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Numerical study of Hall effects on counter-helicity spheromak merging by two-dimensional Hall-MHD simulations

机译:二维霍姆 - MHD模拟对抗肝纺织霍尔效应的数值研究

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Hall effects on counter-helicity spheromak merging were investigated by two-dimensional MHD and Hall-MHD simulations of merging two axisymmetric toroidal flux tubes. In Hall-MHD cases, the structure of the reconnection current sheet and reconnection outflow are modified from the MHD case due to the Hall effect. We compared two cases (called "case-O" and "case-I") of counter-helicity merging, which are distinguished by the polarity of toroidal magnetic fluxes. Radial motion of the reconnection X-point is controlled by poloidal electron flow accompanying the toroidal flux of the merging two spheromaks, and this creates a large difference in the current sheet and flow structure between the two cases of the Hall-MHD regime. The radial shift of the reconnection X-point depending on the polarity of toroidal magnetic flux of the spheromaks breaks the symmetry between the two cases. It was also found that there widely exists separation of ion and electron flow which are affected by the modification of the current sheet structure due to the radial shift of the X-point in the downstream side of the merging, and its spatial scale of the distribution of the Hall electric field is larger than the ion skin depth. Published by AIP Publishing.
机译:通过合并两个轴对称环形通量管的二维MHD和Hall-MHD模拟,研究了对抗肝脏的霍尔效应。在Hall-MHD情况下,由于霍尔效应,从MHD案例修改了重新连接当前纸张和重新连接流出的结构。我们比较了反螺旋合并的两种情况(称为“壳体-O”和“壳体-I”),其与环形磁通量的极性区分开来。重新连接X点的径向运动由伴随合并两个球形的环形通量的面对子电子流量来控制,这在霍尔-MHD制度的两种情况下,这在当前片材和流动结构中产生了很大的差异。根据球形罐的环形磁通量的极性,重新连接X点的径向偏移在两种情况下断开对称性。还发现,由于合并下游侧的X点的径向偏移,并且其分布的空间尺度,广泛存在受电流片结构的改变的离子和电子流的分离。霍尔电场大于离子肌肤深度。通过AIP发布发布。

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