Fig. 1: Key features in the Lx = 2.5di case and reconnection rates. | Communications Physics

Fig. 1: Key features in the Lx = 2.5di case and reconnection rates.

From: An analytical model of “Electron-Only” magnetic reconnection rates

Fig. 1: Key features in the Lx = 2.5di case and reconnection rates.The alternative text for this image may have been generated using AI.

a Electron outflow speed Vex overlaid with the contour of the in-plane magnetic flux ψ. Note that the entire domain is smaller than the typical ion diffusion region (IDR) in standard reconnection. b Ion outflow speed Vix overlaid with the separatrices in dashed black. The red box of size 2Le × 2δe marks the electron diffusion region (EDR). The corners (such as point “6”) of the green box of size 2L0 × 2δ0 mark the locations downstream of which the exhaust opening angle quickly decreases to 0. c Cuts of VexVix and the E × B drift speed along the z = 0 line. The (red and green) dashed vertical lines mark the outflow boundaries of the EDR and the green box in (b), while the magenta dashed horizontal line denotes the limiting speed. d In blue the electron Alfvén speed based on the local Bx and ne as a function of z at x = 0. In gray the electron inflow speed Vez × 20. In green the electron density ne × 43. In purple the peak velocity Vex,peak from (c). The red shaded band marks the EDR. e Reconnection rate R as a function of time for simulations of different system sizes. The rates in our simulations are computed from R = (∂Δψ/∂t)/Bx0VAi0 where Δψ is the magnetic flux difference between the X-line and the O-line. Note that ∂Δψ/∂t = cER, the reconection electric field, in 2D systems. The gray dashed horizontal line indicates the typical rate of ion-coupled standard reconnection31. The transparent color circles mark the time of these Vex contours in Fig. 2.

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