论文标题

在流动的灰尘等离子体中固定的孤子的实验性观察

Experimental observation of pinned solitons in a flowing dusty plasma

论文作者

Arora, Garima, Bandyopadhyay, P, Hariprasad, M G, Sen, A

论文摘要

固定的孤子是由液体中的副人移动对象创建的一类特殊的非线性解决方案。它们以与移动对象相同的速度移动,从而将其固定在对象上。它们是一种众所周知的流体动力学现象,已显示出在数值模拟研究中存在,但迄今为止尚未在血浆中实验观察到。在本文中,我们报告了在带动带电障碍物上流动的尘土(复杂)等离子体中固定的孤子的第一次实验激发。实验是在π形尘土灰尘的血浆实验(DPEX)设备中进行的,其中使用微米尺寸的高岭土粉尘颗粒在DC Glow放电AR等离子体的背景中产生灰尘等离子体。有偏的铜线会产生一个潜在的结构,该结构充当固定的带电物体,在该物体上以高度超音速的速度使灰尘流体流动。在适当的条件下,在实验室框架中观察到非线性固定结构,这与移动流体框架中障碍物的速度移动的固定结构相对应。通过改变潜在结构的高度来仔细调整灰尘流体的流速,对这些孤子的传播特性进行了系统的研究。发现钉住的孤子的性质从单个驼峰变为多驼峰,它们的幅度随着灰尘流体的流速增加而增加。然后,实验发现与模型强制Korteweg de Vries(FKDV)方程的数值解相比进行定性。

Pinned solitons are a special class of nonlinear solutions created by a supersonically moving object in a fluid. They move with the same velocity as the moving object and thereby remain pinned to the object. A well known hydrodynamical phenomenon, they have been shown to exist in numerical simulation studies but to date have not been observed experimentally in a plasma. In this paper we report the first experimental excitation of pinned solitons in a dusty (complex) plasma flowing over a charged obstacle. The experiments are performed in a Π shaped Dusty Plasma Experimental (DPEx) device in which a dusty plasma is created in the background of a DC glow discharge Ar plasma using micron sized kaolin dust particles. A biased copper wire creates a potential structure that acts as a stationary charged object over which the dust fluid is made to flow at a highly supersonic speed. Under appropriate conditions nonlinear stationary structures are observed in the laboratory frame that correspond to pinned structures moving with the speed of the obstacle in the frame of the moving fluid. A systematic study is made of the propagation characteristics of these solitons by carefully tuning the flow velocity of the dust fluid by changing the height of the potential structure. It is found that the nature of the pinned solitons changes from a single humped one to a multi-humped one and their amplitudes increase with an increase of the flow velocity of the dust fluid. The experimental findings are then qualitatively compared with the numerical solutions of a model forced Korteweg de Vries (fKdV) equation.

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