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Incoherent Scattering of Electromagnetic Waves by Langmuir Fluctuations Trapped in a Plasma Density Well

机译:通过血浆密度捕获的Langmuir波动的电磁波的不连贯散射

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摘要

Incoherent scattering of a probing wave by Langmuir fluctuations trapped and enhanced near a local minimum of the electron density (plasma density well) in plasma with a parabolic density profile is considered. Steady-state amplitudes of fluctuations are calculated for arbitrary velocity distribution functions of plasma particles with allowance for electron collisions. It is shown that quasi-periodic oscillations with two characteristic scales can be present in the spectrum of the plasma line. The smaller scale is due to the wellknown effect of discretization of the spectrum of Langmuir fluctuations in a plasma density well. The larger scale is associated with the generation of scattered waves in two spatial regions and subsequent interference of these waves at the exit from the density well. Oscillations with this scale are more stable under unsteady plasma conditions and can be more often observed in experiments. The results of this work can be used to experimentally determine the plasma parameters, such as the electron collision frequency and the size and lifetime of the plasma density well.
机译:考虑了通过抛物线密度分布的局部最小截图和增强的Langmuir波动和增强的探测波的不连贯散射,具有抛物线密度分布。计算具有电子碰撞余量的等离子体粒子的任意速度分布函数的稳态波动。结果表明,具有两个特征尺度的准周期性振荡可以存在于等离子体线的光谱中。较小的尺度是由于血浆密度良好的朗米尔波动谱的离散化的众所周知。较大的尺度与两个空间区域中的散射波的产生相关联,并随后在孔的出口处干扰这些波。在不稳定的血浆条件下,具有这种规模的振动更稳定,并且可以在实验中更常见。该工作的结果可用于通过实验确定等离子体参数,例如电子碰撞频率以及等离子体密度的尺寸和寿命。

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