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MSCSG随机误差测试及误差源分析
引用本文:耿梦梦,任元,樊亚洪,王丽芬,于春淼.MSCSG随机误差测试及误差源分析[J].北京航空航天大学学报,2021,47(8):1697-1704.
作者姓名:耿梦梦  任元  樊亚洪  王丽芬  于春淼
作者单位:1.航天工程大学 研究生院, 北京 101416
基金项目:国家自然科学基金51475472国家自然科学基金51605489
摘    要:针对磁悬浮控制敏感陀螺(MSCSG)的角速率测量信号中存在较大的随机误差,不利于提高MSCSG敏感精度,以MSCSG原理样机为研究对象,提出采用Allan方差分析法对MSCSG实测数据进行随机误差分析。首先,根据MSCSG角速率敏感原理推导出MSCSG转子偏转角速率的量测公式;其次,应用Allan方差分析法和最小二乘拟合方法计算出5种典型随机误差系数。计算结果显示:在MSCSG随机误差中,零偏不稳定性、速率随机游走以及速率斜坡占主要成分,而量化噪声和角度随机游走误差所占比重较小。依此,对MSCSG误差来源进行了指向性分析,并给出了随机误差的抑制补偿方法,为MSCSG敏感精度的提高奠定了理论基础。 

关 键 词:磁悬浮控制敏感陀螺(MSCSG)    随机误差    Allan方差分析法    最小二乘拟合    误差补偿
收稿时间:2020-06-16

Random error test and error source analysis of MSCSG
GENG Mengmeng,REN Yuan,FAN Yahong,WANG Lifen,YU Chunmiao.Random error test and error source analysis of MSCSG[J].Journal of Beijing University of Aeronautics and Astronautics,2021,47(8):1697-1704.
Authors:GENG Mengmeng  REN Yuan  FAN Yahong  WANG Lifen  YU Chunmiao
Institution:1.Graduate School, Space Engineering University, Beijing 101416, China2.Department of Aerospace Science and Technology, Space Engineering University, Beijing 101416, China3.Beijing Institute of Control Engineering, Beijing 100190, China
Abstract:There is a large random error in the angular rate measurement signal of Magnetically Suspended Control & Sensing Gyroscope (MSCSG), which is not conducive to improving the sensitivity accuracy of MSCSG. In this paper, taking the principle prototype of MSCSG as the research object, the Allan variance analysis method is proposed to analyze the random error of the measured data of MSCSG. According to the principle of MSCSG angular velocity sensitivity, the measurement formula of MSCSG rotor deflection angular velocity is derived. Five typical random error coefficients are calculated by Allan variance analysis and least square fitting. The calculation results show that, among MSCSG random errors, zero deviation instability, rate following and rate slope are the main components, while quantization noise and angle random walk error account for the smaller proportion. According to this, the directivity of MSCSG error source is analyzed, and the method of restraining and compensating random error is given, which lays a theoretical foundation for improving the sensitivity accuracy of MSCSG. 
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