摘要
双端测距时线路参数随运行情况变化及双端数据不同步问题,对线路故障准确测距有明显的影响。在不忽略线路首末端电压电流相量幅值可能变化的情况下提出一种消除不同步角影响,利用非线性方程组准确求解线路参数的方法。先利用求解出的线路参数结合双端电气量数据求出非同步角;再利用准确求得的线路参数、非同步角,合理选择故障后双端电气量数据,由测距公式求解出故障距离。算例仿真显示该方法能较大程度提高测量精度。
The changes of line parameters with the operation situation and asynchrony of two-terminal data have considerable impact on two-terminal fault location.A method of accurately calculating the line parameters was proposed by using system of nonlinear equations without the impact of non-synchronous angle considering the possible changes of the phosphor amplitudes of the voltage and current at both ends of the line.Then,the obtained line parameters along with the electric quantity data of both terminals were used to calculate the non-synchronous angle.Finally,the acquired precise line parameters,non-synchronous angle and properly selected post-fault electric quantity data of both terminals were used to calculate the fault distance through a locating equation.The simulation results showed that the method could greatly improve the accuracy of the measurement.
引文
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