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    This study analyzes phase demodulation errors in interferometric optical sensors. A new 4+1 algorithm significantly reduces errors caused by signal variations, improving sensor accuracy.

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    Area of Science:

    • Optics and Photonics
    • Sensor Technology
    • Signal Processing

    Background:

    • Digital demodulation schemes with harmonic phase modulation are crucial for interferometric optical sensors.
    • Variations in the target signal can introduce significant phase demodulation errors.
    • Existing algorithms like the 4-point method exhibit sensitivity to these signal variations.

    Purpose of the Study:

    • To theoretically evaluate the influence of target signal variations on phase demodulation errors.
    • To develop a novel demodulation algorithm with suppressed sensitivity to target signal variations.
    • To propose and validate a new 4+1 demodulation algorithm.

    Main Methods:

    • Theoretical analysis of phase error magnitude dependence on signal derivatives and modulation amplitude.
    • Derivation of an analytical expression for phase error in a 4-point algorithm.
    • Development of an approach for synthesizing algorithms with reduced sensitivity.
    • Proposal and analytical evaluation of a new 4+1 demodulation algorithm.
    • Numeric simulation to verify analytical findings.

    Main Results:

    • An analytical expression for phase error in the 4-point algorithm was derived, showing dependence on the signal's first derivative and mean value.
    • A novel 4+1 demodulation algorithm was developed, reducing sensitivity to target signal variations.
    • The new 4+1 algorithm's demodulation error is proportional to the second derivative of the target signal, orders of magnitude smaller than the 4-point algorithm.
    • Numeric simulations confirmed the analytical predictions regarding phase errors.

    Conclusions:

    • The proposed 4+1 demodulation algorithm offers significantly improved accuracy for interferometric optical sensors.
    • The new algorithm effectively mitigates phase demodulation errors caused by target signal variations.
    • This advancement has implications for enhancing the performance of optical sensing systems.