A high-precision online compensation method for random errors of optical gyroscope

• Published in: Measurement : journal of the International Measurement Confederation Vol. 222; p. 113616
• Main Authors: Lu, Kewen, Wang, Xinlong, Wang, Bin, Ding, Xiaokun, Hu, Xiaodong
• Format: Journal Article
• Language: English
• Published: Elsevier Ltd 30.11.2023
• Subjects: Adaptive factor; Online compensation; Random errors; Sliding window; Time-varying characteristics; Random errors; Adaptive factor; Online compensation; Sliding window; Time-varying characteristics
• ISSN: 0263-2241; 1873-412X
• DOI: 10.1016/j.measurement.2023.113616

•Based on the idea of piecewise stability, the time-varying signal is analyzed.•An adaptive factor is constructed to adjust the sliding window length adaptively.•The random error component parameters of online data are predicted and corrected.•The progressiveness of the proposed method is verified through experiments. The traditional Allan variance cannot reflect the time-varying characteristics of random error signals, and the dynamic Allan variance cannot simultaneously guarantee both the signal dynamic tracking performance and confidence of variance estimation due to adopting the sliding window with fixed window length to intercept and segment random error signals. To address these issues, a dynamic Allan variance analysis method with adaptive window length is proposed. Based on the idea of piecewise stability of time-varying random error signals, a sliding window is introduced to intercept and segment the signal to be analyzed along the time axis, and the Allan variance analysis results of all signal segments are synthesized to track and describe the time-varying characteristics of the signal. Then according to the changes in the statistical characteristics of the random error signal, an adaptive factor is constructed to adaptively adjust the length of the sliding window, thereby guaranteeing both the signal dynamic tracking performance and confidence of variance estimation at the same time. On this basis, this method is applied to the online compensation of optical gyroscope random errors, and then a high-precision online compensation method for random errors of optical gyroscope is proposed. The experimental results show that the proposed method can achieve high-precision online compensation for the time-varying random error signals of optical gyroscope measured in complex environment such as uncertainty and noise interference.