弱电离等离子体中剪切流自生磁场

J. Huba, J. Fedder
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引用次数: 21

摘要

剪切的相对离子中性流可以在未磁化的弱电离等离子体中产生磁场。场生成项为∂B/∂t=(mec/e)∇×νen(Vi−Vn)其中νen为电子中性碰撞频率,Vi为离子流体速度,Vn为中性流体速度。场增长的时间周期受到相对漂移的扩散、对流或碰撞松弛的限制。由于场产生项相对于场感应方程中的其他项的尺度为νen/Ωe,因此产生的最大场从Ωe≂few νen求出,因此Bmax≂few (mec/e)νen。给出了解析和数值结果。计算结果基于二维(2 - D)磁流体动力学(MHD)代码,其中包括以下术语:离子中性阻力,重力,电阻率,复合,霍尔项和剪切驱动源项。该理论适用于非磁化行星电离层(如金星)中磁场的产生,并适用于……
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Self‐generation of magnetic fields by sheared flows in weakly ionized plasmas
A sheared, relative ion–neutral flow can generate a magnetic field in an unmagnetized, weakly ionized plasma. The field generation term is ∂B/∂t=(mec/e)∇×νen(Vi−Vn) where νen is the electron–neutral collision frequency, Vi is the ion fluid velocity, and Vn is the neutral fluid velocity. The time period over which the field grows is limited by diffusion, convection, or collisional relaxation of the relative drift. Since the field generation term scales as νen/Ωe relative to the other terms in the field induction equation, the maximum field generated is found from Ωe≂few νen so that Bmax≂few (mec/e)νen. Both analytical and numerical results are presented. The computational results are based upon a two‐dimensional (2‐D) magnetohydrodynamic (MHD) code which includes the following terms: ion–neutral drag, gravity, resistivity, recombination, the Hall term, and the shear‐driven source term. The theory is applied to the generation of magnetic fields in an unmagnetized planetary ionosphere, such as Venus, and to ...
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