楔形介质束缚气隙中局部放电的压力缩放定律

R. Färber, O. Šefl, Christian M. Franck
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引用次数: 0

摘要

本文推导出了楔形介质约束气隙局部放电起始电压 (PDIV) 的压力比例定律,并通过实验进行了验证。所研究的原型电极几何形状与许多实际应用相关,例如与电机或变压器中的漆包线接触。推导出的压力缩放定律对航空系统中的电力推进具有特殊意义。结果表明,PDIV 可以根据第一原理精确地参数化为比例参数 p-s/εr 的函数,其中 p 是气体压力,s 是绝缘涂层的厚度,εr 是相对介电常数。以前公布的 PDIV 与压力之间的经验关系被证明是所提出的一般缩放定律的局部近似值。特别是,通常假定的 PDIV 与压力的线性关系并不普遍有效。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pressure scaling laws for partial discharges in wedge-shaped, dielectric-bounded gas gaps
A pressure scaling law for the partial discharge inception voltage (PDIV) of wedge-shaped, dielectric-bounded gas gaps is derived and experimentally validated. The investigated prototypical electrode geometry is of relevance in a number of practical applications, such as contacting enamelled wires in electric motors or transformers. The derived pressure scaling law is of particular interest for electric propulsion in aviation systems. The results show that the PDIV can be accurately parametrized from first principles as a function of the scaling parameter p·s/εr, where p is the gas pressure, s is the thickness of the insulating coating and εr its relative dielectric permittivity. Previously published empirical relationships between the PDIV and pressure are shown to be local approximations of the presented general scaling law. In particular, the often assumed linear relation of PDIV with pressure is shown to not be generally valid.
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