Rate Equations for Mirror Tracking System with Unconventional Sensor-to-gimbal Orientation

WU Chunnan; LIN Zhaorong; WANG Zhe

doi:10.3969/j.issn.1003-501x.2014.11.004

[1] FU Chengyu, JIANG Lingtao, REN Ge, et al. Image Tracking System with Fine-Steering-Mirror [J]. Opto-Electronic Engineering, 1994, 21(3): 1-8.

[2] K Hurák Z.,.ezá. M. Control design for image tracking with an inertially stabilized airborne camera platform [J]. Proceeding of SPIE(S0277-786X), 2010, 7696: 7696-1H-7696-12.

[3] DeBruin J C. Dervation of line-of-sight stabilization equations for gimbaled-mirror optical systems [J]. Proceeding of SPIE(S0277-786X), 1992, 1543: 236-247.

[4] Hiklert J M. A comparison of inertial line-of-sight stabilization technbiques using mirrors [C]// Defense and Security, International Society for Optics and Photonics, Orlando F L, April 12, 2004: 13-22.

[5] Hilkert J M, Cohen S. Development of mirror stabilization line-of-sight rate equations for an unconventional sensor-to-gimbal orientation [J]. Proceeding of SPIE(S0277-786X), 2009, 7338: 7338-03-7338-12.

[6] Rue A K. Stabilization of Precision Electrooptical Pointing and Tracking Systems [J]. IEEE Trans. Aerospace and Electronic Systems(S0018-9251), 1968, AES-5(5): 805-819.