Fiber Optic Gyroscope Random Error Modeling Based on Improved Kalman Filtering

Y. Liu, Haoyun Deng
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Abstract

A modeling method based on time series autoregressive model (AR) is proposed to address the problem of the existence of random errors in fiber optic gyroscopes, which affects their output accuracy. Based on the time series modeling requirements, the original data is first preprocessed, and then the autoregressive model order is determined according to the AIC criterion, and then the time series autoregressive model is established. On the basis of modeling, the traditional Kalman filtering algorithm and the improved adaptive filtering algorithm proposed in this paper are applied to filter the established signal model, and the filtering results are compared. Finally, the filtered noise coefficients are analyzed by using Allan's variance. The analysis results show that after Kalman filtering, the random error coefficient of the fiber optic gyro has been significantly reduced, which proves the correctness of the random drift model; after the improved adaptive filtering, the random error of the fiber optic gyro has been significantly reduced, which proves the correctness and applicability of the modified filtering method.
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基于改进卡尔曼滤波的光纤陀螺随机误差建模
针对光纤陀螺仪存在随机误差影响输出精度的问题,提出了一种基于时间序列自回归模型(AR)的建模方法。根据时间序列建模要求,首先对原始数据进行预处理,然后根据AIC准则确定自回归模型阶数,最后建立时间序列自回归模型。在建模的基础上,采用传统的卡尔曼滤波算法和本文提出的改进自适应滤波算法对建立的信号模型进行滤波,并对滤波结果进行比较。最后,利用Allan方差对滤波后的噪声系数进行分析。分析结果表明,经过卡尔曼滤波后,光纤陀螺的随机误差系数明显减小,证明了随机漂移模型的正确性;经过改进的自适应滤波后,光纤陀螺的随机误差明显减小,证明了改进滤波方法的正确性和适用性。
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