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A model for fast switching transients in power systems: the near zone concept

机译:电力系统中快速开关瞬变的模型:近区概念

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摘要

The author presents a simple time-domain model which makes it possible to predict the order of magnitude of the highest di/dt values generated by closing switches in electrical power systems. The model is based on traveling-wave analysis. It is demonstrated that two different approaches must be applied, according to whether (a) the closing time, T/sub s/, of the switch is faster than twice the traveling time to the first reflection point or (b) T/sub s/ is much slower. Under condition (b) the well-known quasistationary approach di/dt/sub max/=U/sub 0//L can be used, where U/sub 0/ is the switched voltage and L is the self-inductance of the line between the stray capacitances located to the left and the right of the switching device. Under condition (a) a new formula must be applied: di/dt/sub max/ approximately=2 U/sub 0//ZT/sub s/, where Z is the line impedance of the line in which the switching device is installed and T/sub s/ is the time during which the voltage across the switch collapses from U/sub 0/ to zero. Experimental results are given from both fast and slow closing switches.
机译:作者提出了一个简单的时域模型,该模型可以预测由电力系统中的闭合开关产生的最高di / dt值的数量级。该模型基于行波分析。根据(a)开关的闭合时间T / sub s /是否比到达第一反射点的行进时间快两倍或(b)T / sub s证明必须采用两种不同的方法/慢得多。在条件(b)下,可以使用众所周知的准静态方法di / dt / sub max / = U / sub 0 // L,其中U / sub 0 /是开关电压,L是线路的自感在位于开关设备左右两侧的杂散电容之间。在条件(a)下,必须应用新的公式:di / dt / sub max /大约= 2 U / sub 0 // ZT / sub s /,其中Z是安装开关设备的线路的线路阻抗T / sub s /是开关两端的电压从U / sub 0 /崩溃到零的时间。实验结果来自快速和慢速闭合开关。

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