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Resonant Absorption as Mode Conversion?

机译:共振吸收作为模式转换?

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Resonant absorption and mode conversion are both extensively studied mechanisms for wave “absorption” in solar magnetohydrodynamics (MHD). But are they really distinct? We re-examine a well-known simple resonant absorption model in a cold MHD plasma that places the resonance inside an evanescent region. The normal mode solutions display the standard singular resonant features. However, these same normal modes may be used to construct a ray bundle which very clearly undergoes mode conversion to an Alfvén wave with no singularities. We therefore conclude that resonant absorption and mode conversion are in fact the same thing, at least for this model problem. The prime distinguishing characteristic that determines which of the two descriptions is most natural in a given circumstance is whether the converted wave can provide a net escape of energy from the conversion/absorption region of physical space. If it cannot, it is forced to run away in wavenumber space instead, thereby generating the arbitrarily small scales in situ that we recognize as fundamental to resonant absorption and phase mixing. On the other hand, if the converted wave takes net energy away, singularities do not develop, though phase mixing may still develop with distance as the wave recedes.
机译:共振吸收和模式转换都是太阳磁流体动力学(MHD)中对波“吸收”的广泛研究机制。但是它们真的有区别吗?我们在冷MHD等离子体中重新检查了一个众所周知的简单共振吸收模型,该模型将共振置于an逝区域内。标准模式解决方案显示标准的奇异谐振特征。但是,可以使用这些相同的法线模式来构建光束,该光束非常清楚地经历模式转换为无奇异的Alfvén波。因此,我们得出结论,至少对于这个模型问题,共振吸收和模式转换实际上是同一回事。在给定的情况下,确定两个描述中哪一个最自然的主要区别特征是,转换后的波是否可以从物理空间的转换/吸收区域中提供能量的净逸出。如果不能,则它被迫在波数空间中逃逸,从而在原位生成任意小尺度,我们认为这是共振吸收和相位混合的基础。另一方面,如果转换后的波带走了净能量,则奇异点不会形成,尽管随着波的后退,相混合仍会随着距离而发展。

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