2012
DOI: 10.1051/0004-6361/201219098
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Nonlinear wave propagation and reconnection at magnetic X-points in the Hall MHD regime

Abstract: Context. The highly dynamical, complex nature of the solar atmosphere naturally implies the presence of waves in a topologically varied magnetic environment. Here, the interaction of waves with topological features such as null points is inevitable and potentially important for energetics. The low resistivity of the solar coronal plasma implies that non-magnetohydrodynamic (MHD) effects should be considered in studies of magnetic energy release in this environment. Aims. This paper investigates the role of the… Show more

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Cited by 23 publications
(22 citation statements)
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“…fast magnetoacoustic) wave propagation and reconnection at an X-type magnetic null point. The role of the Hall term in the evolution of an initial fast magnetoacoustic wave and its interaction with topologically varying magnetic environment was investigated in Threlfall et al (2012). The initial fast magnetoacoustic wave was found to deform rapidly, resulting into coupling of whistler and ion-cyclotron components.…”
Section: High-frequency Effects On Coronal Mhd Wavesmentioning
confidence: 99%
“…fast magnetoacoustic) wave propagation and reconnection at an X-type magnetic null point. The role of the Hall term in the evolution of an initial fast magnetoacoustic wave and its interaction with topologically varying magnetic environment was investigated in Threlfall et al (2012). The initial fast magnetoacoustic wave was found to deform rapidly, resulting into coupling of whistler and ion-cyclotron components.…”
Section: High-frequency Effects On Coronal Mhd Wavesmentioning
confidence: 99%
“…Oscillatory reconnection has been considered in other studies (Craig & McClymont 1991;Murray et al 2009;McLaughlin et al 2012a,b;Threlfall et al 2012;Thurgood et al 2019). Notably, in these simulations the region about the null is either continuously driven, say by ongoing flux emergence (Murray et al 2009;McLaughlin et al 2012b), or the initial perturbation has a strong symmetry about the null while the resulting dynamics include reflections off exterior boundaries (Craig & McClymont 1991;McLaughlin et al 2012a;Threlfall et al 2012;Thurgood et al 2019). Oscillatory reconnection should be a process inherent to the dynamics of the null, but appears difficult to isolate in all of the above studies.…”
Section: Discussionmentioning
confidence: 98%
“…Even in the twofluid formalism, a high fidelity model of resistivity is crucial (Threlfall et al 2012). 3.…”
Section: Fate Of Accreted Flux: Reconnectionmentioning
confidence: 99%