SIMULATION OF THE SYNCHRONOUS MOTORS WITH BIAXIAL EXCITATION

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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.

Name of journalTechnical science and innovation
Number of edition2020,№4(06)
View count168

Web Address

DOI

Date of creation in the UzSCI system05-05-2021

Read count167

Date of publication19-11-2020

Main LanguageIngliz

Pages129-133

Tags

modeling

current

the synchronous motors

longitudinal-transverse excitation

the differential equation

electromagnet moment

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.

Tags

modeling

current

the synchronous motors

longitudinal-transverse excitation

the differential equation

electromagnet moment

№ Author name position Name of organisation

1 Pirmatov .B. Professor TDTU

2 Giyasov S.M. senior teacher TDTU

3 Urakov S.E. assistant TDTU

4 Urakova F.E. magister TDTU

№ Name of reference

1 1. Akhmatov M.G. Synchronous machines. Special course: Textbook. manual for technical colleges - M .: Higher school, 1984. - 135 p.

2 2. A.K. Gromov, V.N. Karaulov. The analyses and the results of calculation methods of salientpole synchronous motors // Vestnik of Ivanovo state power engineering university. - 2006. - No. 3.

3 3. Boldea I, Tutelea L. Electric machines. Steady state, transients and design with MATLAB, CRC Press, ISBN 978-1-4200-5572-6, Boca Ration, USA – 2010.

4 4. Bose B. Power electronics and motor drives, Elsevier, ISBN 978-0-12-088405-6, San Diego, USA – 2006.

5 5. Pirmatov N.B., Akhmatov M.G. Abnormal operating modes of synchronous biaxial excitation machines. Tashkent: Publishing House of Tashkent State Technical University, 2003. - 158 p.

6 6. Chiasson J. Modeling and high-performance control of electrical machines, IEEE Press, Wily interscience, ISBN 0-471-68449-X, Hoboken, USA – 2005.

7 7. De Doncker R, Pulle D, Veltman A. Advanced Electrical Drives. Analysis, modeling, control, springer, ISBN 978-94-007-0179-3, Dordrecht Germany – 2011.

8 8. Konovalov Y.V. Modelirovanie elektromehanicheskih protsessov v sinhronnom dvigatele // Sovremennie texnologii. Sistemniy analiz. Моdelirovanie. 2011. №4.

9 9. A.E.Bekishev, S.E.Urakov, Static stability in the electric power system, 2/2019. ISSN: 2181-0400.

10 10. Enin, V.N. Modelirovanie perexodnyx protsessov i analiz dinamicheskoy ustoychivosti sinxronnyx generatorov pri vozdeystvii bolshix vozmusheniy. Nauka i obrazovanie. 2012. №10. S. 495–503.

11 Volokitina V.V., Nikitin V.V., Opalev YU.G., TebenkovT.G., Imitatsionnaya matematicheskaya model sinxronnoy magnitoelektricheskoy mashiny v generatornom rejime v srede Matlab Simulink. Elektrosnabjenie i elektrooborudovanie. 2011. №4. S. 21–25.

12 Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5. Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5.

13 Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5.

14 Zabello, E. Primenenie prikladnyx programm v raschetax rejimov i ustoychivosti raboty sobstvennyx generiruyushix istochnikov pri ix parallelnoy rabote s energosistemoy. Energetika i TEK. Nauka dlya praktiki. 2011. № 9/10. S. 20–22.

15 Berdnik E.G., Filippova N.G. Razvitie metodov i algoritmov analiza staticheskoy ustoychivosti slojnyx elektroenergeticheskix sistem // Upravlenie rejimami elektroenergeticheskix sistem: tez. dokl. Ivanovo: IGEU, 1995. S. 7.

16 Pirmatov N.B., Giyasov S.M. Simulation of a synchronous motors with direct and quadrature excitation // Universum: Technical sciences. - 2019. - No. 11 (68).

Waiting

№	Author name	position	Name of organisation
1	Pirmatov .B.	Professor	TDTU
2	Giyasov S.M.	senior teacher	TDTU
3	Urakov S.E.	assistant	TDTU
4	Urakova F.E.	magister	TDTU

№	Name of reference
1	1. Akhmatov M.G. Synchronous machines. Special course: Textbook. manual for technical colleges - M .: Higher school, 1984. - 135 p.
2	2. A.K. Gromov, V.N. Karaulov. The analyses and the results of calculation methods of salientpole synchronous motors // Vestnik of Ivanovo state power engineering university. - 2006. - No. 3.
3	3. Boldea I, Tutelea L. Electric machines. Steady state, transients and design with MATLAB, CRC Press, ISBN 978-1-4200-5572-6, Boca Ration, USA – 2010.
4	4. Bose B. Power electronics and motor drives, Elsevier, ISBN 978-0-12-088405-6, San Diego, USA – 2006.
5	5. Pirmatov N.B., Akhmatov M.G. Abnormal operating modes of synchronous biaxial excitation machines. Tashkent: Publishing House of Tashkent State Technical University, 2003. - 158 p.
6	6. Chiasson J. Modeling and high-performance control of electrical machines, IEEE Press, Wily interscience, ISBN 0-471-68449-X, Hoboken, USA – 2005.
7	7. De Doncker R, Pulle D, Veltman A. Advanced Electrical Drives. Analysis, modeling, control, springer, ISBN 978-94-007-0179-3, Dordrecht Germany – 2011.
8	8. Konovalov Y.V. Modelirovanie elektromehanicheskih protsessov v sinhronnom dvigatele // Sovremennie texnologii. Sistemniy analiz. Моdelirovanie. 2011. №4.
9	9. A.E.Bekishev, S.E.Urakov, Static stability in the electric power system, 2/2019. ISSN: 2181-0400.
10	10. Enin, V.N. Modelirovanie perexodnyx protsessov i analiz dinamicheskoy ustoychivosti sinxronnyx generatorov pri vozdeystvii bolshix vozmusheniy. Nauka i obrazovanie. 2012. №10. S. 495–503.
11	Volokitina V.V., Nikitin V.V., Opalev YU.G., TebenkovT.G., Imitatsionnaya matematicheskaya model sinxronnoy magnitoelektricheskoy mashiny v generatornom rejime v srede Matlab Simulink. Elektrosnabjenie i elektrooborudovanie. 2011. №4. S. 21–25.
12	Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5. Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5.
13	Moskvin, I.A. Kolebatelnaya staticheskaya ustoychivost elektroenergeticheskoy sistemy s mejsistemnoy svyazyu, soderjashey reguliruemoe ustroystvo prodolnoy kompensatsii. Vestnik IGEU. 2013. Vyp. 5. S. 1–5.
14	Zabello, E. Primenenie prikladnyx programm v raschetax rejimov i ustoychivosti raboty sobstvennyx generiruyushix istochnikov pri ix parallelnoy rabote s energosistemoy. Energetika i TEK. Nauka dlya praktiki. 2011. № 9/10. S. 20–22.
15	Berdnik E.G., Filippova N.G. Razvitie metodov i algoritmov analiza staticheskoy ustoychivosti slojnyx elektroenergeticheskix sistem // Upravlenie rejimami elektroenergeticheskix sistem: tez. dokl. Ivanovo: IGEU, 1995. S. 7.
16	Pirmatov N.B., Giyasov S.M. Simulation of a synchronous motors with direct and quadrature excitation // Universum: Technical sciences. - 2019. - No. 11 (68).