4.5 Article

Signatures of Nonideal Plasma Evolution During Substorms Obtained by Mining Multimission Magnetometer Data

期刊

JOURNAL OF GEOPHYSICAL RESEARCH-SPACE PHYSICS
卷 124, 期 11, 页码 8427-8456

出版社

AMER GEOPHYSICAL UNION
DOI: 10.1029/2019JA027037

关键词

substorm; magnetotail; data mining; magnetic reconnection; thin current sheet; B-z hump

资金

  1. NASA [NNX16AB78G, NNX16AB80G, 80NSSC19K0074]
  2. NSF [AGS-1702147, AGS-1744269]
  3. Department of Energy
  4. Advanced Simulation and Computing Program
  5. Scientific Discovery through Advanced Computing Program
  6. NASA [NNX16AB78G, NNX16AB80G, 907805, 907806] Funding Source: Federal RePORTER

向作者/读者索取更多资源

Substorm-type evolution of the Earth's magnetosphere is investigated by mining more than two decades (1995-2017) of spaceborne magnetometer data from multiple missions including the first two years (2016-2017) of the Magnetospheric MultiScale mission. This investigation reveals interesting features of plasma evolution distinct from ideal magnetohydrodynamics (MHD) behavior: X-lines, thin current sheets, and regions with the tailward gradient of the equatorial magnetic field B-z. X-lines are found to form mainly beyond 20 R-E, but for strong driving, with the solar wind electric field exceeding similar to 5mV/m, they may come closer. For substorms with weaker driving, X-lines may be preceded by redistribution of the magnetic flux in the tailward B-z gradient regions, similar to the magnetic flux release instability discovered earlier in PIC and MHD simulations as a precursor mechanism of the reconnection onset. Current sheets in the growth phase may be as thin as 0.2 R-E, comparable to the thermal ions gyroradius, and at the same time, as long as 15 R-E. Such an aspect ratio is inconsistent with the isotropic force balance for observed magnetic field configurations. These findings can help resolve kinetic mechanisms of substorm dipolarizations and adjust kinetic generalizations of global MHD models of the magnetosphere. They can also guide and complement microscale analysis of nonideal effects.

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