电弧行为:相角;I-V演化轨道

G. Parise
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引用次数: 4

摘要

提出了电流-电压相角的利萨约轨道,以方便对故障电流,特别是电弧电流的综合研究,预测其行为。实际上,在椭圆轨道平面上,作为连续找矿和脉动找矿的边界,有一个自熄电弧断层的区间。一般来说,电弧点火在不变时间演化的前半循环中引入了不对称性。电弧电流模型是对螺栓短路分析的一种扩展:在简化的方法中,电弧电压的波形被限制为基次谐波。该简化方法适用于低于1000v或高于1000v的系统电压,可以轻松确定基本参数,如电弧电流均方根值和峰值、传导角、电弧功率和电弧能量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Electric Arc Behavior: Phase Angle ϕ-Orbits of I-V Evolution
Lissajous orbits of the current-voltage phase angles, are suggested to facilitate a synthetic study of fault current and particularly of arc current, predicting its behavior. In fact, an interval of self-extinguishing arc fault is marked in the plane of the elliptical orbits as edge between continuous and pulsating prospected behavior. The arc ignition introduces generally an asymmetry for the first half cycle of the invariant time evolutions. The arc current model is obtained as an extension of bolted short-circuit analysis: in a simplified approach the waveform of the arc voltage is limited to the fundamental harmonic. The simplified method, applicable with a system voltage either under 1000 V or higher 1000 V, allows to determine easily basic parameters, such as arc current RMS and peak values, conduction angle, arc power and arc energy.
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