This paper introduces the Dynamic Leapfrog algorithm for estimating the frequency and other model parameters of a power system. It is also compared to the Newton method. These algorithms take into account an exponentially decaying DC component, fundamental frequency and components until the Mth harmonic. The parameters which are estimated are: amplitudes of the DC component and harmonics, the time constant of the decaying DC component, the frequency of the fundamental component and the phase angle of each harmonic. The Leapfrog method appears to be much more robust than the Newton method, since more accurate results were obtained when the assumed fundamental frequency was far away from the actual frequency.
|Number of pages||7|
|Journal||Measurement: Journal of the International Measurement Confederation|
|Publication status||Published - Jun 2006|
- Frequency estimation
- Newton method
- Numerical analysis
- Power system analysis