Plasma Anisotropy Around an Infinite Chain of Dust Particles

M. Salnikov, G. Sukhinin
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Abstract

This paper presents a numerical model in which selfconsistent distributions of plasma space charge and potential are calculated in a proximity of the infinite chain consists of spherical dust particles. In the observed model, this chain is under an influence of an external electric field. The data obtained reveal a significant phenomenon: for the electric field of low intercity anisotropy around each individual dust particle raises lineary with the increase of external field strength. However, with further amplification of the external electric field this anisotropy start to decline, until it almost non-existent. Quantitatively this phenomenon is demonstrated through the dependency of the dipole moment of an “ion cloud – dust particle” system on the external electric field strength.
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尘埃粒子无限链周围的等离子体各向异性
本文提出了一个计算等离子体空间电荷和电势在由球形尘埃粒子组成的无限链附近自洽分布的数值模型。在观察到的模型中,这条链受到外电场的影响。得到的数据揭示了一个显著的现象:对于低城际各向异性的各个尘埃粒子周围的电场,随着外场强度的增加而线性增加。然而,随着外电场的进一步放大,这种各向异性开始下降,直到几乎不存在。通过“离子云尘粒子”系统的偶极矩对外部电场强度的依赖关系,定量地证明了这一现象。
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