[1] XIA Y Q, ZHU Z, FU M Y et al. Attitude tracking of rigid spacecraft with bounded disturbances[J]. IEEE Transactions on Industrial Electronics, 58, 647-659(2011).

[2] [2] 2尹芳， 吴云. 空间非合作旋转目标的模型重建与位姿优化［J］. 光学 精密工程， 2019， 27（8）： 1854-1862. doi: 10.3788/OPE.20192708.1854YINF， WUY. Model reconstruction and pose optimization of non-cooperative rotating space target［J］. Optics and Precision Engineering， 2019， 27（8）： 1854-1862.（in Chinese）. doi: 10.3788/OPE.20192708.1854

[3] WANG F, MIAO Y, LI C Y et al. Attitude control of rigid spacecraft with predefined-time stability[J]. Journal of the Franklin Institute, 357, 4212-4221(2020).

[4] [4] 4方元坤， 袁斌文， 孟子阳， 等. 分布式遥感编队多星协同观测中的姿态控制［J］. 光学 精密工程， 2019， 27（1）： 58-68. doi: 10.3788/ope.20192701.0058FANGY K， YUANB W， MENGZ Y， et al. Attitude control in multi-satellite cooperative observations for distributed remote sensing［J］. Optics and Precision Engineering， 2019， 27（1）： 58-68.（in Chinese）. doi: 10.3788/ope.20192701.0058

[5] [5] 5刘京， 邓永停， 李洪文. 基于级联滑模控制的高精度光电跟踪与捕获［J］. 光学 精密工程， 2020， 28（2）： 350-362.LIUJ， DENGY T， LIH W. High-precision photoelectric acquisition and tracking based on cascade sliding mode control［J］. Optics and Precision Engineering， 2020， 28（2）： 350-362.（in Chinese）

[6] PUKDEBOON C, JITPATTANAKUL A. Anti-unwinding attitude control with fixed-time convergence for a flexible spacecraft[J]. International Journal of Aerospace Engineering, 2017, 1-13(2017).

[7] WANG Z, SU Y X, ZHANG L Y. A new nonsingular terminal sliding mode control for rigid spacecraft attitude tracking[J]. Journal of Dynamic Systems， Measurement， and Control, 140(2018).

[8] POLYAKOV A. Nonlinear feedback design for fixed-time stabilization of linear control systems[J]. IEEE Transactions on Automatic Control, 57, 2106-2110(2012).

[9] ZOU A M, KUMAR K D, DE RUITER A H J. Fixed-time attitude tracking control for rigid spacecraft[J]. Automatica, 113, 108792(2020).

[10] SÁNCHEZ-TORRES J D, GÓMEZ-GUTIÉRREZ D, LÓPEZ E et al. A class of predefined-time stable dynamical systems[J]. IMA Journal of Mathematical Control and Information, 35, i1-i29(2018).

[12] JIMÉNEZ-RODRÍGUEZ E, MUÑOZ-VÁZQUEZ A J, SÁNCHEZ-TORRES J D et al. A Lyapunov-like characterization of predefined-time stability[J]. IEEE Transactions on Automatic Control, 65, 4922-4927(2020).

[13] ALDANA-LÓPEZ R, GÓMEZ-GUTIÉRREZ D, JIMÉNEZ-RODRÍGUEZ E et al. Enhancing the settling time estimation of a class of fixed-time stable systems[J]. International Journal of Robust and Nonlinear Control, 29, 4135-4148(2019).

[14] SÁNCHEZ-TORRES J D, DEFOORT M, MUÑOZ-VÁZQUEZ A J. A second order sliding mode controller with predefined-time convergence[C], 1-4(2018).

[15] JIMÉNEZ-RODRÍGUEZ E, LOUKIANOV A G, SÁNCHEZ-TORRES J D. A second order predefined-time control algorithm[C], 1-6(2017).

[16] BHAT S P, BERNSTEIN D S. Finite-time stability of continuous autonomous systems[J]. SIAM Journal on Control and Optimization, 38, 751-766(2000).

[17] SÁNCHEZ-TORRES J D, SANCHEZ E N, LOUKIANOV A G. A discontinuous recurrent neural network with predefined time convergence for solution of linear programming[C], 1-5(2014).

[18] WEN J T Y, KREUTZ-DELGADO K. The attitude control problem[J]. IEEE Transactions on Automatic Control, 36, 1148-1162(1991).

[19] [19] 19徐策， 李大伟， 贺帅， 等. 自由飞行机器人气浮式模拟器设计［J］. 光学 精密工程， 2019， 27（2）： 352-362. doi: 10.3788/OPE.20192702.0352XUC， LID W， HESH， et al. Design of air-bearing simulator for free-flying robot ［J］. Optics and Precision Engineering， 2019， 27（2）： 352-362.（in Chinese）. doi: 10.3788/OPE.20192702.0352