Testing of an Adaptive Algorithm for Estimating the Parameters of a Synchronous Generator Based on the Approximation of Electrical State Time Series
Mathematics 2022
Mihail Senyuk, Svetlana Berjozkina, Alexander Berdin, Alexander Moiseichenkov, Murodbek Safaraliev, Inga Zicmane

The results of testing the algorithms of the adaptive model of a synchronous generator using theoretical and real physical data are presented in this study. The adaptive model of a synchronous machine is an equations system, which describes both the static and transient operation of a generator. Parameters of the adaptive model are found using measurements of a generator’s operational parameters. The single-machine model was created in Matlab/Simulink software to test the theoretical data. This single-machine model consists of a synchronous generator, a step-up transformer, and a transmission line. The test model also includes models of the automatic voltage regulator and steam turbine governor. The real electrodynamic model was used to verify the adaptive model of a synchronous machine. It consisted of four synchronous generators, with values of power capacity of 5 kW and 15 kW. The data logger with a sampling rate of 57.8 kHz was developed and installed to measure the operating parameters of each generator. As a result of testing on both models, the following values were estimated: inertia moment, d-axis and q-axis reactance, and load angle. These values were compared with the reference values. The adaptive model of a synchronous machine can be used in systems of emergency control and assessment of generator state.


Keywords
online measurement; parameter estimation; power systems dynamics; synchronous generator
DOI
10.3390/math10224187
Hyperlink
https://www.mdpi.com/2227-7390/10/22/4187

Senyuk, M., Berjozkina, S., Berdin, A., Moiseichenkov, A., Safaraliev, M., Zicmane, I. Testing of an Adaptive Algorithm for Estimating the Parameters of a Synchronous Generator Based on the Approximation of Electrical State Time Series. Mathematics, 2022, Vol. 10, No. 22, Article number 4187. ISSN 2227-7390. Pieejams: doi:10.3390/math10224187

Publication language
English (en)
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