Recurrence based quantification of dynamical complexity in the Earth's magnetosphere at geospace storm timescales
Reik V. Donner, Georgios Balasis, Veronika Stolbova, Marina Georgiou,, Marc Wiedermann, and J\"urgen Kurths

TL;DR
This study applies advanced nonlinear recurrence analysis techniques to geomagnetic data, distinguishing storm-time magnetospheric activity driven by external solar wind influences from internal variability, aiding in space weather prediction.
Contribution
It introduces a novel application of recurrence quantification and network analysis to classify magnetic storm periods based on surface observations.
Findings
Successfully discriminates external vs. internal magnetospheric variability.
Provides a physically meaningful classification of storm periods.
Offers potential improvements for space weather forecasting.
Abstract
Magnetic storms are the most prominent global manifestations of out-of-equilibrium magnetospheric dynamics. Investigating the dynamical complexity exhibited by geomagnetic observables can provide valuable insights into relevant physical processes as well as temporal scales associated with this phenomenon. In this work, we utilize several innovative data analysis techniques enabling a quantitative nonlinear analysis of the nonstationary behavior of the disturbance storm time (Dst) index together with some of the main drivers of its temporal variability, the electric field component, the vertical component of the interplanetary magnetic field, , and the dynamic pressure of the solar wind, . Using recurrence quantification analysis (RQA) and recurrence network analysis (RNA), we obtain several complementary complexity measures that serve as markers of different…
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