APS Logo

Velocity-Space Structure of Terms in the Electron Vlasov Equation: MMS Magnetopause Observations and Model Results

ORAL · Invited

Abstract

The Vlasov equation describes collisionless plasmas in the continuum limit and applies to fundamental plasma energization phenomena occurring in Earth's magnetosphere, throughout the heliosphere, and in laboratory fusion experiments. Because this equation governs the evolution of plasmas in six-dimensional phase space, studies of its structure typically rely on numerical or analytical approaches. In this work, each term of the Vlasov equation is determined from direct observations of electron phase-space density gradients measured by the Magnetospheric Multiscale (MMS) spacecraft in the vicinity of magnetic reconnection occurring at Earth's magnetopause. The unprecedented temporal, spatial, and velocity-space resolution offered by the MMS tetrahedron enables us to identify the electron velocity-space distribution that supports the pressure divergence within electron-scale current layers. We characterize the relationship between the distribution's velocity-space structure and spatial gradients in the bulk plasma moments: unipolar, bipolar, and ring structures in the electron phase-space density gradient terms are compared to a simplified Maxwellian model and correspond to gradients in density, velocity, and temperature, respectively. We compare the MMS observations to exact Vlasov-Maxwell solutions and particle-in-cell simulations of asymmetric reconnection suitable for modeling Earth's magnetopause. Our results provide a perspective relevant to how the electron pressure divergence develops to violate the frozen-in condition and sustain electron-scale energy conversion processes, such as the reconnection electric field, in collisionless plasmas. This work is immediately relevant to the study of fundamental energy conversion processes, including electron diffusion regions fueling magnetic reconnection, kinetic-scale turbulence, and wave-particle interactions consistent with Landau damping that were recently reported using MMS data from Earth's turbulent magnetosheath.

Publication: Shuster, J. R., et al. (2021), Structures in the terms of the Vlasov equation observed at Earth's magnetosphere, Nature Physics, 17, 1056-1065, doi:10.1038/s41567-021-01280-6.<br><br>Shuster, J. R., et al. (2021), Electron-scale temperature gradients in kinetic equilibrium: MMS observations and Vlasov-Maxwell solutions, Physics of Plasmas, 28, 122902, doi:10.1063/5.0069559.<br><br>Shuster, J. R., et al. (2019), MMS measurements of the Vlasov equation: Probing the electron pressure divergence within thin current sheets, Geophysical Research Letters, 46, 7862-7872, doi:10.1029/2019GL083549.

Presenters

  • Jason Shuster

    University of Maryland, College Park

Authors

  • Jason Shuster

    University of Maryland, College Park

  • Daniel J Gershman

    NASA Goddard Space Flight Center

  • John Dorelli

    NASA Goddard Space Flight Center

  • Barbara Giles

    NASA Goddard Space Flight Center

  • Naoki Bessho

    University of Maryland, College Park; NASA GSFC, University of Maryland, College Park; NASA Goddard Space Flight Center

  • Shan Wang

    University of Maryland, College Park, University of Maryland, College Park; NASA Goddard Space Flight Center

  • Jonathan Ng

    University of Maryland, University of Maryland, College Park; NASA Goddard Space Flight Center

  • Li-jen Chen

    NASA Goddard Space Flight Center

  • Paul A Cassak

    West Virginia University

  • Steven Schwartz

    Laboratory for Atmospheric and Space Physics, University of Colorado Boulder

  • Richard Denton

    Dartmouth College

  • Vadim Uritsky

    Catholic University of America

  • James L Burch

    Southwest Research Institute

  • James Webster

    Rice University

  • Roy Torbert

    Space Science Center, University of New Hampshire; Southwest Research Institute

  • William Paterson

    NASA Goddard Space Flight Center

  • Conrad Schiff

    NASA Goddard Space Flight Center

  • Adolfo Viñas

    Catholic University of America; NASA GSFC

  • Levon Avanov

    NASA Goddard Space Flight Center

  • Julia E Stawarz

    Imperial College London

  • Tak Chu Li

    Dartmouth College

  • Yi-Hsin Liu

    Dartmouth College

  • Matthew Argall

    University of New Hampshire

  • Arya S Afshari

    University of Iowa

  • Frederick Wilder

    University of Texas at Arlington

  • Kevin Genestreti

    University of New Hampshire; Southwest Research Institute

  • Daniel da Silva

    Laboratory for Atmospheric and Space Physics, University of Colorado Boulder; NASA GSFC