Modeling and Simulation of Electromechanical Coupling Dynamics for Permanent Magnet Synchronous AC Servomotor

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Abstract:

Lagrange-Maxwell equations and Park transform are adopted based on electrical and mechanical energy equations consisting of servomotor parameters. Lagrange-Maxwell equations are transformed from three-phase stator reference coordinates to two-phase rotor reference coordinates. Electromechanical coupling dynamics equations of permanent magnet synchronous servomotor in two-phase reference coordinates are obtained. In this dynamical modeling method of electromechanical coupling system, to establish dynamical differential equations needs to measure amplitude of the flux induced by the permanent magnets and the winding's inductance in dq0 reference of the motor but needs not to measure the size of magnetic circuit. The equations deduced is terse, efficient, and the equations easy to use. Electromechanical coupling dynamics system, servomotor is simulated. Simulation results show that the electromechanical coupling dynamics equations deduced for servomotor are correct, and current control schemes are reasonable.

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Periodical:

Advanced Materials Research (Volumes 418-420)

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2106-2109

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December 2011

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Zhong Jue, Chen Xian Lin. Complex electromechanical system coupling and decoupling design modern mechanical and electrical system design theory, discusses the [J]. Chinese mechanical engineering 1999, (9) : 1051-1055

Google Scholar

[2] WANG AiLun, ZHONG Jue. Study on the Method of Modeling and Simulating of Complex Electromechanical System[J].  CHINESE JOURNAL OF MECHANICAL ENGINEERING , 2003,39(4):1–5

Google Scholar

[3] JU LiHua, Jiang ShuYun. Analysis of Electromechanical Coupling Nonlinear Dynamics for Flywheel Energy Storage System [J]. Chinese Science E edition,2006,36(1):68-83

Google Scholar

[4] Kwon B H,Kim T W,Youm J H.A novel SVM-based hysteresis current controller[J].IEEE Trans on Power Electronics,1998,13(2):297–307.

DOI: 10.1109/63.662844

Google Scholar