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January 17, 2026Energies0 citationsOpen Access

Inertia Estimation of Regional Power Systems Using Band-Pass Filtering of PMU Ambient Data

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KLKyeong-Yeong LeeSYSung‐Guk YoonJHJin Kwon Hwang

Key Points

  • To develop a method for accurately estimating regional inertia in power systems using ambient PMU data.
  • Proposed a band-pass filtering technique to enhance PMU data quality.
  • Utilized a first-order ARMAX model to directly identify inertia constant.
  • Validated the method through simulation on three benchmark power systems.
  • Achieved area-level inertia estimates within ±5% error across all benchmark systems.
  • Demonstrated consistent performance across various disturbance models and configurations.
  • Maintained stable performance with short data windows of a few minutes.

Abstract

This paper proposes a regional inertia estimation method in power systems using ambient data measured by phasor measurement units (PMUs). The proposed method employs band-pass filtering to suppress the low-frequency influence of mechanical power and to attenuate high-frequency noise and discrepancies between rotor speed and electrical frequency. By utilizing a simple first-order AutoRegressive Moving Average with eXogenous input (ARMAX) model, this process allows the inertia constant to be directly identified. This method requires no prior model order selection, rotor speed estimation, or computation of the rate of change of frequency (RoCoF). The proposed method was validated through simulation on three benchmark systems: the Kundur two-area system, the IEEE Australian simplified 14-generator system, and the IEEE 39-bus system. The method achieved area-level inertia estimates within approximately ±5% error across all test cases, exhibiting consistent performance despite variations in disturbance models and system configurations. The estimation also maintained stable performance with short data windows of a few minutes, demonstrating its suitability for near real-time monitoring applications.

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Cite This Study

Lee et al. (2026) studied this question.

synapsesocial.com/papers/696b2696d2a12237a9349e00https://doi.org/10.3390/en19020424
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