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Derivation of exact and approximate formulas for the force on a conducting particle standing on a ground plane, and comparison with finite element computations

机译:推导接地面上的导电粒子上的力的精确公式和近似公式,并与有限元计算进行比较

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摘要

The force on a conducting particle standing on a ground plane in a uniform background field is important to a range of technical areas, such as particle motion in gasinsulated substations. The force and lifting field for such a particle is normally evaluated using an approximate formula in an obscure paper published over 40 years ago. Software technology now facilitates the solution of many such problems exactly, which allows evaluation of (i) the published approximation and (ii) the range of parameters over which the approximation is accurate. In the present contribution, we provide an exact solution to the field-induced force semi-spheroid standing on a ground plane, derive the commonly used approximation from the exact solution, and find that the commonly used approximate solution for the force on a rod-like particle agrees poorly with finite element computations of the force. We provide both "exact" and approximated formulas which agree well with finite element computations of the force on a rod-like particle for asperities from 2 to 100.
机译:站在均匀背景场中的接地平面上的导电粒子上的力对于一系列技术领域至关重要,例如气体绝缘变电站中的粒子运动。通常在40年前发表的一篇晦涩论文中使用近似公式评估这种粒子的力和升力场。现在,软件技术可以精确地解决许多此类问题,从而可以评估(i)已发布的近似值,以及(ii)近似值准确的参数范围。在目前的贡献中,我们提供了一个精确的解决方案,它解决了站在地平面上的半球形椭球体产生的力,从该精确解中推导出了常用的近似值,并发现了对杆上力的常用近似解。像粒子与力的有限元计算不太吻合。我们提供“精确”公式和近似公式,这些公式与2到100的粗糙度对杆状粒子上的力的有限元计算非常吻合。

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