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This dataset contains a collection of simulation inputs and results used in the paper [I. Pusztai et al (2020) Phys. Rev. Lett., Dynamo in weakly collisional non-magnetized plasmas impeded by Landau damping of magnetic fields, https://arxiv.org/abs/2001.11929]. References to figures below refer to this publication. These simulations are performed using the kinetic-Vlasov solver Gkeyll [version: cd65328c077f+ 2228+ default], for more information on the code visit https://gkyl.readthedocs.io/en/latest/index.html, or consult [J. Juno et al (2018) J. Comp. Phys 353, 110]. The input files are found with .lua extension in each simulation directory Content: * Galloway-Proctor-flow_Fig1-kinetic-and-Fig2 Kinetic simulation of the Galloway-Proctor flow, corresponding to the solid lines in Fig. 1 and Fig. 2. * Cnu-and-k-scan_Fig3-and-Fig4a This is a parameter scan in wavelength of the magnetic perturbations [ranging from L0 ("L0") to L0/8 ("L0per8"), with baseline domain size L0] and collision frequencies [ranging from 0.05 ("Cnu005") to 1 ("Cnu1") times the baseline values]. These results are presented in Fig. 3 and Fig. 4a. * Magnetization-scan_Fig4b Scan in magnetization shown in Fig. 4 b. The magnetic field varies between 1 and 100 T ["B1" and "B100", respectively]. * Roberts-flow_Fig5 Kinetic simulations of the Roberts flow, shown in Fig. 5. The collision frequency is scaled to 0.3 the physical value (dashed lines, "Roberts_Cnu03_Fig5"), and zero (solid lines, "Roberts_Cnu00_Fig5"). * Pencil_Run_12x12x12.tar.gz Input files for PENCIL CODE simulations.
{"references": ["Pusztai et al, Dynamo in weakly collisional non-magnetized plasmas impeded by Landau damping of magnetic fields, (2020) https://arxiv.org/abs/2001.11929", "https://gkyl.readthedocs.io/en/latest/index.html", "J. Juno et al, Journal of Computational Physics, 353, 110\u2013147 (2018) https://doi.org/10.1016/j.jcp.2017.10.009", "https://github.com/pencil-code/"]}
Vlasov-Maxwell simulation, kinetic modeling, Dynamo, plasma, Landau damping
Vlasov-Maxwell simulation, kinetic modeling, Dynamo, plasma, Landau damping
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