2018
DOI: 10.1029/2018gl081216
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Effect of the Reconnection Electric Field on Electron Distribution Functions in the Diffusion Region of Magnetotail Reconnection

Abstract: Electron distribution functions in the electron diffusion region during symmetric magnetic reconnection are investigated by means of theory and fully kinetic simulations. Crescent‐like striations are formed in distribution functions in the velocity plane perpendicular to the magnetic field. Using an analytical current sheet, we solve the equation of motion for electrons, and derive the shape of a crescent distribution, as a function of the distance from the neutral line, field gradients, and the reconnection e… Show more

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Cited by 15 publications
(25 citation statements)
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“…Such stripes can be seen in the inner EDR region (black bars at the bottom of Figures and ) as well as in the Earthward outflow jet region (magenta bars). The results support the conclusion by Bessho et al () that reconnection electric field can be estimated from the second peak in the velocity distribution functions such as shown in Figure d.…”
Section: Change In the Electron Distribution Functionsupporting
confidence: 91%
“…Such stripes can be seen in the inner EDR region (black bars at the bottom of Figures and ) as well as in the Earthward outflow jet region (magenta bars). The results support the conclusion by Bessho et al () that reconnection electric field can be estimated from the second peak in the velocity distribution functions such as shown in Figure d.…”
Section: Change In the Electron Distribution Functionsupporting
confidence: 91%
“…In most cases, the crescent‐shaped distribution was multiple stripes. Bessho et al () suggested that the multiple stripes were due to multiple meandering bounces caused by the reconnection electric field, and the separation between stripes became larger as the Hall electric field increased in the symmetric reconnection. So the multiple stripes were easily distinguished in the region with the large electric field E N , consistent with our observations.…”
Section: Discussion and Summarymentioning
confidence: 99%
“…A few mechanisms were proposed to interpret such distribution, such as meandering (cusp-like) electron orbits (Hesse et al, 2014;Lapenta et al, 2017;Shay et al, 2016) and a drift-kinetic model (Egedal et al, 2016). Most recently, the crescent-shaped electron distribution was detected in the EDR of a symmetric reconnection in the magnetotail as well Zhou et al, 2019), as predicted by numerical simulations (e.g., Bessho et al, 2018). Moreover, multiple discrete striation of the crescent-shaped and the triangle-shaped in the electron distribution functions were measured and attributed to multiple meandering bounces in the diffusion region (Bessho et al, 2018;Torbert et al, 2018).…”
Section: Introductionmentioning
confidence: 86%
“…During the MMS encounter with an electron diffusion region described in Torbert et al (2018), highly non-Maxwellian electron distribution functions were observed close to the x-point. These velocity distributions have been studied in detail (Bessho et al, 2018), and it has been shown that the combination of the electron meandering motion and reconnection electric field is important for setting the structure of the distribution functions. These distributions are used to identify regions in the simulation for study and provide a link to reality.…”
Section: Reconstruction Of Distributions In Reconnection Regionsmentioning
confidence: 99%
“…In particular, for magnetic reconnection regions in the magnetotail, strongly anisotropic electron velocity distributions with p ‖ > p ⊥ are found in inflow regions (Øieroset et al, 2002), while triangular distributions with accelerated electrons are found within the electron diffusion region and close to the x-point during antiparallel reconnection (Torbert et al, 2018). The formation of these distributions can be explained by electron trapping in the inflow (Egedal et al, 2013), while in the electron diffusion region, the meandering electron orbits in the magnetic field reversal explains the striated and counterstreaming populations (Bessho et al, 2014(Bessho et al, , 2018Fujimoto & Sydora, 2009;Ng et al, 2011Ng et al, , 2012.…”
Section: Introductionmentioning
confidence: 99%