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Multi-derivative method for phase extraction without knowing carrier frequencies in off-axis quantitative phase

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    A new multi-derivative method reconstructs transparent object phase in quantitative phase imaging (QPI). This technique simplifies alignment and speeds up phase retrieval for high-quality imaging without prior knowledge.

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    Area of Science:

    • Optical Imaging
    • Phase Contrast Microscopy
    • Biophysics

    Background:

    • Quantitative Phase Imaging (QPI) is crucial for label-free visualization of transparent specimens.
    • Existing QPI methods often require complex procedures like Fourier transforms or prior knowledge of system parameters.
    • Derivative-based methods offer an alternative but can be sensitive to noise and require careful implementation.

    Purpose of the Study:

    • To develop a simplified and robust multi-derivative method for phase reconstruction in off-axis QPI.
    • To eliminate the need for carrier frequency estimation or Fourier transforms in phase retrieval.
    • To enhance the speed and quality of phase reconstruction compared to existing methods.

    Main Methods:

    • Numerical computation of first-, second-, and third-order derivatives of interferograms.
    • Direct phase extraction from interferometric data without Fourier analysis.
    • Validation using white-light diffraction phase microscopy and laser off-axis QPI.

    Main Results:

    • Successful quantitative phase reconstruction without prior knowledge of carrier frequencies.
    • Streamlined alignment and retrieval processes compared to advanced derivative methods.
    • Significantly accelerated phase retrieval speed compared to Fourier-division methods.
    • Achieved high-quality phase retrieval at frame rates up to 41.6 fps for 1-megapixel interferograms on a standard computer.

    Conclusions:

    • The proposed multi-derivative method provides a fast, high-quality, and straightforward approach for phase reconstruction in off-axis QPI.
    • This technique simplifies the experimental setup and data processing requirements for QPI.
    • The method demonstrates broad applicability across different QPI modalities and is suitable for real-time imaging applications.