Author:
Shi Qian,Yao Yichen,Yu Suyuan
Abstract
AbstractActive magnetic bearings (AMBs) have advantages of no friction, no lubrication or sealing requirements, long lifespan, low maintenance cost, and, especially, active controllability of dynamic characteristics. Thus, AMBs are now widely used in helium-turbine circle of the high temperature gas-cooled reactor and many other high-speed rotating machinery. The design of controller is the core problem of AMBs. The AMB force has high nonlinearity and the AMBs-rotor system may be influenced by external disturbance during operation, which increase the threshold of the controller robustness and make it hard to design. Based on the AMB-rigid rotor system model, this paper adopts lumped uncertainties to describe nonlinear error and external load disturbance and then the plant model of the decentralized controller is obtained. Then, a linear active disturbance rejection controller (LADRC) is designed to compensate the model error. The LADRC contains a proportional-differential controller and a three-order external state observer. The adjustable parameters of the LADRC can be selected according to pole assignment. In order to verify the effectiveness of the LADRC, levitation experiments, rotation experiments, and re-levitation experiments are carried out with traditional PID controller as comparison.
Publisher
Springer Nature Singapore
Reference16 articles.
1. Schweitzer, G., Maslen, E.H.: Magnetic Bearings: Theory, Design, and Application to Rotating Machinery. Springer, Heidelberg (2009)
2. Shi, Z., Yang, X., et al.: Design aspects and achievements of active magnetic bearing research for htr-10gt. Nucl. Eng. Des. 238, 1121–1128 (2008)
3. Hutterer, M., Wimmer, D., Schrödl, M.: Stabilization of a magnetically levitated rotor in the case of a defective radial actuator. IEEE Trans. Mechatron. 66(12), 9383–9393 (2019)
4. Zhou, T., Zhu, C.: Robust proportional-differential control via eigenstructure assignment for active magnetic bearings-rigid rotor systems. IEEE Trans. Ind. Electron. 69(7), 6572–6585 (2022)
5. Zhang, X., Sun, Z., et al.: Nonlinear dynamic characteristics analysis of active magnetic bearing system based on cell mapping method with a case study. Mech. Syst. Signal Process. 117, 116–137 (2019)