A closed solution for the corona field and charge transfer phenomena and the transformation of the results into an arbitrary electrode system

Z. Kucerovsky
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引用次数: 0

Abstract

Experimental and theoretical studies of corona discharges available in literature have concentrated on the classical configurations, namely plane to plane, cylindrical, pin-plane and filament-plane. A number of closed solutions have been published that cover much ground; in addition, the popularity of numerical methods has resulted in a number of programs being available for situations where a closed solution is not available, not accessible, or too complex to apply. However, most of the studies have concentrated on a given particular corona geometry. Less attention has been focused on the degree of validity, with which the theoretical and experimental results obtained in one particular corona configuration could be applied to other configurations. In the paper, a charge transfer equation valid for one type of corona discharge (plane-parallel) is formulated and its approximate closed solution found. Then transformations are proposed that apply the results to the other common electrode configurations, such as the filament-cylinder and point-sphere. The errors incurred in such transformations are discussed and the accuracy of the transformations justified by data obtained from experiments performed specifically for this purpose.
电晕场和电荷转移现象的封闭解,并将结果转化为任意电极系统
现有的电晕放电实验和理论研究主要集中在平面对平面、柱面、针脚面和灯丝面等经典构型上。已经发表了一些封闭的解决方案,涵盖了很多领域;此外,数值方法的流行已经导致许多程序可用于封闭解不可用、不可访问或太复杂而无法应用的情况。然而,大多数研究都集中在一个特定的日冕几何形状上。对有效性的关注较少,在一个特定的电晕结构中获得的理论和实验结果可以应用于其他结构。本文建立了一类电晕放电(平面平行)的电荷转移方程,并求出其近似闭解。然后提出了将结果应用于其他常见的电极结构的变换,如丝柱和点球。讨论了在这种转换中产生的误差,并通过为此目的专门进行的实验获得的数据来证明转换的准确性。
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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