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Quasi-steady, marginally unstable electron cyclotron harmonic wave amplitudes

机译:准恒定,略微不稳定的电子回旋谐波振幅

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Electron cyclotron harmonic (ECH) waves have long been considered a potential driver of diffuse aurora in Earth's magnetotail. However, the scarcity of intense ECH emissions in the outer magnetotail suggests that our understanding of the amplification and the relative importance of these waves for electron scattering is lacking. We conduct a comprehensive study of wave growth and quasi-linear diffusion to estimate the amplitude of loss-cone-driven ECH waves once diffusion and growth balance but before convection or losses alter the background hot plasma sheet population. We expect this to be the most common state of the plasma sheet between episodes of fast convection. For any given wave amplitude, we model electron diffusion caused by interaction with ECH waves using a 2-D bounce-averaged Fokker-Planck equation. After fitting the resultant electron distributions as a superposition of multicomponent subtracted bi-Maxwellians, we estimate the maximum path-integrated gain using the HOTRAY ray-tracing code. We argue that the wave amplitude during quasi-steady state is the inflection point on a gain-amplitude curve. During quasi-steady state, ECH wave amplitudes can be significant (~~1 mV/m) at L ~~ 8 but drop to very low values (<~~0.1 mV/m) in the outer magnetotail (L ~~ 16) and likely fall below the sensitivity of typical instrumentation relatively close to Earth mainly because of the smallness of the loss cone. Our result reinforces the potentially important role of ECH waves in driving diffuse aurora and suggests that careful comparison of theoretical wave amplitude estimates and observations is required for resolving the equatorial scattering mechanism of diffuse auroral precipitation. Key Points ECH waves affect electron PSD over a limited range of energies and pitch angles ECH wave amplitude during quasi-steady state decreases with increasing L-shell ECH emissions should be present at high L-shells
机译:电子回旋谐振波一直(决定)分散的被认为是一个潜在的推动力地球磁尾的极光。缺乏强烈的电解珩磨排放外磁尾表明我们理解放大的相对重要性这些缺乏电子散射波。我们进行全面研究波的增长和准线性扩散估计振幅loss-cone-driven电解珩磨波一次但在扩散和发展平衡改变背景热对流或损失等离子体片人口。最常见的等离子体状态表之间集快速对流。振幅,我们模型电子扩散引起的使用二维交互决定波bounce-averaged福克尔普朗克方程。拟合结果作为电子分布多组分叠加减去bi-Maxwellians,我们估计的最大使用HOTRAY射线跟踪路径积分增益代码。准稳态的拐点gain-amplitude曲线。决定自波振幅可以显著(~ ~ 1 mV /米)在L ~ ~ 8但下降到非常低的值(< 0.1 ~ ~mV / m)外磁尾(L ~ ~ 16)可能低于典型的敏感性主要仪器相对接近地球因为小的损失锥。结果强化了潜在的重要作用开车漫极光,决定自波表明,仔细比较理论波振幅估计和观察需要解决赤道散射弥漫性极光降水机制。点决定波影响电子PSD上有限范围的能量和螺距角决定在准稳态波振幅随增加l层电解珩磨排放应该出现在高L-shells

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