[1] [1] XU B Q, GUO Y F, WANG G. Improvement of joint transform correlator for measurement of space camera image motion ［J］. Opt. Precision Eng., 2013, 22(6): 1418-1423.(in Chinese)

[2] [2] KRIST J E. High-contrast imaging with the Hubble Space Telescope: performance and lessons learned［C］. SPIE Astronomical Telescopes + Instrumentation. International Society for Optics and Photonics, 2004: 1284-1295.

[3] [3] YANG J F, XU ZH B, LIU H W, et al.. Design of vibration isolator for optical payload on orbit ［J］. Opt. Precision Eng., 2014, 22(12): 3294-3302.(in Chinese)

[4] [4] YU Z F, ZHOU X B, SHEN J F, et al.. Design of joint vibration reduction system combined isolation and absorbtion for flywheel ［J］. Opt. Precision Eng., 2014, 22(4): 897-903.(in Chinese)

[5] [5] LEVINE M B, LEVINE M B. Interferometry program flight experiments: IPEX Ⅰ and Ⅱ［J］.Proceedings of SPIE-The International Society for Optical Engineering, 1998: 707-718.

[6] [6] DYNE S J C, TUNBRIDGE D E K, COLLINS P P. The vibration environment on a satellite in orbit ［C］.High Accuracy Platform Control in Space, IEE Colloquium on, IET, 1993: 12/1-12/6.

[7] [7] EYERMAN C E. A systems engineering approach to disturbance minimization for spacecraft utilizing controlled structures technology ［D］.Massachusetts Institute of Technology, 1990.

[8] [8] MELODY J W. Discrete-frequency and broadband reaction wheel disturbance models ［J］.Interoffice Memorandum, 1995: 3411-95-200csi.

[9] [9] BIALKE B. A compilation of reaction wheel induced spacecraft disturbances ［C］.Proceedings of the 20th Annual AAS Guidance and Control Conference, 1997.

[10] [10] KIM Y A. Thermal creak induced dynamics of space structures ［J］.Massachusetts Institute of Technology, 2010.

[11] [11] LIGHTSEY P A, CHRISP M. Image quality for large segmented space telescopes ［J］.Proceedings of SPIE-The International Society for Optical Engineering, 2003, 4850.

[12] [12] STEWART D. A platform with six degrees of freedom ［J］.ARCHIVE Proceedings of the Institution of Mechanical Engineers, 1965, 180: 371-386.

[13] [13] DASGUPTA B, MRUTHYUNJAYA T S. The Stewart platform manipulator: a review ［J］.Mechanism & Machine Theory, 2000, 35(1): 15-40.

[14] [14] ROGERS M J B, VOGT G L, WARGO M J. Microgravity: a teachers guide with activities in science, mathematics, and technology ［J］.Ultrasound in Medicine & Biology, 1997, 1(1): 151-168.

[15] [15] ZHANG J X, AN Q CH, LI J F, et al.. Third mirror Stewart platform of TMT based on mechanism condition number ［J］. Opt. Precision Eng., 2014, 22(4): 890-896.(in Chinese)

[16] [16] ABDELLATIF H, HEIMANN B. Computational efficient inverse dynamics of 6-DOF fully parallel manipulators by using the Lagrangian formalism ［J］.Mechanism & Machine Theory., 2009, 44(1): 192-207.

[17] [17] WANG J, WU J, WANG L, et al.. Simplified strategy of the dynamic model of a 6-UPS parallel kinematic machine for real-time control ［J］.Mechanism & Machine Theory., 2007, 42(42): 1119-1140.

[18] [18] SOKOLOV A, XIROUCHAKIS P. Dynamics analysis of a 3-DOF parallel manipulator with R-P-S joint structure ［J］.Mechanism & Machine Theory., 2007, 42(5): 541-557.

[19] [19] DASGUPTA B, MRUTHYUNJAYA T S. A newton-euler formulation for the inverse dynamics of the stewart platform manipulator ［J］.Mechanism & Machine Theory., 1998, 33(8): 1135-1152.

[20] [20] OFTADEH R, AREF M M, TAGHIRAD H D. Explicit dynamics formulation of stewart-gough platform: a newton-euler approach ［C］. Intelligent Robots and Systems(IROS), 2010 IEEE/RSJ International Conference on IEEE, 2010: 2772-2777.