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Out-of-step prediction logic for wide-area protection based on an autoregressive model

机译:基于自回归模型的广域保护远程预测逻辑

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This work describes a new out-of-step prediction logic based upon the autoregressive model (AR model), which is a kind of time-series analysis. The oscillation after the clearance of a severe fault is modeled using the mth-order of the AR model, of which input data are the phase difference of the voltage between substations. The stability of the power system is distinguished using the sign of the real part of the characteristic roots that are given by solving the pulse transfer function of the AR model. That is, a negative sign leads the power system to be judged to fall into unstable status. In this case, the oscillation of the rotor angle of every generator is modeled using the mth-order of the AR model. Where both oscillations include the same components, the power system is predicted to fall into out-of-step status. The new logic is verified using the Y-method, which CRIEPI has developed as a dynamic analysis and which gives good results in the 10-generator western Japan 60 Hz model power system.
机译:这项工作描述了一种基于自回归模型(AR模型)的新的逐步预测逻辑,这是一种时间序列分析。使用AR模型的MTH-阶层建模严重故障后的振荡,其中输入数据是变电站之间电压的相位差。通过求解AR模型的脉冲传递函数给出的特征根的实际部分的符号来区分电力系统的稳定性。也就是说,负符号导致电力系统被判断为不稳定状态。在这种情况下,每个发电机的转子角度的振荡使用AR模型的MTH-阶层建模。如果两个振荡包括相同的组件,则预计电力系统将陷入阶梯状态。使用Y-Method验证了新逻辑,Criepi开发为动态分析,并在10发电机西方60 Hz模型电力系统中提供了良好的效果。

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