4.5 Article

Information theoretical approach to discovering solar wind drivers of the outer radiation belt

Journal

JOURNAL OF GEOPHYSICAL RESEARCH-SPACE PHYSICS
Volume 121, Issue 10, Pages 9378-9399

Publisher

AMER GEOPHYSICAL UNION
DOI: 10.1002/2016JA022711

Keywords

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Funding

  1. JHU/APL Janney Fellowship
  2. NSF [AGS-1058456, ATM0902730, AGS-1203299]
  3. NASA [NNX13AE12G, NNX15AJ01G, NNX16AQ87G, NNH11AR07I, NNX14AM27G, NNH14AY20I, NNX16AR10G]
  4. DOE [DE-AC02-09CH11466]
  5. Div Atmospheric & Geospace Sciences
  6. Directorate For Geosciences [1058456] Funding Source: National Science Foundation
  7. NASA [NNX16AR10G, 895923] Funding Source: Federal RePORTER

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The solar wind-magnetosphere system is nonlinear. The solar wind drivers of geosynchronous electrons with energy range of 1.8-3.5 MeV are investigated using mutual information, conditional mutual information (CMI), and transfer entropy (TE). These information theoretical tools can establish linear and nonlinear relationships as well as information transfer. The information transfer from solar wind velocity (V-sw) to geosynchronous MeV electron flux (J(e)) peaks with a lag time of 2 days. As previously reported, J(e) is anticorrelated with solar wind density (n(sw)) with a lag of 1 day. However, this lag time and anticorrelation can be attributed at least partly to the J(e)(t + 2 days) correlation with V-sw(t) and n(sw)(t + 1 day) anticorrelation with V-sw(t). Analyses of solar wind driving of the magnetosphere need to consider the large lag times, up to 3 days, in the (V-sw, n(sw)) anticorrelation. Using CMI to remove the effects of V-sw, the response of Je to n(sw) is 30% smaller and has a lag time < 24 h, suggesting that the MeV electron loss mechanism due to n(sw) or solar wind dynamic pressure has to start operating in < 24 h. nsw transfers about 36% as much information as V-sw (the primary driver) to J(e). Nonstationarity in the system dynamics is investigated using windowed TE. When the data are ordered according to transfer entropy value, it is possible to understand details of the triangle distribution that has been identified between J(e)(t + 2 days) versus V-sw(t).

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