Title :
Direct thrust control of linear induction motor in full operation range for traction application
Author :
Ke Wang ; Liming Shi ; Yaohua Li ; Qiongxuan Ge
Author_Institution :
Key Lab. of Power Electron. & Electr. Drive, Chinese Acad. of Sci., Beijing, China
fDate :
Aug. 30 2011-Sept. 1 2011
Abstract :
In this paper, mathematic model of linear induction motor (LIM) is developed considering the influences of end effects. A full speed range direct thrust control (DTC) scheme for LIM is proposed considering the parameters dynamic variation and characteristic of railway traction application. In low speed range, an improved indirect stator-quantities control (ISC) with circular flux track is applied to replace the hysteresis controller and switching table in traditional DTC, which can improve the low speed performance effectively as well as maintain the robustness. In medium and high speed range, direct thrust control with hexagonal flux track is utilized to reduce the switching frequency and power loss of the inverter. Experiment results show that the transitions between different schemes are smooth. Moreover, the system has great dynamic and steady state performance. The proposed method has good application prospect in the traction control of LIM driven systems.
Keywords :
invertors; linear induction motors; machine control; railways; traction; ISC; LIM; circular flux track; full operation range; full speed range DTC scheme; full speed range direct thrust control scheme; hexagonal flux track; hysteresis controller; indirect stator-quantity control; inverter; linear induction motor; mathematic model; parameter dynamic variation; power loss; railway traction application; switching frequency reduction; switching table; traction control; Control systems; Induction motors; Inverters; Mathematical model; Robustness; Torque; Direct thrust control; Linear drives; Traction application;
Conference_Titel :
Power Electronics and Applications (EPE 2011), Proceedings of the 2011-14th European Conference on
Conference_Location :
Birmingham
Print_ISBN :
978-1-61284-167-0
Electronic_ISBN :
978-90-75815-15-3