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Frequency Divider as a Continuum
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DOI：10.1109/TPWRS.2022.3207058.png)
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Abstract
En 中文
The letter describes a novel, continuum-based approach, to capture the evolution of electromechanical dynamics in a power network following a disturbance. Such approach is based on the frequency divider formula (FDF), which was recently proposed by the third author. A key point in obtaining the frequency divider formula (FDF) as a consequence of a continuum, is to show that the spatial rate of change, at a given time, of the frequency along a lossless line is constant. The proposed derivation is then compared with the electromechanical wave approach (EWA), which has been discussed in the literature in a variety of hues and is aimed at modeling the propagation in a power system of frequency oscillations following a disturbance. The discussion illustrates similarities and differences between FDF and electromechanical wave approach (EWA).
Keywords:
Power system dynamics
Mathematical models
Frequency conversion
Phasor measurement units
Frequency synchronization
Transient analysis
Topology
Electromechanical dynamics
continuum
frequency divider
electromechanical wave theory
Journal
IF:
7.2
Papers:
1.1W
Citations:
5.0W
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Cited Papers
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