E3S Web Conf.
Volume 216, 2020Rudenko International Conference “Methodological problems in reliability study of large energy systems” (RSES 2020)
|Number of page(s)||4|
|Published online||14 December 2020|
Development of Differential Equations and their Solution Using the Simulink Matlab Program, which Calculate the Self-Swinging of Synchronous Machines with Traditional and Longitudinal-Transverse Excitation
1 Tashkent State Technical University, DSc, Prof. Head of the Department of Electrical machine, Tashkent, 100095, Uzbekistan
2 Tashkent State Technical University, Department of Electrical machine, Tashkent, 100095, Uzbekistan
3 Tashkent State Technical University, Department of Electrical machine, Tashkent, 100095, Uzbekistan
4 Bukhara Engineering Technological Institute, Department of Energy audit, Bukhara, 200117, Uzbekistan
The article presents the differential equations of a synchronous generator in phase coordinates and in the coordinate system (d, q). In addition, differential equations of synchronous machines with longitudinal-transverse excitation and a block diagram based on these equations are given. The system of differential equations is solved by the operator method. On the basis of a system of differential equations using the Simulink Matlab program, a structural diagram was created and a graph of the self-swinging processes taking place in synchronous machines with conventional and longitudinal-transverse excitation was obtained. On the basis of the obtained graph, the processes of self-swinging of synchronous generators with traditional and longitudinal and transverse excitation are compared.
© The Authors, published by EDP Sciences, 2020
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