General-Relativistic Gauge-Invariant Magnetic Helicity Transport: Basic Formulation and Application to Neutron Star Mergers
Jiaxi Wu, Elias R. Most

TL;DR
This paper develops a covariant, gauge-invariant formalism for magnetic helicity transport in relativistic plasmas and applies it to neutron star mergers, revealing helicity fluxes that could influence dynamo processes.
Contribution
It introduces the first fully covariant, gauge-invariant formulation of magnetic helicity transport applicable to relativistic astrophysical systems.
Findings
Global helicity fluxes are observed in neutron star mergers.
The formalism is invariant under gauge transformations of Maxwell and Einstein equations.
Helicity fluxes may impact dynamo amplification in merger remnants.
Abstract
Dynamo processes are ubiquitous in astrophysical systems. In relativistic astrophysical systems, such as accretion disks around black holes or neutron stars, they may critically affect the launching of winds and jets that can power electromagnetic emission. Dynamo processes are governed by several microscopic parameters, one of them being magnetic helicity. As a conserved quantity in nonresistive plasmas, magnetic helicity is transported across the system. One important implication of helicity conservation is, that in the absence of helicity fluxes some mean-field dynamos can be quenched, potentially affecting the large-scale evolution of the magnetic field. One of the major challenges in computing magnetic helicity is the need to fix a meaningful electromagnetic gauge. We here present a fully covariant formulation of magnetic helicity transport in general-relativistic plasmas based on…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Magnetic confinement fusion research · Solar and Space Plasma Dynamics
