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Theory of coupled whistler-electron temperature gradient mode in high beta plasma: Application to linear plasma device

机译:高β等离子体中的惠斯电子温度梯度耦合模式理论:在线性等离子体装置中的应用

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摘要

This paper presents a theory of coupled whistler (W) and electron temperature gradient (ETG) mode using two-fluid model in high beta plasma. Non-adiabatic ion response, parallel magnetic field perturbation (δB _z), perpendicular magnetic flutter (δB_⊥), and electron collisions are included in the treatment of theory. A linear dispersion relation for whistler-electron temperature gradient (W-ETG) mode is derived. The numerical results obtained from this relation are compared with the experimental results observed in large volume plasma device (LVPD) Awasthi, Phys. Plasma 17, 42109 (2010). The theory predicts that the instability grows only where the temperature gradient is finite and the density gradient flat. For the parameters of the experiment, theoretically estimated frequency and wave number of W-ETG mode match with the values corresponding to the peak in the power spectrum observed in LVPD. By using simple mixing length argument, estimated level of fluctuations of W-ETG mode is in the range of fluctuation level observed in LVPD.
机译:本文提出了一种在高β等离子体中使用双流体模型耦合惠斯勒(W)和电子温度梯度(ETG)模式的理论。非绝热离子响应,平行磁场扰动(δB_z),垂直磁颤动(δB_⊥)和电子碰撞均包含在理论处理中。导出了惠斯电子温度梯度(W-ETG)模式的线性色散关系。从这种关系获得的数值结果与在大容量等离子体设备(LVPD)Awasthi,Phys。 Plasma 17,42109(2010)。该理论预测,仅在温度梯度有限且密度梯度平坦的情况下,不稳定性才会增加。对于实验参数,理论上估计的W-ETG模式的频率和波数与对应于LVPD中观察到的功率谱峰值的值匹配。通过使用简单的混合长度参数,W-ETG模式的波动估计水平在LVPD中观察到的波动水平范围内。

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