Magnetic reconnection as a trigger for sub-proton-scale cascade in magnetized plasma turbulence

POSTER

Abstract

We provide the first numerical evidences that the development of power-law energy spectra below the so-called ion break can be related to the occurrence of magnetic reconnection, regardless of the actual state of the turbulent cascade at MHD scales. This mechanism is investigated via high-resolution two-dimensional hybrid-kinetic simulations employing complementary approaches (Lagrangian vs Eulerian) and with completely different mechanisms to feed the turbulent dynamics (freely-decaying Alfv\'enic fluctuations vs continuously-driven compressible fluctuations). In both cases, the reconnection-mediated kinetic spectrum of parallel magnetic fluctuations develops a spectral slope of $-2.8$ whether or not an MHD cascade has already developed, without changes even after a successive formation of a power law at larger scales. Once a quasi-steady turbulent state is reached, the total magnetic spectrum exhibits a slope of $-5/3$ in the MHD range and of $-3$ below the ion scales. Based on this and on the analysis of the turbulent and reconnection characteristic time scales, we therefore suggest a scenario where magnetic reconnection may represent a relevant non-local transfer mechanism simultaneously at play in addition to the classical local turbulent energy transfer.

Authors

  • Luca Franci

    University of Florence

  • Silvio Sergio Cerri

    University of Pisa & Princeton University, Dipartimento di Fisica, Università di Pisa, 56127 Pisa, Italy & Department of Astrophysical Sciences, Princeton University, Princeton, NJ 08544, USA

  • Francesco Califano

    University of Pisa, Dipartimento di Fisica, Università di Pisa, 56127 Pisa, Italy

  • Simone Landi

    University of Florence

  • Emanuele Papini

    University of Florence

  • Andrea Verdini

    University of Florence

  • Lorenzo Matteini

    Imperial College London

  • Frank Jenko

    UCLA, Univ of California - Los Angeles, University of California Los Angeles

  • Petr Hellinger

    Astronomical Institute Prague