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An Efficient and Configurable Preprocessing Algorithm to Improve Stability Analysis.

Ilaria Sesia, Elena Cantoni, Alice Cernigliaro

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    This study introduces a preprocessing algorithm to handle noisy time series data from space applications. The method effectively removes outliers and missing data, improving the reliability of Allan variance (AVAR) stability analysis.

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    Area of Science:

    • Time Series Analysis
    • Metrology
    • Aerospace Engineering

    Background:

    • Allan variance (AVAR) is crucial for assessing experimental time series stability, particularly in space applications like Global Navigation Satellite Systems (GNSS) clock monitoring.
    • Space-based time series data often exhibit unique challenges, including outliers, jumps, and missing values, which can compromise accurate clock characterization.
    • Robust data preprocessing is essential for reliable stability estimation using AVAR and similar metrics.

    Purpose of the Study:

    • To develop and implement a robust preprocessing algorithm for experimental time series data.
    • To address challenges specific to space clock data, such as nonstationarities and missing values.
    • To enhance the accuracy and reliability of Allan variance (AVAR) based stability analysis.

    Main Methods:

    • A novel preprocessing algorithm was developed to detect and remove anomalous behaviors in time series data.
    • The algorithm was implemented in MATLAB, creating robust software for data cleaning.
    • The method specifically targets issues like outliers, jumps, and missing data points.

    Main Results:

    • The proposed algorithm effectively identifies and removes nonstationarities and missing data from experimental time series.
    • The preprocessing significantly improves the quality of data used for stability analysis.
    • Subsequent Allan variance (AVAR) calculations become more reliable and accurate after data cleaning.

    Conclusions:

    • The developed preprocessing algorithm provides a reliable solution for analyzing complex time series data from space applications.
    • Implementing this method enhances the accuracy of stability estimations derived from Allan variance (AVAR).
    • This work contributes to more dependable characterization of clocks in GNSS and other space-based systems.