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Stability of solitary waves in a magnetized non-thermal plasma

机译:磁化非热等离子体中孤立波的稳定性

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摘要

A theoretical investigation is made of the stability of electrostatic waves in a magnetized non-thermal plasma. The Zakharov-Kuznetsov equation (or Korteweg-de Vriea equation in three dimensions) for these solitary waves in this plasma system ia derived, and their three-dimensional stability ia studied by the small-fc (long-wavelength plane-wave) perturbation expansion method. The instability criterion and its growth rate depending on the magnetic field and the propagation directions of the solitary wave and its perturbation mode are diacuaaed.
机译:对磁化非热等离子体中静电波的稳定性进行了理论研究。推导了该等离子体系统中这些孤立波的Zakharov-Kuznetsov方程(或三维Korteweg-de Vriea方程),并通过小fc(长波平面波)摄动展开研究了其三维稳定性。方法。根据磁场和孤立波的传播方向及其扰动模式,确定了不稳定性判据及其增长率。

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