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Matthew Goodbred

Publications and source records attributed to Matthew Goodbred.

3 recordsLinked to original sources

The Birth of Plasmoids: Weibel-Driven Secondary Tearing and its Suppression in Relativistic Reconnection

Plasmoids, or magnetic islands, dominate relativistic reconnection layers in kinetic simulations, yet the instability that creates them remains poorly understood. By tracking newborn islands in 2D particle-in-cell simulations of pair-plasma reconnection with magnetizations $0.1\leσ_0\le1000$, we show that plasmoids are seeded by a current-filamentation/Weibel instability driven by counter-streaming out-of-plane current carriers near primary x-lines. Measured growth rates are $\sim0.1$ times the background plasma frequency and agree with linear theory evaluated on the simulated distributions. As inflowing plasma loads the sheet away from the x-line, the current is carried by more particles and their out-of-plane drift slows. The filamentation instability shuts off once this drift becomes comparable to the momentum spread in the outflow direction, which occurs at a distance $\ell_{\rm iso}\proptoσ_0$ from the x-line. Because the unstable region extends farther at higher $σ_0$, our results account for the onset of plasmoid-dominated reconnection in the relativistic regime but predict that plasmoid formation is suppressed beyond $\sim\ell_{\rm iso}$ from primary x-lines, even in ultra-relativistic reconnection. Particle acceleration, variability, and coherent radio emission attributed to plasmoid-dominated reconnection may therefore be confined to smaller regions than previously assumed.

astro-ph.HE↗

Diocotron Modes in Pulsar Magnetospheres: Charge Diffusion and Implications for Radio Emission Variability

The diocotron instability is a non-axisymmetric plasma instability that should occur generically in the differentially rotating equatorial plane of pulsar magnetospheres. We present a series of 3D particle-in-cell (PIC) simulations of the diocotron instability in aligned and oblique pulsars. The instability grows on timescales of the rotation period and develops a strong, stable $m=1$ mode, corresponding to a rotating, dipolar charge asymmetry in the equatorial disk. Stochastic fluctuations in the diocotron mode amplitude and pattern speed drive cross-field diffusion that can rapidly transport charges through the closed zone toward the light cylinder. In the nonlinear stage, the $m=1$ mode produces electric field perturbations which can modulate the polar cap potential drop and the emission beam angle, with possible connections to pulsar variability such as nulling, periodic amplitude modulation, and drifting subpulses.

astro-ph.HE↗

First-Principles Theory of the Relativistic Magnetic Reconnection Rate in Astrophysical Pair Plasmas

We develop a first-principles model for the relativistic magnetic reconnection rate in strongly magnetized pair plasmas. By considering the energy budget and required current density near the x-line, we analytically show that in the magnetically-dominated relativistic regime, the x-line thermal pressure is significantly lower than the upstream magnetic pressure due to the extreme energy needed to sustain the current density, consistent with kinetic simulations. This causes the upstream magnetic field lines to collapse in, producing the open outflow geometry which enables fast reconnection. The result is important for understanding a wide range of extreme astrophysical environments, where fast reconnection has been evoked to explain observations such as transient flares and nonthermal particle signatures.

astro-ph.HE↗