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Whistler anisotropy instabilities as the source of banded chorus: Van Allen Probes observations and particle-in-cell simulations

机译:惠斯勒各向异性的不稳定性是带状合唱的根源:Van Allen Probes的观察结果和细胞内颗粒模拟

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摘要

Magnetospheric banded chorus is enhanced whistler waves with frequencies ωr<Ωe, where Ωe is the electron cyclotron frequency, and a characteristic spectral gap at ωr≃Ωe/2. This paper uses spacecraft observations and two-dimensional particle-in-cell simulations in a magnetized, homogeneous, collisionless plasma to test the hypothesis that banded chorus is due to local linear growth of two branches of the whistler anisotropy instability excited by two distinct, anisotropic electron components of significantly different temperatures. The electron densities and temperatures are derived from Helium, Oxygen, Proton, and Electron instrument measurements on the Van Allen Probes A satellite during a banded chorus event on 1 November 2012. The observations are consistent with a three-component electron model consisting of a cold (a few tens of eV) population, a warm (a few hundred eV) anisotropic population, and a hot (a few keV) anisotropic population. The simulations use plasma and field parameters as measured from the satellite during this event except for two numbers: the anisotropies of the warm and the hot electron components are enhanced over the measured values in order to obtain relatively rapid instability growth. The simulations show that the warm component drives the quasi-electrostatic upper band chorus and that the hot component drives the electromagnetic lower band chorus; the gap at ∼Ωe/2 is a natural consequence of the growth of two whistler modes with different properties.
机译:磁层带状合唱是增强的惠斯勒波,其频率为ωr<Ωe,其中Ωe为电子回旋加速器频率,特征谱隙为ωr≃Ωe/ 2。本文使用航天器的观测结果和二维的粒子在模拟中的磁化,均质,无碰撞等离子体来测试以下假设:带状合唱是由于两个不同的各向异性激发的惠斯勒各向异性不稳定性的两个分支的局部线性增长所致温度明显不同的电子组件。电子密度和温度来自于范艾伦探测器(Aan Van Probes A)卫星在2012年11月1日的合唱事件中的氦气,氧气,质子和电子仪器的测量结果。这些观察结果与由冷组成的三分量电子模型一致(几十eV)人口,温暖(数百eV)各向异性人口和热(几keV)各向异性人口。在此事件中,模拟使用从卫星测得的等离子体和场参数,除了两个数:为了获得相对快速的不稳定性增长,热电子成分和热电子成分的各向异性比测量值要大。仿真表明,温暖的分量驱动准静电的高频带合唱,而热分量驱动电磁的低频带合唱。 〜Ωe/ 2处的间隙是两个具有不同特性的啸叫模式的增长的自然结果。

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