Smith A W, Jackman C M, Frohmaier C M, Coxon J C, Slavin J A, Fear R C
Department of Physics and Astronomy University of Southampton Southampton UK.
Institute of Cosmology and Gravitation University of Portsmouth Portsmouth UK.
J Geophys Res Space Phys. 2018 Dec;123(12):10109-10123. doi: 10.1029/2018JA025958. Epub 2018 Dec 22.
A simple Monte Carlo model is presented that considers the effects of spacecraft orbital sampling on the inferred distribution of magnetic flux ropes, generated through magnetic reconnection in the magnetotail current sheet. When generalized, the model allows the determination of the number of orbits required to constrain the underlying population of structures: It is able to quantify this as a function of the physical parameters of the structures (e.g., azimuthal extent and probability of generation). The model is shown adapted to the Hermean magnetotail, where the outputs are compared to the results of a recent survey. This comparison suggests that the center of Mercury's neutral line is located dawnward of midnight by and that the flux ropes are most likely to be wide azimuthally (∼50% of the width of the Hermean tail). The downtail location of the neutral line is not self-consistent or in agreement with previous (independent) studies unless dissipation terms are included planetward of the reconnection site; potential physical explanations are discussed. In the future the model could be adapted to other environments, for example, the dayside magnetopause or other planetary magnetotails.
本文提出了一个简单的蒙特卡罗模型,该模型考虑了航天器轨道采样对通过磁尾电流片中磁重联产生的磁通绳推断分布的影响。推广后,该模型能够确定约束结构潜在总体所需的轨道数量:它能够将此量化为结构物理参数(例如方位角范围和生成概率)的函数。该模型适用于水星磁尾,其输出结果与最近一项调查的结果进行了比较。这种比较表明,水星中性线的中心位于午夜的晨侧,距离为[具体数值未给出],并且磁通绳在方位角上最有可能较宽(约为水星磁尾宽度的50%)。除非在重联点向行星一侧包含耗散项,否则中性线的尾向位置是不自洽的,也与先前(独立)的研究不一致;文中讨论了可能的物理解释。未来,该模型可适用于其他环境,例如日侧磁层顶或其他行星磁尾。