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Digital protection of transmission lines using a new phasor measurement approach

机译:使用新的相量测量方法的传输线路的数字保护

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The paper presents an improved Gauss-Newton approach for fast and accurate estimation of voltage and current phasors, which are a prerequisite for distance relaying applications. The improved Gauss-Newton method has an advantage that the fundamental voltage and current phasors are estimated accurately even in the presence of decaying dc, harmonic components and measurement noise. The proposed algorithm has been applied for the protection of a transmission line fed from one end both with and without transformer saturation; the ensuing R-X trajectories clearly reveal very fast operation. Hence, very accurate fault location estimation can be made by utilizing this new approach.
机译:本文提出了一种改进的高斯 - 牛顿方法,用于快速准确地估计电压和电流相位量,这是距离中继应用的先决条件。改进的高斯 - 牛顿方法具有优点,即使在存在衰减的直流,谐波分量和测量噪声时,即使在存在衰减的DC,谐波分量和测量噪声也是精确估计的基本电压和电流相位。已经施加了所提出的算法,用于保护从一端馈送的传输线,无论是变压器饱和度的一端;随后的R-X轨迹清晰显示出非常快速的操作。因此,可以通过利用这种新方法来进行非常准确的故障定位估计。

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