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New physical effects in formation of non-linear equilibrium of dust structures in complex plasmas

机译:复杂等离子体中灰尘结构非线性平衡形成的新物理效应

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The result that homogeneous complex/dusty plasmas are universally unstable for structurization was first obtained in [1,2]. Subsequent efforts have been to describe the non-linear self-consistent structures as possible final state of structurization [3]. These theoretical efforts have been based on simplified description of processes responsible for confinement of all components in structures (such as linear screening, quasi-neutrality, negligible diffusion etc.). The further developments of experiments indicate the necessity to create compact dust structures for observing plasma crystals in pure boundary free conditions. For large dust charges necessary for crystal formation the dust screening is strongly nonlinear which substantially modifies the ion drag force being crucial for structure formation. The present report gives the main physical and computational results taking into account three new effects: nonlinear screening, ion diffusion due to high rate of collisions with non-linearly screened grains and neutrals, nonlinear ion pressure force due to ion-grain and ion-neutral collisions. All 3 effects have been investigated for the first time. They strongly depend on dust density (that is high inside the dust structures) and on parameter of non-linear screening β = Z_d~e~2/λ_DT_i (λ_D) being the Debye radius Z_d the dust charge and T_i the ion temperature) which is about 30 in laboratory experiment. The results of numerical investigations predict existence of equilibrium and stable structures for parameters of planned experiments. 2.Physics of dust and ion/electron confinement in the structures. Numerical investigations of dust structures was accompanied with calculations that have been devoted to clarify the physics of confinement of dusty plasmas components in the structures. They are the following: the grain drag force by plasma flux is directed inward the structure; to balance the drag an electric field force is excited which is for grains directed outwards and since the grains are charged negatively the electric field is directed inwards and drive ions inwards; the ions have a potential well at the structure center that substantially exceeds their temperature and the electrons are adiabatically following the potential distribution to compensate partially the charge separation created by drag force. This picture is not possible in absence of dust where the polarization forces can create Coulomb explosion. The degree of quasi-neutrality inside the dust structure is regulated by the strength of the drag force but not by polarization due to diffusion. In the de- scribed picture the maximum of ion and, dust densities are located at the center of structure although the distributions can be complicated with several higher maxima inside the structures. For certain large distance which can be named as structure size the dust density vanishes and the for larger distances in some range the balance is absent. Such structures are surrounded by dust voids. 3.Nonlinear drag force. The new numerical calculations of grain non-linear screening have been made using exact expressions for screening [4]. It was found that the total screening of a grain charge occurs at about 10λ_D and the cross-section of ion scattering on,large angles on grain potential can ex- ceed about 4 times the previously known cross-sections both for approximate nonlinear screening [5] and for linear screening [6]. These cross-sections nave been found numerically as functions of normalized velocity of impact ion y = v_i√2vTi and non-linear parameter β in the range 0.05 < y < 6;3 < β < 90 both by the backscattering model and directly by integrating on impact parameters taking into account the potential barriers.
机译:结果在[1,2]中首先获得均匀复合物/粉尘等离子体普遍不稳定的结构化。随后的努力是描述非线性自我一致结构,作为可能的最终结构化状态[3]。这些理论努力是基于对负责限制结构中所有组件的过程的简化描述(例如线性筛查,准中立,可忽略不计等)的过程。实验的进一步发展表明必须在纯粹的边界条件下观察血浆晶体来产生紧凑的粉尘结构。对于晶体形成所需的大型灰尘电荷,防尘筛选是强烈的非线性,其基本上改变了离子牵引力对于结构形成至关重要。本报告给出了主要的物理和计算结果考虑到了三种新效果:非线性筛选,由于具有非线性筛分晶粒和中性的高碰撞速率,离子扩散,由于离子晶粒和离子中性引起的非线性离子压力碰撞。所有3次效果首次调查。它们强烈依赖于灰尘密度(灰尘结构内部高)和非线性筛选参数β= Z_D〜E〜2 /λ_dt_i(λ_d)是Deye半径z_d灰尘和t_i的离子温度)在实验室实验中约有30个。数值调查结果预测计划实验参数平衡和稳定结构的存在。 2.结构中灰尘和离子/电子监禁的物理学。灰尘结构的数值调查伴随着计算的计算,以阐明粉尘等离子体组分在结构中禁闭的物理学。它们的情况如下:谷物拖曳力通过等离子体通量向内指向的结构;为了平衡拖动,激励电场力,用于向外指向的晶粒,因为晶粒是负面的,电场向内引导并向离子向内引导。离子在结构中心具有潜在的孔,其基本上超过其温度,并且在电位分布后,电子防止电位以补偿由拖动产生的电荷分离。在没有灰尘的情况下,这张照片是不可能的,偏振力可以产生库仑爆炸。灰尘结构内的准中立程度由拖曳力的强度调节,但不是由于扩散而不是极化。在划线图像中,离子的最大值和灰尘密度位于结构中心,尽管分布可以复杂于结构内的几个更高的最大值。对于可以被命名为结构尺寸的某些大距离,灰尘密度消失,对于在某些范围内的较大距离不存在。这种结构被灰尘空隙包围。 3.nonlinear拖曳力量。已经使用精确表达式进行筛选[4]的晶粒非线性筛选的新数值计算。发现谷粒电荷的总筛选发生在约10λ_d和离子散射的横截面上,晶粒电位的大角度可以例如以前已知的非线性筛选的先前已知的横截面的约4倍[5 ]和线性筛查[6]。这些横截面纳维地区发现,作为撞击离子y =V_i√2VTI的归一化速度的函数和非线性参数β在0.05

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