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Using the cold plasma dispersion relation and whistler mode waves to quantify the antenna sheath impedance of the Van Allen Probes EFW instrument

机译:使用冷等离子体弥散关系和啸叫模式波来量化Van Allen Probes EFW仪器的天线护套阻抗

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摘要

Cold plasma theory and parallel wave propagation are often assumed when approximating the whistler mode magnetic field wave power from electric field observations. The current study is the first to include the wave normal angle from the Electric and Magnetic Field Instrument Suite and Integrated Science package on board the Van Allen Probes in the conversion factor, thus allowing for the accuracy of these assumptions to be quantified. Results indicate that removing the assumption of parallel propagation does not significantly affect calculated plasmaspheric hiss wave powers. Hence, the assumption of parallel propagation is valid. For chorus waves, inclusion of the wave normal angle in the conversion factor leads to significant alterations in the distribution of wave power ratios (observed/ calculated); the percentage of overestimates decreases, the percentage of underestimates increases, and the spread of values is significantly reduced. Calculated plasmaspheric hiss wave powers are, on average, a good estimate of those observed, whereas calculated chorus wave powers are persistently and systematically underestimated. Investigation of wave power ratios (observed/calculated), as a function of frequency and plasma density, reveals a structure consistent with signal attenuation via the formation of a plasma sheath around the Electric Field and Waves spherical double probes instrument. A simple, density-dependent model is developed in order to quantify this effect of variable impedance between the electric field antenna and the plasma interface. This sheath impedance model is then demonstrated to be successful in significantly improving agreement between calculated and observed power spectra and wave powers.
机译:从电场观测值近似惠斯勒模式磁场波功率时,通常会采用冷等离子体理论和平行波传播。当前的研究是第一个将Van Allen Probes上的电场和磁场仪器套件和Integrated Science软件包中的波法向角包括在内的转换因子,从而可以量化这些假设的准确性。结果表明,消除平行传播的假设不会显着影响所计算的等离子球面嘶声波功率。因此,并行传播的假设是有效的。对于合唱波,将波法向角包含在转换因子中会导致波功率比分布的显着变化(观察/计算);高估的百分比减少,低估的百分比增加,价值分布显着减少。平均而言,计算出的等离子球面嘶嘶波功率可以很好地估计出观测到的,而计算出的合唱波功率却被持续而系统地低估了。对作为频率和等离子体密度的函数的波功率比(观察/计算)的研究揭示了一种结构,该结构通过在电场和波球形双探头仪器周围形成等离子鞘形成与信号衰减一致的结构。为了量化电场天线和等离子体界面之间可变阻抗的这种影响,开发了一个简单的,依赖于密度的模型。然后证明了该护套阻抗模型可以成功地显着改善计算出的和观察到的功率谱与波功率之间的一致性。

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