A new method for calculating the electric field distribution in particle-particle rotating systems

IF 1.9 4区 工程技术 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC
Yongqiang Kang, Jialin Zhang, Zhipeng Shi, Xuhong Pu, Shuaibing Li
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引用次数: 0

Abstract

In the applied electric field, the behavioral characteristic which occurs in particle-particle systems always are used in dielectric insulation, and nanomaterials regulation, among which is the key to correctly compute the electric field. Because the dipole model without fully considering the particle interactions so that has defects in computing in some cases. This study introduced the mutual-coupling dipole offset distance τ used to describe the degree of inter-particle interaction, the analytical expression of the mutual-coupling dipole moment under the two types of the electric field is obtained, respectively. An original model is established, and by comparison with the finite element method, it is found that even when D = 0.1R and εpp/εf = 25, the proposed model can describe the inter-particle interaction effectively, and its computational precision better than that of the classical model, which can realize the accurate computation of the electric field distribution around the particle-particle rotating system.

计算粒子-粒子旋转系统中电场分布的新方法
在外加电场中,粒子-粒子系统中出现的行为特征总是被用于介质绝缘和纳米材料调节,其中正确计算电场是关键。由于偶极子模型没有充分考虑粒子间的相互作用,因此在某些情况下存在计算缺陷。本研究引入了用于描述粒子间相互作用程度的互偶偶极偏移距离τ,分别得到了两种电场下互偶偶极矩的解析表达式。建立了一个原创模型,并通过与有限元法的比较发现,即使在 D = 0.1R 和 εpp/εf = 25 时,所提出的模型也能有效地描述粒子间的相互作用,其计算精度优于经典模型,可以实现粒子-粒子旋转系统周围电场分布的精确计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Electrostatics
Journal of Electrostatics 工程技术-工程:电子与电气
CiteScore
4.00
自引率
11.10%
发文量
81
审稿时长
49 days
期刊介绍: The Journal of Electrostatics is the leading forum for publishing research findings that advance knowledge in the field of electrostatics. We invite submissions in the following areas: Electrostatic charge separation processes. Electrostatic manipulation of particles, droplets, and biological cells. Electrostatically driven or controlled fluid flow. Electrostatics in the gas phase.
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