Relativistic electrons in the radiation belt and Current sheet in the solar wind

First Oral Exam

Graduate Student: Zijin Zhang Supervisor: Vassilis Angelopoulos Committee Members: Marco Velli, Hao Cao, Anton Artemyev

Part 1: Relativistic electron flux decay and recovery: relative roles of EMIC waves, chorus waves, and electron injections

Conclusion

Preliminary Results

  • We examined a particular event on 17 April 2021 characterized by a series of strong electron and ion injections, significant electron precipitation driven by EMIC and chorus waves, and electron acceleration mainly attributable to chorus waves.

  • This case study is unique in the sense that strong EMIC and chorus wave-driven electron losses do not necessarily correspond to a simultaneous decrease of trapped electron fluxes. Sufficiently strong injections and chorus wave-driven electron acceleration in the presence of a sufficiently steep negative electron energy PSD gradient can balance such wave-driven losses.

Future Work

  • Statistically study the conditions that lead to relativistic electron flux decay and recovery.

  • Understand the physical mechanisms that lead to the observed electron flux: strong diffusion or non-linear wave-particle interactions.

Part 2: Current sheet in the solar wind: JUNO and PSP Observations

Preliminary Results

  • The normalized occurrence rate decreases with radial distance from the Sun, following a 1/𝑟 relationship in the outer heliosphere.

  • Normalized thickness and current density of discontinuities remain constant with radial distance (negligible change compared to their spread)

    • Thickness => ion inertial length
  • Current density => Alfven velocity (current density)

  • Better alignment period has a slightly better agreement of the properties of the discontinuities (normalized thickness, current density, \(|\Delta \mathbf{B}/B|\) and rotation angle). \(B_N/B\) and in-plane rotation angle, however, are significantly different.

Future Work

  • Understand the constant normalized thickness and current density of discontinuities with radial distance and change in the \(B_N/B\) and in-plane rotation angle.