[1]
|
Ohishi K,Murakami T. Advanced motion control in robotics. In:Proceedings of the 15th Annual Conference of IEEE Industrial Electronics Society. Philadelphia,USA:IEEE,1989. 356-359[2] Natori K,Tsuji T,Ohnishi K,Hace A,Jezernik K. Time-delay compensation by communication disturbance observer for bilateral teleoperation under time-varying delay. IEEE Transactions on Industrial Electronics,2010,57(3):1050-1062[3] Ohishi K. Realization of fine motion control based disturbance observer. In:Proceedings of the 10th IEEE International Workshop on Advanced Motion Control. Trento,Italy:IEEE,2008. 1-8[4] Nakata T,Tomizuka M. Robust engine torque control by iterative learning control. In:Proceedings of the American Control Conference. St. Louis,USA:IEEE,2009. 2064-2069[5] Tanaka H,Ohnishi K,Nishi H,Kawai T,Morikawa Y,Ozawa S,Furukawa T. Haptic endoscopic surgery robot utilizing FPGA. In:Proceedings of the 10th IEEE International Workshop on Advanced Motion Control. Trento,Italy:IEEE,2008. 601-606[6] Rahmam A A,Ohnishi K. Robust time delay control system based on communication disturbance observer with inner loop input. In:Proceedings of the 36th Annual Conference on IEEE Industrial Electronics Society. Glendale,USA:IEEE,2010. 1621-1626[7] Schrijver E,Dijk J V. Disturbance observers for rigid mechanical systems:equivalence,stability,and design. Journal of Dynamic Systems,Measurement,and Control,2002,124(4):539-548[8] Umeno T,Hori Y. Robust speed control of DC servomotors using modern two degrees-of-freedom controller design. IEEE Transactions on Industrial Electronics,1991,38(5):363-368[9] Kempf C J,Kobayashi S. Disturbance observer and feedforward design for a high-speed direct-drive positioning table. IEEE Transactions on Control Systems Technology,1999,7(5):513-526[10] Tan K K,Lee T H,Dou H F,Chin S J,Zhao S. Precision motion control with disturbance observer for pulsewidth-modulated-driven permanent-magnet linear motors. IEEE Transactions on Magnetics,2003,39(3):1813-1818[11] Noh I,Won S. Robust adaptive control using disturbance observer for system with actuator of first order time lag. In:Proceedings of the IEEE International Conference on Control and Automation. Christchurch,New Zealand:IEEE,2009. 246-251[12] Wang C C,Tomizuka M. Design of robustly stable disturbance observers based on closed loop consideration using H∞ optimization and its applications to motion control systems. In:Proceedings of the American Control Conference. Boston,USA:IEEE,2004. 3764-3769[13] Thum C K,Du C,Lewis F L,Chen B M,Ong E H. H_α disturbance observer design for high precision track following in hard disk drives. IET Control Theory and Applications,2009,3(12):1591-1598[14] Zhang G Z,Chen J,Li Z P. Analysis and design of H∞ robust disturbance observer based on LMI. In:Proceedings of the 7th World Congress on Intelligent Control and Automation. Chongqing,China:IEEE,2008. 4697-4701[15] Yin Zheng-Nan,Su Jian-Bo,Liu Yan-Tao. Design of disturbance observer with robust performance based on H∞ norm optimization. Acta Automatica Sinica,2011,37(3):331-341(尹正男,苏剑波,刘艳涛. 基于H∞ 范数优化的干扰观测器的鲁棒设计. 自动化学报,2011,37(3):331-341)[16] Fan X,Tomizuka M. Robust disturbance observer design for a power-assist electric bicycle. In:Proceedings of the American Control Conference. Baltimore,USA:IEEE,2010. 1166-1171[17] Francis B A,Wonham W M. The internal model principle of control theory. Automatica,1976,12(5):457-465[18] Doyle J C,Glover K,Khargonekar P P,Francis B A. State-space solutions to standard H2 and H∞ control problems. IEEE Transactions on Automatic Control,1989,34(8):831-847
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