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Finding the Normal Direction of Interplanetary Directional Discontinuities-A New Scheme

机译:寻找行星际方向不连续的正常方向 - 一种新方案

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Directional discontinuities (DDs) are common structures in the interplanetary space. Correctly determining the normal of a DD is important to understand the changes of phase fronts of magnetic fields adjacent to a discontinuity as well as helpful for the applications in many regimes of space physics research. In this work, we propose a new scheme to estimate the normal directions of DDs by finding the smallest standard deviation of normal magnetic fields derived from the cross product of magnetic fields on both sides of the discontinuity, based on the idea that the phase fronts of the adjacent magnetic fields are closely parallel to the DD plane. By comparing with the normal direction determined from Cluster multiple spacecraft, we show that our scheme can provide the same accuracy as that from the multispacecraft estimation. Moreover, our scheme gives a consistent result of normal estimations at different Cluster spacecraft. We notice that in some cases, the normal directions derived from the minimum variance analysis have large differences between those of multispacecraft method and our scheme implying significant influence of the kinetic effect of particles in the transition region of the discontinuity. A few events of STEREO B observations are further studied to show that our scheme can be applied to DDs in single-spacecraft measurements with even small rotation of magnetic fields across the discontinuities. With the help of an accurate normal estimation, we can understand the variations of magnetic field phase fronts in the vicinity of discontinuities.
机译:方向不连续(DDS)是行星际空间中的常见结构。正确地确定DD的正常是重要的,以了解与不连续性相邻的磁场相的变化以及有助于在空间物理研究的许多制度中的应用。在这项工作中,我们提出了一种新的方案来估计DDS的正常方向,通过找到不连续的两侧磁场的磁场的横向乘积的正常磁场的最小标准偏差,基于相位前沿的概念相邻的磁场与DD平面紧密平行。通过与从群集多个航天器确定的法线方向进行比较,我们表明我们的方案可以提供与来自多尺度的估计相同的精度。此外,我们的方案提供了不同聚类航天器正常估计的一致结果。我们注意到,在某些情况下,来自最小方差分析的正常方向在多方差分析之间具有较大的差异,以及我们的方案暗示了颗粒在不连续的过渡区域中的动力学作用的显着影响。还研究了一些立体声B观察的事件,以表明我们的方案可以在单空间测量中应用于DDS,甚至在不连续性上的磁场旋转。借助准确的正常估计,我们可以了解不连续性附近的磁场正面的变化。

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