[1] YU Y,FANG J,YANG Z.Torque distribution of the integrated magnetically suspended inertia actuator for attitude maneuvers[J].Acta Astronautica,2015,119:71-78.
[2] ABBAS H S,ALI A,HASHEMI S M,et al.LPV state-feedback control of a control moment gyroscope[J].Control Engineering Practice,2014,24:129-137
[3] TANG J Q,XIANG B,ZHANG Y B.Dynamic characteristics of the rotor in a magnetically suspended control moment gyroscope with active magnetic bearing and passive magnetic bearing[J].ISA Transactions,2014,53(4):1357-1365.
[4] 崔培玲,盖玉欢,房建成,等.主被动磁悬浮转子的不平衡振动自适应控制[J].光学精密工程,2015,23(1):122-131.CUI P L,GAI Y H,FANG J C,et al.Adaptive control for unbalance vibration of active-passive hybrid magnetically suspended rotor[J].Optics & Precision Engineering,2015,23(1):122-131(in Chinese).
[5] CUI P L,LI S,ZHAO G Z,et al.Suppression of harmonic current in active-passive magnetically suspended CMG using improved repetitive controller[J].IEEE/ASME Transactions on Mechatronics,2016,21(4):2132-2141.
[6] 任元,王卫杰,刘强,等.一种磁悬浮控制敏感陀螺:ZL201510006597.5[P].2017-04-28.REN Y,WANG W J,LIU Q,et al.A kind of magnetically suspended control and sensing gyroscopic:ZL201510006597.5[P].2017-04-28(in Chinese).
[7] GERLACH B,EHINGER M,KNUT RAUE H,et al.Gimballing magnetic bearing reaction wheel with digital controller[C]//Proceedings of the 11th European Space Mechanisms and Tribology Symposium.Loutraki:European Space Agency,2005:35-40.
[8] WANG C E,TANG J Q.Design and mathematical analysis of a novel reluctance force-type hybrid magnetic bearing for flywheel with gimballing capability[J].Mathematical Problems in Engineering,2013,2013(8):147-160.
[9] XIANG B,TANG J Q.Suspension and titling of vernier-gimballing magnetically suspended flywheel with conical magnetic bearing and Lorentz magnetic bearing[J].Mechatronics,2015,28:46-54.
[10] TANG J Q,XIANG B,WANG C E.Rotor's suspension for vernier-gimballing magnetically suspended flywheel with conical magnetic bearing[J].ISA Transactions,2015,58:509-519.
[11] CHEN J,LIU K,CHEN X.Modeling and low power control of active magnetic bearings system[C]//International Conference on Modelling,Identification and Control.Piscataway,NJ:IEEE Press,2011:319-324.
[12] BENOMAIR A M,BASHIR F A,TOKHI M O.Optimal control based LQR-feedback linearisation for magnetic levitation using improved spiral dynamic algorithm[C]//International Conference on Methods and Models in Automation and Robotics.Piscataway,NJ:IEEE Press,2015:558-562.
[13] ZHANG Y C,SUN G J,ZHANG Y J.Experimental verification for zero power control of 0.5kWh class flywheel system using magnetic bearing with gyroscopic effect[C]//Proceedings of the First International Conference on Machine Learning and Cybernetics.Piscataway,NJ:IEEE Press,2002:2059-2062.
[14] 孙玉坤,朱志莹.三自由度混合磁轴承最小二乘向量机逆模辨识与解耦控制[J].中国电机工程学报,2010,30(15):112-117.SUN Y K,ZHU Z Y.Inverse-model identification and decoupling control based on least squres support vector machine for 3-DOF hybrid magnetic bearing[J].Proceedings of the CSEE,2010,30(15):112-117(in Chinese).
[15] REN Y,FANG J.High-precision and strong-robustness control for an MSCMG based on modal separation and rotation motion decoupling strategy[J].IEEE Transactions on Industrial Electronics,2014,61(3):1539-1551.
[16] 谢进进,刘刚,文通,等.双框架磁悬浮控制力矩陀螺磁轴承负载力矩复合补偿的控制[J].光学精密工程,2015,23(8):2211-2219.XIE J J,LIU G,WEN T,et al.Composite compensation for load torque of active magnetic bearing in DGMSCMG[J].Optics and Precision Engineering,2015,23(8):2211-2219(in Chinese).
[17] KANG M S,LYOU J,LEE J K.Sliding mode control for an active magnetic bearing system subject to base motion[J].Mechatronics,2010,20(1):171-178.
[18] PENG C,FANG J,XU X.Mismatched disturbance rejection control for voltage-controlled active magnetic bearing via state-space disturbance observer[J].IEEE Transactions on Power Electronics,2015,30(5):2753-2762.
[19] ZHENG S,HAN B,GUO L.Composite hierarchical antidisturbance control for magnetic bearing system subject to multiple external disturbances[J].IEEE Transactions on Industrial Electronics,2014,61(12):7004-7012.
[20] 吴鹏松,吴朝野,周东华.信号解耦控制系统分析[J].控制工程,2013,20(3):471-474.WU P S,WU C Y,ZHOU D H.Analysis of signal decoupling control system[J].Control Engineering of China,2013,20(3):471-474(in Chinese).
[21] OKAJIMA H,MATSUNAGA N,KAWAJI S.Design of dynamic quantizers for 2-DOF IMC and its application to the temperature control of a heat plate[J].SICE Journal of Control Measurement & System Integration,2011,4(1):77-82.
[22] OKAJIMA H,UMEMOTO T,MATSUNAGA N,et al.Analysis of dynamic quantizer in 2-DOF internal model control system with dead-time[C]//ICCAS-SICE,2009.Piscataway,NJ:IEEE Press,2009:4380-4383.
[23] 辛朝军,蔡远文,任元,等.磁悬浮敏感陀螺动力学建模与关键误差源分析[J].北京航空航天大学学报,2016,42(10):2048-2058.XIN C J,CAI Y W,REN Y,et al.Dynamic modeling and key error sources analysis of magnetically suspended sensitive gyroscopes[J].Journal of Beijing University of Aeronautics and Astronautics,2016,42(10):2048-2058(in Chinese).
[24] 房建成,孙津济,樊亚洪.磁悬浮惯性动量轮技术[M].北京:国防工业出版社,2012:279-280.FANG J C,SUN J J,FAN Y H.Magnetically suspended inertial momentum wheel technology[M].Beijing:National Defense Industry Press,2012:279-280(in Chinese).
[25] 房建成,任元.磁悬浮控制力矩陀螺技术[M].北京:国防工业出版社,2014:107-120.FANG J C,REN Y.Magnetically suspended control momentum gyroscope technology[M].Beijing:National Defense Industry Press,2014:107-120(in Chinese). |