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Three dimensional dust-acoustic solitary waves in an electron depleted dusty plasma with two-superthermal ion-temperature

机译:具有两个超离子温度的贫电子尘埃等离子体中的三维尘埃声孤波

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摘要

A theoretical investigation is carried out to study the existence and characteristics of propagation of dust-acoustic (DA) waves in an electron-depleted dusty plasma with two-temperature ions, which are modeled by kappa distribution functions. A three-dimensional cylindrical Kadomtsev-Petviashvili equation governing evolution of small but finite amplitude DA waves is derived by means of a reductive perturbation method. The influence of physical parameters on solitary wave structure is examined. Furthermore, the energy integral equation is used to study the existence domains of the localized structures. It is found that the present model can be employed to describe the existence of positive as well as negative polarity DA solitary waves by selecting special values for parameters of the system, e.g., superthermal index of cold and/or hot ions, cold to hot ion density ratio, and hot to cold ion temperature ratio. This model may be useful to understand the excitation of nonlinear DA waves in astrophysical objects.
机译:进行了理论研究,以研究具有κ温度分布函数的贫电子尘埃等离子体中带有两个温度离子的尘埃声波的传播特性。利用归纳摄动法,推导了控制小而有限振幅的DA波的演化的三维圆柱Kadomtsev-Petviashvili方程。研究了物理参数对孤立波结构的影响。此外,使用能量积分方程来研究局部结构的存在域。通过选择系统参数的特殊值,例如冷离子和/或热离子的过热指数,从冷离子到热离子,可以发现本模型可用于描述正极性和负极性DA孤立波的存在。密度比,以及冷热离子温度比。该模型可能有助于理解天文学物体中非线性DA波的激发。

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