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THE TRANSVERSE AND ROTATIONAL MOTIONS OF MAGNETOHYDRODYNAMIC KINK WAVES IN THE SOLAR ATMOSPHERE

机译:太阳大气中磁氢动力纠缠波的横向和旋转运动

摘要

Magnetohydrodynamic (MHD) kink waves have now been observed to be ubiquitous throughout the solar atmosphere. With modern instruments, they have now been detected in the chromosphere, interface region, and corona. The key purpose of this paper is to show that kink waves do not only involve purely transverse motions of solar magnetic flux tubes, but the velocity field is a spatially and temporally varying sum of both transverse and rotational motion. Taking this fact into account is particularly important for the accurate interpretation of varying Doppler velocity profiles across oscillating structures such as spicules. It has now been shown that, as well as bulk transverse motions, spicules have omnipresent rotational motions. Here we emphasize that caution should be used before interpreting the particular MHD wave mode/s responsible for these rotational motions. The rotational motions are not necessarily signatures of the classic axisymmetric torsional Alfvén wave alone, because kink motion itself can also contribute substantially to varying Doppler velocity profiles observed across these structures. In this paper, the displacement field of the kink wave is demonstrated to be a sum of its transverse and rotational components, both for a flux tube with a discontinuous density profile at its boundary, and one with a more realistic density continuum between the internal and external plasma. Furthermore, the Doppler velocity profile of the kink wave is forward modeled to demonstrate that, depending on the line of sight, it can either be quite distinct or very similar to that expected from a torsional Alfvén wave.
机译:现已发现,磁流体动力学(MHD)扭结波在整个太阳大气中无处不在。使用现代仪器,现已在色球,界面区域和电晕中检测到它们。本文的主要目的是证明扭结波不仅涉及太阳磁通量管的纯横向运动,而且速度场是横向和旋转运动的时空变化总和。考虑到这一事实,对于准确地解释诸如针状物之类的振荡结构上变化的多普勒速度分布图尤其重要。现在已经表明,除了整体横向运动之外,针状体具有无处不在的旋转运动。在这里,我们强调在解释造成这些旋转运动的特定MHD波模式之前,应谨慎行事。旋转运动不一定是单独的经典轴对称扭转Alfvén波的特征,因为扭结运动本身也可以极大地影响跨这些结构观察到的多普勒速度分布。在本文中,扭结波的位移场被证明是其横向分量和旋转分量的总和,对于在其边界处具有不连续密度分布的通量管,以及在内部和内部之间具有更现实的密度连续性的通量管而言。外部等离子体。此外,对扭结波的多普勒速度剖面进行了正向建模,以证明根据视线,它可能与阿尔夫文扭转波所期望的截然不同或非常相似。

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