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Allan variance segmented circular fitting method for laser gyroscopes random error analysis

机译:Allan方差分段激光陀螺激光陀螺循环拟合方法随机误差分析

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The curve fitting process is the key process of Allan variance algorithm which is an effective method for laser gyroscope random error analysis. The traditional piecewise regression method leads to the fitting curve shift up because the cross-impact among the five kinds of random errors in Allan variance hasn't been taken into consideration especially in the case of long correlation time, which will leads to the random error characteristic of Laser Gyroscope can't been evaluated accurately. This paper proposes an Allan variance segmented circular fitting method, which improves the accuracy of curve fitting and especially reduces the fitting error in long correlation time. The proposed method is applied to 7-hour experimental static data analysis of laser gyroscopes, and the random error coefficients estimated with modified Allan variance algorithm can converge with better stability.
机译:曲线拟合过程是Allan方差算法的关键过程,是激光陀螺随机误差分析的有效方法。 传统的分段回归方法导致拟合曲线移位,因为在长相关时间的情况下,尤其是allan方差五种随机误差之间的交叉影响,这将导致随机误差 激光陀螺仪的特征不能准确评估。 本文提出了一种Allan方差分段循环拟合方法,其提高了曲线拟合的精度,特别是在长相关时间中降低了拟合误差。 所提出的方法应用于激光陀螺的7小时实验静态数据分析,并且用改进的Allan方差算法估计的随机误差系数可以通过更好的稳定性收敛。

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