Title :
Electromechanical Mode Online Estimation Using Regularized Robust RLS Methods
Author :
Zhou, Ning ; Trudnowski, Daniel J. ; Pierre, John W. ; Mittelstadt, William A.
Author_Institution :
Pacific Northwest Nat. Lab., Richland, WA
Abstract :
This paper proposes a regularized robust recursive least squares (R3LS) method for online estimation of power-system electromechanical modes based on synchronized phasor measurement unit (PMU) data. The proposed method utilizes an autoregressive moving average exogenous (ARMAX) model to account for typical measurement data, which includes low-level pseudo-random probing, ambient, and ringdown data. A robust objective function is utilized to reduce the negative influence from nontypical data, which include outliers and missing data. A dynamic regularization method is introduced to help include a priori knowledge about the system and reduce the influence of under-determined problems. Based on a 17-machine simulation model, it is shown through the Monte Carlo method that the proposed R3LS method can estimate and track electromechanical modes by effectively using combined typical and nontypical measurement data.
Keywords :
Monte Carlo methods; autoregressive moving average processes; least squares approximations; phase measurement; power system identification; power system measurement; 17-machine simulation model; ARMAX; Monte Carlo method; autoregressive moving average exogenous model; electromechanical mode online estimation; power system identification; recursive least square method; regularized robust RLS method; synchronized phasor measurement unit; Autoregressive processes; Power measurement; Power system analysis computing; Power system measurements; Power system modeling; Power system simulation; Power system stability; Recursive estimation; Resonance light scattering; Robustness; Autoregressive moving average processes; least squares methods; power system identification; power system measurements; power system monitoring; power system parameter estimation; power system stability; recursive estimation; robustness;
Journal_Title :
Power Systems, IEEE Transactions on
DOI :
10.1109/TPWRS.2008.2002173