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Seismology of contracting and expanding coronal loops using damping of kink oscillations by mode coupling

机译:用模式耦合阻尼扭结冠状动物的抗冠状动物的地震学

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Aims. We extend recently developed seismological methods to analyse oscillating loops which feature a large initial shift in the equilibrium position and investigate additional observational signatures related to the loop environment and oscillation driver. Methods. We model the motion of coronal loops as a kink oscillation damped by mode coupling, accounting for any change in loop length and the possible presence of parallel harmonics in addition to the fundamental mode. We apply our model to a loop which rapidly contracts due to a post-flare implosion (SOL2012-03-09) and a loop with a large lateral displacement (SOL2012-10-20). Results. The seismological method is used to calculate plasma parameters of the oscillating loops including the transverse density profile, magnetic field strength, and phase mixing timescale. For SOL2012-03-09 the period of oscillation has a linear correlation with the contracting motion and suggests the kink speed remains constant during the oscillation. The implosion excitation mechanism is found to be associated with an absence of additional parallel harmonics. Conclusions. The improved Bayesian analysis of the coronal loop motion allows for accurate seismology of plasma parameters, and the evolution of the period of oscillation compared with the background trend can be used to distinguish between loop motions in the plane of the loop and those perpendicular to it. The seismologically inferred kink speed and density contrast imply sub-Alfvénic ( M _(A) = 0.16 ± 0.03 ) propagation of the magnetic reconfiguration associated with the implosion, as opposed to triggering by a wave propagating at the Alfvén speed.
机译:目标。我们最近扩展了开发的地震方法来分析振荡循环,该循环在均衡位置具有大的初始偏移,并调查与环路环境和振荡驱动器相关的附加观察签名。方法。我们模拟冠状环的运动作为通过模式耦合阻尼的扭结振荡,除了基本模式之外,还占环长的任何变化和并联频道的存在。我们将模型应用于循环,该循环迅速收缩,由于发后爆发爆炸(SOL2012-03-09)和具有大横向位移的环(SOL2012-10-20)。结果。地震方法用于计算振荡回路的等离子体参数,包括横向密度曲线,磁场强度和相位混合时间尺度。对于Sol2012-03-09,振荡周期与收缩运动具有线性相关性,并表明在振荡期间扭结延迟仍然是恒定的。发现内爆激励机制与不存在额外的平行谐波相关联。结论。冠状环运动的改善贝叶斯分析允许准确的等离子体参数的地震学,以及与背景趋势相比的振荡周期的演变可用于区分环路平面中的环运动和垂直于其的那些。地震性推断的扭结速度和密度对比度意味着与灌注相关联的磁重新配置的磁性重新配置的传播,而不是通过在Alfvén速度下传播的波触发。

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