameters of the simulation.
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