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The model has been developed to study the parameters of a synchronous motor with biaxial, longitudinal-transverse excitation. The model is developed by means of the Matlab simulink computer program based on Park-Gorev differential equations. A rotor of the investigated synchronous motor with longitudinal-transverse excitation consists of a massive pole in which there are two field windings shifted by an angle of 90 electrical degrees. Using the model, the starting mode of a synchronous motor with longitudinal-transverse excitation is investigated. The oscillograms of the ignition trigger  are also presented.The developed model has the ability to describe the patterns of change in the electromagnetic moment, rotor angular velocity and currents in the stator and rotor contours in time.

  • Internet ҳавола
  • DOI
  • UzSCI тизимида яратилган сана 05-05-2021
  • Ўқишлар сони 230
  • Нашр санаси 20-11-2020
  • Мақола тилиIngliz
  • Саҳифалар сони129-133
English

The model has been developed to study the parameters of a synchronous motor with biaxial, longitudinal-transverse excitation. The model is developed by means of the Matlab simulink computer program based on Park-Gorev differential equations. A rotor of the investigated synchronous motor with longitudinal-transverse excitation consists of a massive pole in which there are two field windings shifted by an angle of 90 electrical degrees. Using the model, the starting mode of a synchronous motor with longitudinal-transverse excitation is investigated. The oscillograms of the ignition trigger  are also presented.The developed model has the ability to describe the patterns of change in the electromagnetic moment, rotor angular velocity and currents in the stator and rotor contours in time.

Муаллифнинг исми Лавозими Ташкилот номи
1 Pirmatov .B. Professor TDTU
2 Giyasov S.M. senior teacher TDTU
3 Urakov S.E. assistant TDTU
4 Urakova F.E. magister TDTU
Ҳавола номи
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16 Pirmatov N.B., Giyasov S.M. Simulation of a synchronous motors with direct and quadrature excitation // Universum: Technical sciences. - 2019. - No. 11 (68).
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