2015
DOI: 10.1093/mnrasl/slv106
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Magnetar activity via the density–shear instability in Hall-MHD

Abstract: We investigate the density-shear instability in Hall-MHD via numerical simulation of the full non-linear problem, in the context of magnetar activity. We confirm the development of the instability of a plane-parallel magnetic field with an appropriate intensity and electron density profile, in accordance with analytic theory. We find that the instability also appears for a monotonically decreasing electron number density and magnetic field, a plane-parallel analogue of an azimuthal or meridional magnetic field… Show more

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Cited by 29 publications
(20 citation statements)
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“…Of particular interest is the speed at which such instabilities could develop, the total amount of energy liberated, and whether this could be related to observations of magnetar bursts. Numerical calculations in local box geometry (Gourgouliatos et al 2015, Gourgouliatos & Hollerbach 2016 indicate that localized spots with fields up to 10 15 G can develop, and can release up to 10 42 erg via ohmic heating within a few days, consistent with observed outbursts.…”
Section: Turbulence Instabilities Secular Evolutionsupporting
confidence: 63%
“…Of particular interest is the speed at which such instabilities could develop, the total amount of energy liberated, and whether this could be related to observations of magnetar bursts. Numerical calculations in local box geometry (Gourgouliatos et al 2015, Gourgouliatos & Hollerbach 2016 indicate that localized spots with fields up to 10 15 G can develop, and can release up to 10 42 erg via ohmic heating within a few days, consistent with observed outbursts.…”
Section: Turbulence Instabilities Secular Evolutionsupporting
confidence: 63%
“…These features are well above the resolution of the simulation and appear both in the low and high resolution runs. This behaviour is indicative of the density-shear instability in Hall-MHD, where, based on analytical arguments [21,22], the wavelength of the dominant mode is 2πL where L is the scale height of the electron density and the magnetic field, which can be approximated by the thickness of the crust.…”
Section: Simulations: Initial Conditions and Resultsmentioning
confidence: 98%
“…Further work in Hall instabilities has also considered more local aspects, such as instabilities that can develop in small-scale current sheets [80][81][82][83][84]. The depth-dependence of the electron number density n e plays an important role in many of these instability modes.…”
Section: Hall Evolutionmentioning
confidence: 99%