[1] A STABILE, G S AGLIETTI, G RICHARDSON et al. Design and verification of a negative resistance electromagnetic shunt damper for spacecraft micro-vibration. Journal of Sound and Vibration, 386, 38-49(2017).

[2] B J KAWAK. Development of a low-cost， low micro-vibration CMG for small agile satellite applications. Acta Astronautica, 131, 113-122(2017).

[3] E SECRETARIAT. ECSS-E-HB-32-26A Spacecraft Mechanical Loads Analysis Handbook. European Cooperation for Space Standaridization(2013).

[4] L LI, L Y TAN, L KONG et al. The influence of flywheel micro vibration on space camera and vibration suppression. Mechanical Systems and Signal Processing, 100, 360-370(2018).

[5] Y CHENG, G X REN, S L DAI. The multi-body system modelling of the Gough-Stewart platform for vibration control. Journal of Sound and Vibration, 271, 599-614(2004).

[6] Y TING, Y S CHEN. Modeling and control for a Gough-Stewart platform CNC machine. Journal of Robotic Systems, 21, 609-623(2004).

[7] S PEDRAMMEHR, M MAHBOUBKHAH, N KHANI. A study on vibration of Stewart platform-based machine tool table. The International Journal of Advanced Manufacturing Technology, 65, 991-1007(2013).

[8] Z Y JIA, S LIN, W LIU. Measurement method of six-axis load sharing based on the Stewart platform. Measurement, 43, 329-335(2010).

[9] R RANGANATH, P S NAIR, T S MRUTHYUNJAYA et al. A force-torque sensor based on a Stewart Platform in a near-singular configuration. Mechanism and Machine Theory, 39, 971-998(2004).

[10] Y J LI, B Y SUN, J ZHANG et al. A novel parallel piezoelectric six-axis heavy force/torque sensor. Measurement, 42, 730-736(2009).

[11] M Y XIA, Z B XU, K HAN et al. Dynamic disturbance force measurement platform for large moving device in spacecraft. Journal of Sound and Vibration, 447, 61-77(2019).

[12] D Durand, C France. Measurement sensor for a linking wrench between two mechanical parts， as well as its manufacturing process. US.

[13] M Y XIA, C QIN, X M WANG et al. Modeling and experimental study of dynamic characteristics of the moment wheel assembly based on structural coupling. Mechanical Systems and Signal Processing, 146, 107007(2021).

[14] [14] 14贾振元， 李映君， 张军， 等. 并联式轴用压电六维力/力矩传感器［J］. 机械工程学报， 2010， 46（11）： 62-68. doi: 10.3901/JME.2010.11.062JIAZ Y， LIY J， ZHANGJ， et al. Axial piezoelectric 6-component force/torque sensor based on parallel structure［J］. Journal of Mechanical Engineering， 2010， 46（11）： 62-68.（in Chinese）. doi: 10.3901/JME.2010.11.062

[15] [15] 15茅晨， 宋爱国， 高翔， 等. 六维力/力矩传感器静态解耦算法的研究与应用［J］. 传感技术学报， 2015， 28（2）： 205-210. doi: 10.3969/j.issn.1004-1699.2015.02.010MAOC， SONGA G， GAOX， et al. Research and application of static decoupling algorithm for six-axis force/torque sensor［J］. Chinese Journal of Sensors and Actuators， 2015， 28（2）： 205-210.（in Chinese）. doi: 10.3969/j.issn.1004-1699.2015.02.010

[16] [16] 16周山， 刘利平， 高建宇， 等. 三维力传感器静态解耦方法的研究［J］. 电子测量与仪器学报， 2020， 34（8）： 181-187.ZHOUS， LIUL P， GAOJ Y， et al. Research on static decoupling algorithm for 3-axis wrist force sensor［J］. Journal of Electronic Measurement and Instrumentation， 2020， 34（8）： 181-187.（in Chinese）

[17] [17] 17崔劲， 高震， 彭博. 三维力传感器静态解耦算法研究［J］. 软件， 2020， 41（11）： 102-105.CUIJ， GAOZ， PENGB. Research of static decoupling algorithm for three-axial force sensor［J］. Software， 2020， 41（11）： 102-105.（in Chinese）