Citation: | Zhu Kuibao, Zhang Chunxi, Song Ningfanget al. Modeling and identification of random drift for FOG[J]. Journal of Beijing University of Aeronautics and Astronautics, 2006, 32(11): 1354-1357. (in Chinese) |
[1] Friedemann Mohr, Frank Schadt. Bias error in fiber optic gyroscopes due to elastooptic interactions in the sensor fiber . Tiefenbronner Str 65, D-75175. Pforzheim:University of Applied Sciences,2005 [2] Chen Xiyuan. Modeling random gyro drift by time series neural networks and by traditional method IEEE. Int Conf Neutral Networks & Signal Processing. Nanjing, China:,2003:14-17 [3] Bowser M, Hammond J, Perlmutter M, et al. Broad fiber optic gyroscopes for a broad range of applications In Proceedings of the IEEE Position, Location and Navigation Symposium. Atlanta, GA:,2004:553-558 [4] Pepper D M, Wang H T M. Nuclear magnetic resonance gyros copes . AD-A124925,1982 [5] 万德钧,黄仁,任兴明.陀螺随机漂移ARMA模型的建立[J].南京工学院学报,1988,18(3):57-64 Wan Dejun,Huang Ren,Ren Xingming. Modeling random drift of gyroscopes[J]. Journal of Nanjing University of Technology, 1988,18(3):57-64(in Chinese) [6] 郭秀中,于波,陈云相.陀螺仪理论及应用[M] .北京:航空工业出版社,1987 Guo Xiuzhong, Yu Bo, Chen Yunxiang. Theory and application of gyroscopes[M]. Beijing:Aviation Industry Press,1987(in Chinese)
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